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BLOB,"BLEND_POINT_EXIT" BLOB,"BLEND_POINT_ENTRY_LANES" INTEGER,"BLEND_POINT_EXIT_LANES" INTEGER,"BLEND_POINT_MEDIAN_WIDTH" REAL,"BLEND_POINT_ENTRY_WIDTH" REAL,"BLEND_POINT_EXIT_WIDTH" REAL,"VERTICAL_TRANSITION_RADIUS" REAL,"ENTRY_LANES_AT_YIELD" INTEGER,"EXIT_LANES_AT_YIELD" INTEGER,"ARM_OFFSET" REAL,"ENTRY_WIDENING_WIDTH" REAL,"ENTRY_WIDENING_LENGTH" REAL,"ENTRY_WIDENING_OFFSET" REAL,"ENTRY_WIDENING_RULE" INTEGER,"EXIT_WIDENING_WIDTH" REAL,"EXIT_WIDENING_LENGTH" REAL,"EXIT_WIDENING_OFFSET" REAL,"EXIT_WIDENING_RULE" INTEGER,"YIELD_LINE_ADJUSTMENT" REAL,"STATUS" INTEGER,"CURB_OFFSET" REAL,"STOCKDALE_ENTRY_OFFSET" REAL,"STOCKDALE_EXIT_OFFSET" REAL,"STOCKDALE_ENTRY_RATIO" REAL,"STOCKDALE_EXIT_RATIO" REAL)T/##otableROUNDABOUTSROUNDABOUTS:CREATE TABLE "ROUNDABOUTS"("ID" INTEGER PRIMARY KEY,"NAME" TEXT,"DESCRIPTION" TEXT,"GUID" TEXT,"EXTERNAL_ID" TEXT,"TAG" TEXT,"GEOMETRY" BLOB,"ROUNDABOUT_ID" TEXT,"EXTERNAL_STANDARD_ID" TEXT,"STANDARD_NAME" TEXT,"STANDARD_SOURCE" TEXF<KKtable__aecc_ttri_AIW_Proposed_Ground__aecc_ttri_AIW_Proposed_Ground8CREATE TABLE "__aecc_ttri_AIW_Proposed_Ground"("ID" INTEGER PRIMARY KEY,"IP1" INTEGER,"IP2" INTEGER,"IP3" INTEGER,"FLAGS" INTEGER,"DELETED" INTEGER,"N12" INTEGER,"N23" INTEGER,"N31" INTEGER,"U1" REAL,"V1" REAL,"U2" REAL,"V2" REAL,"U3" REAL,"V3" REAL) u]8qS2 x V 8   j M 3  y W < #  | a E , k A dI0}gI)zV4Z0vX=xO#`2gD( #!WATER_AREASBANK_WIDTH"' +TUNNEL_SEGMENTSUSER_DATA & +TUNNEL_SEGMENTSTOOLTIP %% +%TUNNEL_SEGMENTSTESSELLATION)$ +-TUNNEL_SEGMENTSTERMINATION_DATE%# +%TUNNEL_SEGMENTSSTART_OFFSET)" +-TUNNEL_SEGMENTSSPACING_VARIANCE ! +TUNNEL_SEGMENTSSPACING+ +1TUNNEL_SEGMENTSSEGMENT_DEFINITION # +!TUNNEL_SEGMENTSRULE_STYLE ( ++TUNNEL_SEGMENTSPART_CATALOG_ID % +%TUNNEL_SEGMENTSMANUAL_STYLE  +TUNNEL_SEGMENTSLINK ' +)TUNNEL_SEGMENTSGENERALIZATION) +-TUNNEL_SEGMENTSELEVATION_OFFSET& +'TUNNEL_SEGMENTSCREATION_DATE TUNNELSUSER_DATA " /TUNNELSTUNNEL_DEFINITION  TUNNELSTOOLTIP  %TUNNELSTESSELLATION! -TUNNELSTERMINATION_DATE! -TUNNELSSPACING_VARIANCE TUNNELSSPACING !TUNNELSRULE_STYLE  %TUNNELSMANUAL_STYLE  TUNNELSLINK  )TUNNELSGENERALIZATION! -TUNNELSELEVATION_OFFSET 'TUNNELSCREATION_DATE ROADSUSER_DATA ' =ROADSTRANSPORTATION_UNIT_NAME ( ?ROADSTRANSPORTATION_UNIT_INDEX) AROADSTRANSITION_LENGTH_AT_START' =ROADSTRANSITION_LENGTH_AT_END ROADSTOOLTIP  %ROADSTESSELLATION -ROADSTERMINATION_DATE -ROADSSTACKED_ORDER_TO! 1ROADSSTACKED_ORDER_FROM -ROADSSPACING_VARIANCE ROADSSPACING !ROADSRULE_STYLE ~ /ROADSREVERSE_DIRECTION} ROADSMAX_SPEED| ROADSMAX_SLOPE{ )ROADSMATERIAL_GROUP z %ROADSMANUAL_STYLE y ROADSLINK x 'ROADSLANES_FORWARDw )ROADSLANES_BACKWARDv !ROADSIMPORTANCEu %ROADSGRADING_DATA t )ROADSGENERALIZATIONs ROADSFUNCTION r ROADSELEV_TOq ROADSELEV_FROMp -ROADSELEVATION_OFFSETo 'ROADSCREATION_DATEn RAILSUSER_DATA 'm =RAILSTRANSPORTATION_UNIT_NAME (l ?RAILSTRANSPORTATION_UNIT_INDEX)k ARAILSTRANSITION_LENGTH_AT_START'j =RAILSTRANSITION_LENGTH_AT_ENDi RAILSTOOLTIP h %RAILSTESSELLATIONg -RAILSTERMINATION_DATEf -RAILSSTACKED_ORDER_TO!e 1RAILSSTACKED_ORDER_FROMd -RAILSSPACING_VARIANCEc RAILSSPACINGb !RAILSRULE_STYLE a RAILSMAX_SLOPE` )RAILSMATERIAL_GROUP _ %RAILSMANUAL_STYLE ^ RAILSLINK ] RAILSLANES\ !RAILSIMPORTANCE[ )RAILSGENERALIZATIONZ RAILSELEV_TOY RAILSELEV_FROMX -RAILSELEVATION_OFFSETW 'RAILSCREATION_DATEV POINTSUSER_DATA U POINTSTOOLTIP T %POINTSTESSELLATION S -POINTSTERMINATION_DATE R -POINTSSPACING_VARIANCEQ POINTSSPACINGP !POINTSRULE_STYLE O %POINTSMANUAL_STYLE N POINTSLINK M )POINTSGENERALIZATION L -POINTSELEVATION_OFFSETK 'POINTSCREATION_DATEJ PIERSUSER_DATA I PIERSTOOLTIP H %PIERSTESSELLATIONG -PIERSTERMINATION_DATEF -PIERSSPACING_VARIANCEE PIERSSPACINGD !PIERSRULE_STYLE C #PIERSPIER_OFFSETB +PIERSPIER_DEFINITION "A 3PIERSPIER_CONTAINED_DATA @ +PIERSPART_CATALOG_ID ? %PIERSMANUAL_STYLE > PIERSLINK %= 9PIERSGIRDER_DIAPHRAGM_WIDTH%< 9PIERSGIRDER_CONTINUITY_TYPE; )PIERSGENERALIZATION: -PIERSELEVATION_OFFSET9 'PIERSCREATION_DATE"8 +PIERFOUNDATIONSUSER_DATA 7 +PIERFOUNDATIONSTOOLTIP %6 +%PIERFOUNDATIONSTESSELLATION)5 +-PIERFOUNDATIONSTERMINATION_DATE)4 +-PIERFOUNDATIONSSPACING_VARIANCE  v33tableGIRDERSEGMENTGROUPSGIRDERSEGMENTGROUPS#CREATE TABLE "GIRDERSEGMENTGROUPS"("ID" INTEGER PRIMARY KEY,"NAME" TEXT,"DESCRIPTION" TEXT,"GUID" TEXT,"EXTERNAL_ID" TEXT,"TAG" TEXT,"GEOMETRY" BLOB,"MODEL_URI" TEXT,"MODEL_XFORM" TEXT,"GENERATED_SHAPES" TEXT,"PARENT_CLASS" TEXT,"PARENT_GUID" TEXT,"GIRDER_GROUP_ID" TEXT, "CREATION_DATE" TEXT, "ELEVATION_OFFSET" REAL, "END_LATERAL_SPACING" REAL, "GENERALIZATION" REAL, "GIRDER_BOTTOM_HEIGHT1" REAL, "GIRDER_BOTTOM_HEIGHT2" REAL, "GIRDER_BOTTOM_WIDTH" REAL, "GIRDER_CONTAINED_DATA" TEXT, "GIRDER_COUNT" INTEGER, "GIRDER_CURVED" INTEGER, "GIRDER_DEFINITION" TEXT, "GIRDER_DEPTHAT_END" REAL, "GIRDER_DEPTHAT_MID" REAL, "GIRDER_DEPTHAT_START" REAL, "GIRDER_END_GAP" REAL, "GIRDER_END_STATION" REAL, "GIRDER_EXTERNAL_SECTION_ID" TEXT, "GIRDER_INTERNAL_SECTION_ID" TEXT, "GIRDER_START_GAP" REAL, "GIRDER_START_STATION" REAL, "GIRDER_START_STATION_ID" TEXT, "GIRDER_START_STATION_TYPE" INTEGER, "GIRDER_TOP_HEIGHT1" REAL, "GIRDER_TOP_HEIGHT2" REAL, "GIRDER_TOP_WIDTH" REAL, "GIRDER_TYPE" INTEGER, "GIRDER_WEB_WIDTH" REAL, "LINK" TEXT, "MANUAL_STYLE" TEXT, "RULE_STYLE" TEXT, "SPACING" REAL, "SPACING_VARIANCE" REAL, "START_LATERAL_SPACING" REAL, "TERMINATION_DATE" TEXT, "TESSELLATION" REAL, "TOOLTIP" TEXT, "USER_DATA" TEXT)8OtableDECKSDECKS"CREATE TABLE "DECKS"("ID" INTEGER PRIMARY KEY,"NAME" TEXT,"DESCRIPTION" TEXT,"GUID" TEXT,"EXTERNAL_ID" TEXT,"TAG" TEXT,"GEOMETRY" BLOB,"MODEL_URI" TEXT,"MODEL_XFORM" TEXT,"GENERATED_SHAPES" TEXT,"PARENT_CLASS" TEXT,"PARENT_GUID" TEXT,"DECK_ID" TEXT, "CREATION_DATE" TEXT, "DECK_CONTAINED_DATA" TEXT, "ELEVATION_OFFSET" REAL, "GENERALIZATION" REAL, "LINK" TEXT, "MANUAL_STYLE" TEXT, "PART_CATALOG_ID" TEXT, "RULE_STYLE" TEXT, "SPACING" REAL, "SPACING_VARIANCE" REAL, "TERMINATION_DATE" TEXT, "TESSELLATION" REAL, "TOOLTIP" TEXT, "USER_DATA" TEXT) 2kiM)tU4  P ! _ 0  v H  _ , p ? Q#k+Z K__aecc_ttri_AIW_Proposed_GroundV3+Y K__aecc_ttri_AIW_Proposed_GroundU3+X K__aecc_ttri_AIW_Proposed_GroundV2+W K__aecc_ttri_AIW_Proposed_GroundU2+V K__aecc_ttri_AIW_Proposed_GroundV1+U K__aecc_ttri_AIW_Proposed_GroundU1,T K__aecc_ttri_AIW_Proposed_GroundN31,S K__aecc_ttri_AIW_Proposed_GroundN23,R K__aecc_ttri_AIW_Proposed_GroundN120Q K__aecc_ttri_AIW_Proposed_GroundDELETED.P K__aecc_ttri_AIW_Proposed_GroundFLAGS,O K__aecc_ttri_AIW_Proposed_GroundIP3,N K__aecc_ttri_AIW_Proposed_GroundIP2,M K__aecc_ttri_AIW_Proposed_GroundIP1,L K__aecc_ttri_AIW_Proposed_GroundID00K K__aecc_tpnt_AIW_Proposed_GroundDELETED-J K__aecc_tpnt_AIW_Proposed_GroundTYPE,I K__aecc_tpnt_AIW_Proposed_GroundID0+H K__aecc_ttri_AIW_Existing_GroundV3+G K__aecc_ttri_AIW_Existing_GroundU3+F K__aecc_ttri_AIW_Existing_GroundV2+E K__aecc_ttri_AIW_Existing_GroundU2+D K__aecc_ttri_AIW_Existing_GroundV1+C K__aecc_ttri_AIW_Existing_GroundU1,B K__aecc_ttri_AIW_Existing_GroundN31,A K__aecc_ttri_AIW_Existing_GroundN23,@ K__aecc_ttri_AIW_Existing_GroundN120? 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KJJ KKJ KJK KJJ KKJ" KJJ KKJ# KJJ KKJ KKJ&  KJJ KKJ$  KJJ   KKJ'   KJJ   KK J(   KK J+ K JJ  K KJ)  JJK  JK J JK K K JJK  JK K I JJK  KJK G KJKC~ JKJ} KJKD| JKJ{ KJKAz JKJy KJK?x JKJw JJKv JKK<u JJKt KJK;s JKK8r JKJq KJK9p J=q=Jpo =J=KJptn JKJm =qJK6l JJJyk JJJj JJJ4i JJJ5h JJJg JJJf JJJe JJJd JJJc JJJb JJJa JJJ` JJJ5_ JJJ3^ JJJK1] JJJj\ JJJ/[ JJJgZ JJJfY JJJ-X JJJ*W JJJ%V JJJeU JJJ T JJJaS JJJR JJJSQ JJJQP JJJO JJJAN JJJM JJJ<L JJJK JJJ:J JJJI JJJ8H JJJ5G JJJF JJJ4E JJJsD JJJC JJJtB JJJA JJJw@ JJJ? JJJy> JJJ = JJJx< JJJ ; JJJ: JJJ9 JJJ ntQ. \9 g D ! r O , } Z 7  e B  p M * }Z7eBpM*{X5c@nK(yV3c@ KCKLKK KJKCKK KCKJKA~ KIKAKJ KAKIK@z K@KIKH ==K?q  =K?=yq]  K@KHK?w  =K?KH  K;Krv  K:K;K>o K9K:K>m K8KGK7j KFK7KG K7KFK6h KEK6KF K6KEK5f KDK5KE KBK4KD KDK4K5d KBK3K4}b~ KAK2KC{|} K2K3KBa|| K2KBKC}~{ K2KAK1~z_z K@K1KAx{y K0K?=wWx K1K@K0zw]w K?K0K@yxv K=K>K< uu K/K=K<vtt K.K/K<Vuss K,K.K<Utrr K,Ka] K0KK1[\x\ K1KK ]=_[ KK0K]X:Z K==Wq4YY =qK=6Zq X KKK07[WW KK0=XyZV K/K.K-tUU K-K.K,VsTT KK-K,USS KK,K+TqRR KKK+2SQQ KK+K*RpPP KK*KQO0O KK*K)PnNN KKK).OMM KK)K(NlLL KK(K M,K K K K'JJ K&K K'IKkI K K&K JHH K%K K&GIiG K K%KHFF K$KK%DGgE K#KK$CDeD K$KKEFC KK#KEBB K"KK#ACcA KK"KB@@ K!KK"?A`? KK!K@>> K KK!<?^= KKK ;<\< K KK=>; KKK=:: KKK9;[9 KKK8:8 KKK977 KKK8X66 =qKK7Y5 JJJ44 JJJ533 JJJ42 JKKR11 JKJ200 KJK/1P/ KJJ.0. 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KK}K~ KKK}= K|K}K K{K|K KK{K< KKzK{  KK{K KK{K KKK: KKK  KKK KKK7 KKK5  KKK KKK   KKK   KKK 3  KKKz   KKK   KzKKy  KKyK  KKKy1 KyKKx KxKK/ KwKxK KvKwK ntQ. \9 g D ! r O - ` =  n K (  z W 4 b?mJ'xU2`=kH%vS0 ^;iF#^ LLK] KLL]\ KLK[ KLKZ LKL[Y KLKX LLLXW LLKV LLKdacU KKKNMOT KKKMS KKKR KKKQ KKKPP KKKQO KKKSN KKKaM KKKL KKKK KKKJ KKKNI KKKH KKKG KKKF KKKE KKKD KKKC KKKB KKKA KKK@ KKKL? KKK> KKK= KKK< KKK; KKK: KKK9 KKKK8 KKK07 KKK16 KKKC5 KKK4 KKK43 KKK62 KKK1 KKK0 KKKF/ KKK. KKK- KKK, KKK*+ KKK+* KKK) KKK( KKK' KKK& KKK% KKK$KKKwvx# KKK" KKK! KKK  KKK~ KKK >KK >>Ks= KKKxy KKKt >KK >K>ss> >>Ks  >>Ks= K>K KKK KKK& >KK' K>>SsW K>>s K>KQ K>>st K>>sU  >kK>r  >k>lKr  KK>lOL  KKKnp  KKKr! KKK% KKKj KKK KKKf KKK KKKc KKK|~ KKK_} KKK KKK~~ KKK} KKK|b| KKK}{{ KKKz|vz KKKwa{y KKKvxx KKKyuw KKKv\zv KKK{ywu KKKxtZt KKKuss >KKXtr KKK qq KKKrpJ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<L KLSKKMK KKLSJLJ LSKLTKI KLQL@F*H KLPLRDGG LQKLRFHF LQKKIGE LPLOLND@D LOLPKEHCC KLOKBDB LHLOKAC6A LLLOLH?B;@ LOLMLN?=E? LLLMLO<@A> LILJLN8== LILNLM>@<< LLLILM;=?; LLLHLIA7<: KLGLK4 99 KLKLJ:88 KLJLI9>77 LHKLI68;6 LHKKB75 KLELG1 44 KLGK5:3 KLCLF022 KLFLE311 KKLE250 KLCK.3/ LALDK.+. LCKLD0/- L?LBKZ,), KLBLA-++ LAKK/,* KKL@I)) L?KL@-*Y( L3L=L2$?' L8L'>%% L8L>L=&=$$ L8L=L3%(# L9L;L< 7"" L9LoL){X5c@: LLL9 LLLX8 LL?EY7LLL.6LLL5 LLL324 LLL3 LLLh2 LLL1 LLLg0 LLL/ L?E?Dt. ?ELL- LLL, LLL+ LLL* LLL) LLL( LL?D' L?D?At& L?A??t% L???Bt$ L?BL# KLLTUJ" KLLT! KLK  LLLQ LLLS LLK LLL&2LLLLLLS LLL LLLLLL758 LLL4' ! LLL&$ LLLH LLL LLL#$ LLLLLL LL{L L|L}L~I LLzL{  LL{L  L%LyLz  L%LzL  LeL%L$k  LvLwLy LvLyL% LeLvL% LdLvLeg LlLvLdp LtLxLr~ LrLxLw LrLwLv LlLrLv LiLrLl{q LrLsLu|~~ LtLrLu} LpLqLsw|| LpLsLr}{{ LiLpLrz|z LhLpLiy{ly LmLpLhvzrx LnLoLqtww LnLqLpx}vv LmLnLpswyu LjLkLontt LjLoLnuxss LmLjLnrtvr LmLhLjymsq LiLlLfplp LlLdLfhqo LkLfLgnin LfLkLjoumm LhLfLjlnrl LhLiLfzqmk LeL$Lbdgj LcLgLbiei LbLgLfjohh LdLbLfgipg LdLeLbkhf L#LaLcbee L#LcLbfjdd L$L#Lbekc L L`La`bb L#L Lacfa L L_L`_`` L L`L ac_ LL_L ^a^ LL^L_]_] LLL^[^\ LL@L^Y[[ LL^L\]Z L?LLBYX-Y L?L@L)\ZX LLBLZWL[L\L]NV KLXLZScU KLWLYQTT KLYLXUSS KLXKTVR KLVLWP!QQ KLWKRUP KLVKORO KLULVN#PN KKLUMOM LSLUKXNL ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<( LL0L2'A' LLL0&(& LL0L%'% LL0L*&$ LLUL#Y# LULLV$"O" LLVL!#! LWLVLR"   LWLL! LWLL  LYLWLU LYLL LXLYLT LLXL LLZLXoVLL]L> LLL x} LALBL,| LALL LDLAL/ LLDL LDLLC. LLCL LFLL LLFLC3 LELFL2 LELL   LGLEL5   LKLGL:   LKLL   LKLL   LLLJ LJLKL9  LLJL  LNLJL>  LLNL LNLLPE LLPL LRLPLH LRLL LRLL LRLLQG~ LQLL} L@LQLI| L@LL{ L^L@L\z L^LLy LL_L^^x LLL_w L_LLv L`L_Lau LLLat LLaLs LLLakr LaLLiq LaL`Lcp LaLLo LLaLn LLcLafm LLLcgl LcLLek LcLLgjj LkLgLoi LkLLbh LoLkLug LqLoLxf LqLL^e LLLsd LLLsc LsLqL}b LLsLa LuLsL` LLtL_ LtLuL~^ LLuL] LLLF\ LLL[ LLLZ LLLBY LLLX LLLW LLLV LLL@U LLLT LLLxS LxLLR LLxLtQ LwLxLP LyLwLO LzLyLN LLzLM LL{LzL LL{LK LLL{J LLLI LLL?H LLLG LLLF LLLELLL6{D LLLVC ?BLLNB LLLKA LLLH@ LLL? LLL> LLL= LLL< LLL; LLL ntQ. \9 i G $  v S 0 _ <  j G $  u S 1 `=kH%vS0 ^;iF#tQ. ^;iF# LLM.- M-LM.p LLM-, LLM-/ LM-M,m LM,L2 LM,M+l LM+Jgj LJgJ  JJLT1  LJFJH4  ??Mu^9  MLJH:  ?MJH  M??@uY M?M*[ MM*LA LM*M)Y LLM)' LM)M(V LLM%%{ LM(L& LM(M'T M$LM'z5~ M!M#M&x}} M!M&M ~v| M%M!M{w{ M%LM!z|z M$M!Ly{y M"M!M$xz6x M"M#M!3~yw MM!M|vsv MM!M w}uu MM Mvqt MMMsrs MMMwtr MMMtqlq MMMrupp MMMoqfo MMMjphn MMLmkm MMMlnl MMMrmk LMLnjj MLMikoi MLLhjh MMLogig MLLfhf MMLpege LLMfdd LMMebc MML.^_b LMLdaa MML`b` LMMa__ MLMc`-^ LLMc]] LMM^X\ M@rLf[V[ L@r?\vhZZ L??[uXYY ??ELtxZX LLM]WW LMMXVV MLM\WU M LTLTT M LLUSS M LLTRR M M LSQQ M LLRPP M LLQeO MMM D1NN MMM COMM M MM LN4L MMM BMKK MM M L7JJ M ?M;IKI ??MtHJH MM?BIGG M?MH*FF MMMG+EE MMMF0DD MMMEOCC MMMDNBB MMMCLHA LL2M(?@ L=?M=?? L=ML2@A(> ??L>ty=&= L>?L=>@%< LlI&wT1_< MgMfMdy MdMfMe| McMdMev M`MaMbb M^LM_ LM^L$~ M]LM^} LM]L"| M\LM]{ LLM\ z LM\M[y LLM[x LM[MZw LLMZv MXLMZu LMXLt LMXMY{sMUMVMWNKMr LLMTqq MSLMTbp LMSLo MRLMSn LMRLm MQLMRl LMQLk LMQMOj MNMPL i MPMML$h LLMOg MNLMO f MMLL e MMMLL%d LLML c LMLMKsb MGLLa MGLMJ` MJLMK_ J`MJMKu^ MFMGMJ] MIMJJ`\ JMIJ`[ JJMIZ MFMJMIY MFMIMEX MEMIJW MEJMHiV MEMHMDfU MGMELT MFMEMGS LMEL R LMEMDQ LMDMCdP LMCLO LMCMBbN LMBLM LMBM5`L LLM5K M4LM5J M9LM4I M=LM9H M=LLG M M;LM<= M>LM;< M?LL; M?MLL9 M8LL8 M>LL7 M>M;L6 MMPQ MMMOP ?BMMRONO MMMMPQN ?BMLPMM LMMNOLL LMMMKK LLMLJJ LMMKII LMMJHH LLMIGG LMMHFF LMLGEE LMMFBD MMLCAC LMMD@B LLMEAA MLMDB@ LLMC?? LLM@>> LMM?:= M}M~MG;z<MzM{M|; ??M tJ9: @M @L97v9 M @?:u;8 M M'@L4U77 M @LM 8:K6 M"M$M y535 M$M'M 464 M M'M 58M3 M"M M#61x2 MMM#011 MM#M 23O0 MMM-2E/ MMyM+.. MMM-/c- MMM_0., MxMyM+'+ MMyM,/F* M??Gt)) ?@Mu(*( M@@s)vk'' MxM@s,(g& MmMwML#t%% MMMmML$&$ MPMmMM%# MnMwMm"&" MrMwMn!#! MwMrJ"w  MsJJ MsJMr ! JMsMvc JMsJ JJMs  MvMsMt MvMtMh MoMpMu MoMuMh MtMoMh MtMsMo MsMrMo MrMnMo" MlMOMq  MlMqMp MlMpMo MlMoMn MlMnMm# MPMlMm $  MNMlMP   MNMOMl   JMjJ   JJMj   MkMjMg{ JMgMj  JMiMgb MiMhMg MgMhMf ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<` MMM_ MMMn^ MMM] JfJgMj\ MMMk[ MMJZ MJJY JfMJX MJJhW MJMV MMMgU MMMT MMMS MMMR MMMQ MMMeP MMMO MMMcN MMMM MMML MMMaK MMMJ MMM_I MMMoH MMMG MMMF MMMDE MMMYD MMMCC MMM>DB MMM!EA MMM@ MMMQ? MMM> MMML= MMMJ< MMM; MMMI: MMMG9 MMM8 MMM7 MMME6 MMM5 MMMA4 MMM3 MMM2 MMM1 MMM0 MxMMyg,/ MMMyf. MMMy/- MMMyV, MMM]W+ MM M&}* MM&M#~) MM#M2`( MMM du' MM Ma& M_MM% M_MM^$ M^MM# M^MM" M]M^M! M]MM  M\M]M M\MM MMM[ M[M\M M[MM  MM[M  MZM[M MMZM MZMMX MXMM MYMXMMMM201 MMM q r MMM] MRMM MMRMS[ MRMMQ MQMM MOMQM  MMOM  MMOM  MMOM  MMqMO  MMpMq MMMp MMuM MMuMp MMMu MiJMha MvMhJc MMhMu MMMf| MMfMh MMMf~MMM?K}MMM.,-| MeMfM{{ MeMM|zz MMeMw{y MwJJwxx MwJMytw JJMwy!v MKMJsuu MKJJ`vt MLMwM&xss MLMMKtv ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<N N%N&N@K>M NN'N-JPLL NN-N+MSGK N&NNJ,NJ N&N'NAMKI N*N,NXHFH NN,N)I[EG NNN+*LFF N*NN+IGUE NN)NH^'D NNN(4gCC NN(N'DQBB NNN'2CAA N&NN'@BJ@ N%NN&?AN? N%NN>0@> N%NNN.?= NN#N<O6<N$N#N=; NNN#8O:N N!N"9 NNNO878 NNN9;#7 NNN9&66 NNN=75 NNN4 MNN/D33 MNM422 MNN3B11 MMN200 MNN1?// MNM0.. MNN/>-- MNM.,, MNN-K++ MMN,** NMN)+G) NMM(*( MNN)' ' NNN+(E& NMN%7% MMN&$$ MMN%## MNN$8"NNNg!NNN N N MN N MNN N    NMN6 MNM MNM& JJM3 MJM NMN NMM NMM NNM MMN MNN5 MMN MNN5 MMN MMN MMN   MMN   MMN -   MMM   MNM ,  NMM ( MMM+ MMM) MMM  MMM MMM- MMM MMM MMM MMM/ MMM.3~MMM[Z\}MMMA?B|MMMLJ{ MMMz MMMy MMMx MMM%w MMMv MMM$uMMM,)+t MMM&s MMMr MMMq MMMp MMMo MMM{nMMM}|m MMMlMMMk MMMj MMMi MMMh MMMg MMMf MMMe MMMd MMM c MMM b MJJxva MMM ntQ. \9 g D ! t Q .  \ 9  g D ! r O , }Z7eBpM*{X5c@nK(yV3a>< NpNsNu ; NrNtNs: NpNrNs9 NpNqNr 8 N\NlNo)7 N\NoN['6 NjNnN_/5 N_NnNm,4 N_NmNl+3 N_NlN\2 N_NhNk71 NjN_Nk40 N`NgNi=/ N`NiNh9. N`NhN_- NdNgN`, NeNgNd+ NgNeNf>* NcNfNaB) NaNfNe( NaNeNd' NaNdN`& NcNaNbW% N]N^NbQ$ N]NbNa# N]NaN`" N]N`N_! N]N_N\  NXN^NYY NYN^N] NYN]N\ NYN\N[ NYN[NZ% NXNYNZ! NJNQNI NMNQNJ NRNINQ NSNTNW NSNWNV NSNVNU NSNUNI NSNINR NPNONT  NPNTNS NPNSNR NPNRNQ NMNPNQ  NNNPNM  NNNONP  J JNL?  NLJJA  NLJANO  NGJ NL} NKNLNO NNNKNO NNNMNK NMNJNK NGNLNK NGNKNH} NJNHNK NJNINH J NHNI~~ J NHJ }@} NGNHJ ~| N9NFN8zj{ NCNDNFwzz NCNFN9{|vy NANEN?xtx N?NENDyww N?NDNCx{vv N?NCN9wzqu N?N@NBrtt NAN?NByus N>N@N:rpr N:N@N?suqq N:N?N9rvkp N>N:N;slo N6N=N7nin N7N=N<omm N7NlI&wT1_<* NlNN+)) NoNlN*(( NNoN') ' N[NoN(&& N[NN' %% NZN[N&$$ NNZN %# NNNO"o" NNXNY!#! NXNZN "  NNNZ!$ NNNq  NNN$ NNN NNN NINN[ NINJE\ JEJ NI NNNU NNNU NUNNI NNNU NNNV NNUNV NVNN NNVN NWNNV NNWNT  NTNN    NNTN  JANNO   NNON   NONNT   NpNuNq NvNAN NNNt NNNq NuNNq  NuNvN NBNNw NBNN NANBNt N@NNy N@NNBu~ NN@N>s} NNN{| NNN@{ NNN@z NNNy NNN}x NNNw NNNv NNNu NN>Nt NNNs NNNr NNNq NNNp N;NNo N;NNn N;NNm N>N;Npl NNN<1k N NvNsNE= NuNsNv ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_< NNN NNN NNN NNN NNNs NNN NNN NNN NNN NNNo NNN  NNN  NNN  NNN  NNN  NNN NNN NNNi NNNg NNN NNN NNN NNN~z NNN NNN NNN~|~ NNN{} NNN|| NNN}{ NNNz~z NNNy{y NNNzxx NNNyfww NNNxvv NNNwdtu NNN[rt NNNvss NNNtbrr NNNus\q NwNtNpp NwNNqWoo NxNwNpnn NxNNoUmm NxNNynll NNyNkmTk NzNyNljj NzNNkRii NzNNjOhh NNzNigg N~NNhff N~NNgMee N~NJfJd JJN[cc JNJbd\b JNJacYa NNJ`b^` NNN_a_ NNN^`^ NJNa]_] JNJ[^W\ JENJ{Z[ JNNZ]Z JJ{NW\[Y NN^NXP"X NNbNWVCW NcNbNXBV NNbNXRTU NNNTSJT NNNVUGS NNNURMR NNNbSVQQ NNbN^RPP NNN^OQYO NNNrP#N NNNMsM NNNSNIL NNNKHK NNNLEJ NNNUIFI NNNMtJH NNNLNIG NNNTFCF NNNJEGE NNNKDFD NNNE@C NNNXGAB NcNNfWAA NNNfC@B@ NfNNAD?? NfNN@>> NfNNg?== NiNgN><< NiNN=9; NNNh:8: NhNN;79 NhNiN<88 NNhN;97 NkNhN:66 NkNN735 NNN0.4 NjNkN3/3 NkNN6242 NNN311 NNN020 NNN51/ NjNNn4.. NnNN/5-- NnNN.,, NmNnN-++ NlNmN,* ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_< NO$O%; NNN NNN2 NNN NNO#} NNO# O#NN NNO#~ NNN;} NNN| NO#N{ NNO#:z NO#N6y O"OO>x O!OO"GJw OOOv OOOu O OOAt OOO @s OOOr OOOq OOOp OOOo OOOn OOOm OOOl OOOk OOOj OOOi OOOh OOOg OOOf OOO e OOO d OOODc OOOb OOOa OOO` OOO_ OO OE^ OO OC] OOO \ OO O[ OO O Z OO OHY OO O X O O O W O O O V OOO U O OO0T OOOS OO OR OO O Q O OO /P OOOO OOON OONIM OOOGL OOOK NONLJ ONOI OONH OON1G ONNKF ONN2E ONN7D NNNDC NON3B NNN?A NNN8@ NNN<? NNN> NNN= NNN8< NNN|; NNN: NNN9 NNN8 NNN7 NNN6 NNN5 NNN4 NNN3 NNN2 NNN1 NNN0 NNN/ NNN. NNN- NNN, NNN+ NNN* NNN) NNN( NNN' NNN& NNN% NNN$ NNN# NNN" NNN! NNN  NNN NNN NNN NNN NNNy NNNx NNNv NNN ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<t OVOTNoqs NNOXurr NOXOWsqq OVNOWtrp OUOSNino OTNNntn OTOUNpom OONONlh_l OPNOOkmak OQNOPjlcj ORNOQgkei OSNNhph OSONNmig ORNNfjf ORNNexge OROQNjdfd OQNNcvec OQOPNkbdb OPNNasca OPOONl`b` OOOLN_\a_ OOONOLm^`^ ONOMOL]_] OMOKOLZ^\ NNOLr`[[ NOLN\ZuZ OKNOLY[]Y OKOINXZX NOIOJYW NNOHpVV OGNOHUWU NNOGnVTT NNOGlUSS NOGOFTRR NNOFjSQQ NOFOERPP NOEODQOO NNODiPNN NODOCOMM NNOCfNLL NOCJMKK JNJJLJ JNJeKkI ONNHFH OOOBGEG OOOBFHF ONOBIGE OOOBHBD OOOACAC OOOABDB OOBOAECA O OOAD?@ OO O@?>? O OAO@A@> O"OO@@M= O<:: O;O>O=;99 O;O=N:88 NO;N797 OO;N486 O:O O</=55 O:OlI&wT1_<b OnOuOva OnOvOw` OnOwOx_ OiOWOXr^ OcOiOX] OdOcOX\ OOeOd[ OYOZOwZ OYOOdY OYOdOXuX OJOIO^XW OJO^O`|V OOGOHVU OOOGT OGOO~S OGO~OFSR O}OFO~Q OEOFO}QP OEO}O|O OEO|O{ N K-OEO{M K-ODOEPL OCODK-NK OCK-KTJ JOCKL2I JJOzH JJOzG JOzJxF JxOzO/E O-O/OzD JJO1 C O1O-Oz%B JO1OzA O)O*O+@ O(O)O+? O.O(O+> O.O'O( = O&O'O. < O$O&O. ; O$O.O8-: O%O$O89 O%O8O9.8 O%O9Oy=:7 OOOx6 OOxOw5 O OOw4 O OwOv3 O O Ov2 O OvOu1 O?O Ou=0 O?OuOr/ O>O?Or;. OqO>Or- OqO=O>:, OpO=Oq+ OsO=Op* OtO=Os) OtNO=9( OtNN' OtOsN& OsNN% OsOpN$ OqOrN# NOrOo" OpNN! OpOqN  NNOo NNOo NOoOl OkNOl O[NOmy NNOm OkOmN O\OlOn O[OmO\z OkO\Om OkOlO\ ONOgOM^ OSOgONh OUOgOSp OMOgOj OjO^OI OKOjOIY OMOjOK] ObO^Oh  OhO^Oj  OhOjOg  OhOiOc  ObOhOc~  OfOWOi OfOiOh OfOhOg OUOfOg OTOfOUn OVOfOTt OVOWOfq OaOcOd OaOdOe O_OcOa~} ObO_O^~{~ ObOcO_} O]O_Oa{| O]O`O^{{ O]O^O_|}z O[O\Nyy O[NNzx NNOZww NOZOYxvv NOYNwuu NOYOXvs ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<P OOOONO OOOPN OOOMP$M OOONLL OOOKM!K OOOLIJ OOOHII OOOJK"H OOOEJGG OOODH#F OOOECE OOOFHDD OOOEGC OOOFBB OOOACA OOO9B=@ OOOq?? OOOp>@> OOOe ?= OOOA<< OOO= 9; OOO6:: OOO;99 OOO<:A8 OOO757 OOO866 OOO7;5 OOO834 OOO/33 OOO452 OOO1.1 OOO200 OOO1// OOO04. OOO2- OOO,\(, OOO-)*+ OOO%W** OOO,+X) OOO%,(( OOO)-'' OOO(S&& OOO'T%% OOO&+)$ OOO N# OOOG"" OOO!#I! OOO"L   OOO!$ OOO#D OOOB OOO OOO@ OOO= OOO OOOg OOOi OOOq OOOh OOOf OOOm OOO OOO` OOO^ OOOa OOO OOO   OOOb   OOO   OOO <   OOO >  OOO  OOO 6 OOO3 OOO OOO  OOO  OOO/ OOO OOO OOO OOO~ OOO} OOO| OOO { OOOz OOOy OOOx OOOw OOOv OOOu OOOt OOOs OOOr OOOq OOOp OOOQo OOOn OOO m OOOl O~OOk O~OOj O~OOi O~OO}h O|O}O g O{K=K/ uf K/K-O{Ve OlOoOrd OlOrOuc OnOlOu ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<> PPP= PPP< PPO; PPO: PPP9 PPP8 PPO7 POP6 OOP5 POO4 POO83 POO72 OOO1 POO;0 POO/ OOOC. OOO:- OPO, POO+ OOO* OOO) OOO( OOO' OOO& OOO% OOO$ OOO# OOO" OOO! 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P@PAPB( P@PBP: P?PAP<E P% P9P>P=4 P9P=P< P9PlI&wT1_< P.P/O P/PO OPP OOP OPP8 OPP8 OOP OOP OPP6 OOP OPO PdPfP= PfPgP@  PdPPe<  PPPg  PPPg1  PPPy  PPP  PPPe PPeP PPP PPP PPPw PPP} PPPz PPwPa PPP PPP~~ PPP |} PPPxz| PPP~{{ PPP| zz PPP}{y PPPvwx PPPw}w PPPyxv PPPyuu PPPv3tt PPP>u3ss PPP>trr PNPP>:s%q PPP; Kp PPP6no PPP7 /n PzPPhpmm PzPP|n+klP}P~Pk PzP|P mjhj P P|P{kii P P{Pyjgh PzP Pkng P!P Pyiff PxP!Pyege P"P!Pxfdd PP"Pxecc PvPPx`db PuPwPa_a PPwPb` PPPvc__ PuPPvb`^ P`PaPt8]] PrP`PtW^\\ PsPrPtZ][[ PQPsPtY\Z PqPrPsV\YY PqPsPQZ[UX PpP[PoSQW PpP`PrR]VV PpPrPqWZUU PpPqPQVYTT PZPpPQSU4S PZP[Pp2XTR P_P`Pp7WQQ P_PpPoRXPP P]P_Po6QOO P]PoPmPLN PlPnPk,MKM PkPnPAN(JL PkP]PmHOKK PlPkPmNL'J PjPkPAGMFI PiP=PhD2BH PiP]PkCLGG PiPkPjHJFF PiPjPAGJEE P?PiPADFD P?P=PiIEC P^P]Pi5HBB P^PiPhCIAA P^PhPgB2@@ PfP^Pg>A? PcPePb<:> PfPcP^=;@= PdPcPf<>< PdPePc?=; P\P^Pc5>:: P\PcPb;?99 P\PbPa:88 P\PaP`9^77 P\P`P_8R66 P\P_P]7P55 P\P]P^6C;4 PZPQPRT'23 PRPYP[022 PZPRP[43S1 PWPYPS0.0 PSPYPR13(/ PSPUPX+.. PWPSPX1/- PTPOPV*, ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_< PePP  PbPeP? PPbP PaPbP9 PaPP PtPaP^ PPtP PtPPQ[ PQPPO& PPOP~ PPPV} PVPOP-| PVPP{ PPVPz PUPVP,y PUPP>x PXPUP/w PXPPQv NPXPNu PPXNut PPXPs PWPXP.r PCPPG."q PNPGpp PGNNroPPP>nPPPJHImPPPlPPPk PPP9j PPPwi PPP h PPPxg PPPf PPPe PPO7<d O4PO7,c O4O2P#b PPPza PPP` PPO2_ PO2O0!^ MjPO0] MkPMj \ MkPP{[PPP=aZ P{PPY PyP{PiX PyPPW PPxPyfV PPPxU PxPPT PxPPS PPvPxcR PPPvQ PuPPP PuPPO PuPPN PuPPM PuPPwbL PuPvP_K PuPPJ P8PPDI P8PPBH P8PP?G P7PPF P7PPE P8PP7D PP7PC PPP7B P7PP6A PP6P}@ P5P6P ? P4PPw> PP4P5 = PP4P{< P4PP3; PP3Ps: P2P3P9 PP2Pp8 P1P2P7 PP1Pn6 PP0P15 P,P0P4 P,PPk3 P,PP*2 PP*Ph1 P*PP)0 PP)Pf/ PP(P). PPP'_- P'PPY, P'P(P+ PP'P`* P&P'P) P&PPW( P&PP%' PP%P& PPP&U% MaP$P;$ OPP5# OPO" OPP7! OOP  OPP7 P+OP OOP~ POP P/P+P OP.O ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<v QPQuwu QQPxvt QQ Ppqs PQPxrr PQQsqq QPQtrp PQ Ptoo Q PQ npn PQ Pomm Q Q Plnl PQ Q mkk PPQ ljj PQ Q khi PQQgfh PQ Pjgg QPQ ihf PQPiee PQQfdd QPQcec QQPbdb QQPa`ca QQQ^b` PPQb__ PQP`^^ QPQ]_a] QQP\^\ QPPY][ PPQXZZ PQP[WY PPPX\X PPP[YW PPPZVV PPPWUU PPPVTT PPPUHS PPPRQR PPP@S>Q PPPSPP PPPQOO NPPNPN NPNOHM O"O@P>LJL PO@PMKK PPPLIJ O!O"PMFI PPPFKHH PPPIEG O!POFF O!PPJIGE PPPHDD PPPECC PPPDBB PPPCAA PPPB@@ PPP?AR? PPP>@> PPPR?= POyO99<< O7PO9=.; NO%P:: PO%Oy;99 POyP:=8 PPP67 PPP56 PPP855 PPP674 PP=P>133 PP>P4tu2 PgPhP=AI11 PgP=P240 PPDP/-n/ PPDP.0p. PCPDP/- PPPD#0*, PlPPn'+N+ PPPn"*,* PPDPn-)+) PnPDPB*(( PAPnPBM)' PlPmPK&,& PPmP'"% PNPr$!$ PPN#%o# PPP"$-" PPP&#+! PPP%   NPPs! NNPN NPP  PNPt PPPu PPP PPP PPP! PPP PWPPY1 PPPY PYPP P[PYP3 P[PPm& PoP[PmXO PPP PPwP PPP PPP   PPP   PPP~   PPP{   PPP   PPP ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<d QQ7Q6c QQ6Q b Q Q6Q5a QQ Q5` QQ5Q4_ Q QQ4^ Q Q4Q o] Q Q4Q3 \ Q Q Q3m[ Q Q Q3lZ Q Q3Q2 Y Q Q Q2jX Q1Q Q2W Q0QQ1V Q1QQ gU QQ0QeT Q0QQiS QQQxR QQQrQ QQQ|P QQQO QQQzN QQQM QQQL QQQyK PPPHKJ O@OAQ/?I OAOBQ/BH Q/PPCG Q/PPF O@Q/PLE OBNPFOD OBPQ/C PPQ/B PQ/PPA PPPAS@ PMMb? MbMaP> PQ.Q-<= MPQ-<Q*Q+Q,w; PPQ): PPQ)9 PQ)M8 MMP7 PMM6 PPM5 MPM4 PPM3 MNP2 PNQ(1 PPM0 MPM/ PPQ(. PQ(Q'- Q&PQ', PQ&P+ Q%PQ&* Q%PP) PPQ%( PQ%Q$' PQ$P& PPPX% QPP\$ QPP# QPQ]" QPQa! QPQc  QQPd PPQ PQQ# PQ#P PQ#Q" Q!PQ" PPQ! PQ!Q PPQ  PQ Q PPQ  PQQ  PQQ PQP PQQ  QPQ t QQPq QQPv PQQ  PPQ  PQQ  QPQu  PQP  QQP PQQ QPP QQP PQQ QPQ QPP QPQ~ QPP QQP}~ QPP~~ QQP} PQP|| PQQ}{{ PQP|zz PQQ{yy PQQzwx PQQusw PPQyv ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<R Q[Q\QW4SUQ QhQiQ\YSQP NQgQY^O*O QfQYQgNP[N QXQYQf(OMM QXQfQeN_LL QVQXQe&MKK QVQeQdLaJJ QUQVQd!KII QUQdQcJbGH QTQUQ[ 5UG QUQcQZIF2F NQZQc0GgE QIQ]Qb6YDD QQQIQbECC QPQQQbDBB QPQbQaCZAA QOQPQaB@@ QNQOQaA?? Q`QNQa>@;> Q`QMQN<?= QLQaQ_;Z:< Q`QLQM; >; Q`QaQL?=<: QKQLQ_ =99 QKQ_QJ:8 8 QJQ_Q^9X77 QJQ^Q]8X66 QJQ]QI7E5 Q[QUQ<H344 Q[QQ?QY*(( Q>QYQX)N'' Q@Q>QX(&& Q@QXQV'L%% Q@QVQA&"$ QTQWQBU# # QBQWQR$T" QAQVQB%!! QBQVQU"J   QTQBQU$!H QCQBQR# QDQCQR QEQDQR QFQEQR QFQRQSVM QHQIQ9 QGQ9Q: QGQHQ9 Q9QIQ8 Q8QIQQD Q8QQQPC Q7Q8QP Q6Q7QP Q6QPQOA Q5Q6QO Q5QOQN@ Q5QNQM> Q4Q5QM   Q4QMQL<   Q3Q4QL   Q3QLQK :   Q2Q3QK   QJQ2QK 9 Q2QJQ1  QIQ1QJ6 QHQ1QI QGQ:Q0 QHQ0Q1 QGQ0QH PQEQFN PQEPT PQDQE PQEPV~ QQDPZ} PQCQD| PQDQ[{ Q$QBQCz Q$QCPy Q%QBQ$x QBQ%QA"w Q&QAQ%v QAQ&Q@%u Q'Q>Q@'t Q'Q@Q&s NQ?Q(-r Q(Q?Q>)q Q(Q>Q'p Q-Q;Q=1o Q-Q=M.n Q.Q;Q-m Q;Q.Q<O3l QQ0Q:k Q#QQ:j Q#Q:Q9i Q"Q#Q9h Q8Q"Q9g Q"Q8Q!f Q!Q8Q7e QQ!Q7 ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&xU2a>@ QDD~? QQQ> QQD= QQQ< QQD; QQQ: QDE~9 QEQ8 QQQ7 QQQ6 QQQ5 QQD4 DDQ~3 QQQ2 QQQ1 QQQ0 QQQ/ QQQ. QQQ- QQQ, QQQ+ QQQ* QQQ) QQQ( QQQ' QQQ& QQQ% QQQ$ QQQ#QQQs<s9s;"QQQs>s<s=!QQQsLgsJ QQQs(s&s'QQQs:gs8QQQgggQQQggg QQqQw QQQw QQwQ| QQ|Q} QQ}Q QQQy QxQQy Q~QQx QQQ QQQ Q~QQ QQQK QQQP QzQ{Q; QzQQ<  QzQQ  Q~QzQ  Q~QxQz  QyQ}Qt  QtQ}Q| QtQ|Qw QtQsQ{~2 QtQ{Qz QxQtQz QxQyQt QtQwQp~ QpQwQq| QpQrQv}M QpQvQu QpQuQs1~~ QpQsQt} QoQrQpO|| QoQpQq}{ MkMgP zz PMgP{yy PMgMdzxx PMdPyww PMdPxvv PMdMcwu PNPtt PNNuIs NNPNr r PNNsO%q PNNnpp PPN/qo PNN$#nn PPN0oqm QlQkN5`\ll QlN5N4m]jk QnQmQlfcjj QnQlN4klii QnN4N3j\hh N2QnN3eiZg N(NQcDFdf QcQmQnbkee QcQnN2fhdd QcN2N(e`gc QdQlQmakbb QdQmQccfIa QeQlQd_cK` QfQkQl[m__ QfQlQe`aM^ QgNN)PE]] N)N5Qg]\^\ QgN5Qk]m[[ QgQkQf\`OZ Q_QaQb=BYY Q_QbQ]ZEXX Q^Q_Q]8Y7W QRQiQjTZVV QRQjQSWWU QTQ[QWHR$T QWQiQRSW#S Q\QiQWQTR ntQ. \9 g D ! r O , } Z 7  f C q N + |Y6dAoL)zW4b@pM*|Y6dA. QQQ+-- QQQ0., QQQ'++ QQQ,.** QQQ+/)) QQQ*1(( QQQ)3&' QQQ%,&& QQQ'(%% QQQ'&7$ QQQ# # QQQ$"" QQD#!! DQD"~  QQQ$v QQQ  QQQu QQQ QQQr QQQn QQQ QQQ QEE ~ QE E18 E2QE1 E2QQp QQQ| QQQ QQQ QQQ QQQ  QQQ  QQQ  QQQ    QQQ   QQQ   QQQ   QQQ  QQQ  QQQ QQQ  QQQ QQQ QQQ QQQ QQQz QQQ~ QQQ~ QQQ} QQQ| QQQ{ QQQz QQQy QQQx QQQw QQQv QQQu QQQt QQQs QQQr QQQq QQQp QQQo QQQn QQQm QQQl QQQk QQQj QQQi QQQh QQDPg QDD~s;f QQQs9e QQQd QQQc QQQs%b QQQs a QQQ` QQQ_ QQQ^ QQQ] QQQ\ QQQ[ QQQZ QQQY QQQX QQQW QQQV QQQU QQQT QQQS QQQR QQQQ QQQP QQQOO QQQN QQQKM QQQLL QQQK QQQ:J QQQI QQQH QQQrG QQQ8F QQQE QQQD QQQC QQQB QQQA QQD! ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@oL)zW4b?mJ'xU2`= R)QR( QR'R(o QR(Q QR&R' QQR' QQQ QR&Q  QR%R& QQR& QR%Q R%QR$ QR$Q R$QR" QR!R# QR#R"  QR"Q  QR!Q  R!QR   QR Q  R QR QRQ QRQ RQR RRQ QQR QRR QRQ QRQ~ QQQ QQQ~ QRQ}} RQR~z| QRQ{{ RQQv|z QRQw}y QRRuxx QRRyww QRQxzvv QQQ w{u QRQtyt RQRurs QRRqrr QRQstq RRQisnp E2DQmo RRQhnln RQQqom DRQPlpl RQRomkk RRRlQhj RRRigi RRRhjqh RRRkiog RRRfjNf RRRgde RRRcdd RRRefMc RRRbeJb RRRc^a R RR`\` RRRa__ RRR`^^ RRR_bE] RR R Z\\ R RR a][ R R R XZZ R R R[]YY QR RWZFX QR R U[WW QQR BXYV QRR SUU QR QVX@T QRRRSS QRQTV<R QRQrT9Q QRROkPP QRDQmO QRQNQN RQROLgM QRRIdLL QRQMNK QQQHAJ RRRDcII RRQJMHH QRQGIKG QRQCH=F QRQYEBE QRRF^DD QRREJCC QQR>DGB QQQF?WA QQQK:=@ QQQ;U?? QQQ@B>> QQQ=?C= QQQGA>< QQQ8S;; QQQ<@:: QQQ;A9 QQQrR88 QQQ9<7 QQQ%36 QQQ155 QQQ644 QQQ533 QQQ47(2 QQQ/11 QQQ26)0 QQQ/-/ QQQ02* ntQ. ]: h E " s P - ~ [ 8  f C q N + |Y6dAoL)zW4b?mJ'xU2b@  RhR.R,)  ECDR+g DR+D ~ EdECR+<  EdR+R) EdR)Ee< EeR)R(m RgEfR(pmo RdReRf  RaRbRc  R^R_R`  R$R]R%~ R]R$R\} R"R\R$| R\R"RZ{ R#RZR"z R#RYR[y RZR#R[x R!RYR#w RYR!RXv R RVRXu R RXR!t RURWRs RRWRVr RRVR q RURRSp RRRRTo RRTRSn RRSRm RRRRl RRRRQk RRQRj RQRR}i RQRRPh RRORPg RRPRxf RRORye RORRNd RRNRtc RNRRMb RRMRsa RRLRM` RRMRj_ RRHRL~^ RRLRf] RRHRe\ RRFRKr[ RRKRJwZ RRJRI{Y RHRRI|X RRDRGnW RRGRFpV RRFRbU RRCREiT RRERDlS RRDR_R RARCRjQ RRCR`P RQQO RQRBQN RARRBTM R@QRL R R@RaK R>R@R J R?QQI R?QR@H R>R?R@G R=R?R>F R>R R \E R=R>R D R R;R<"C R R QR8R9= R-QR9< R8QQ4; R8QR7: QR6R79 QR7Q58 QR6Q67 R6QR56 QR3R55 QQR524 R4R3R1 3 R1R3Q2 QR1Q01 QR/R2$0 QR2R1/ QQR1-. R.R0Q'- QR0R/%, QR/Q.+ R.QR, * QR,Q,) QR-Q7( R,QR- ' QR+D& DQD"~% R*R+Q$ RQQ${# R*QQ#" R*QQ! RQQ  QQR| QR)R+ R*QR+ QR)Q ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<x RRRKwyw RRJRKzxv RRRK^uru RKRRvLtt RRKRyus RRRF]rqr RRKRFvsq RRRFespp RRFRGqoo RRRGdpnn RRGRDomm RRRDcnll RRDREmkk RRREblij RRCRAg\i RRERCkhh RRCRigbg RRRCfhjf RRR`gXe RRRdaqd RRRceoc RRRbdmb RRRhcka RRRe`]` RRRYaf_ RRRZJ^^ RRR]_v] RRRa^s\ RRARjTX[ RRRUHZZ RRRY[_Y RRRXZ`X RRRf\YW RRRBEVRV RBRRWGUU RBRRV[TT RARBRU\S RBRRQ0RR RRBRWS2Q QRRBPSP QRQKQO RRRzN RRR|xM RQvQrLL RlQvRM K QQRIPJ RpRRH.II RpRQJK:H RqRRpFJG RqRRE*FF RRqRHG,E RqRrRDGD RRrREC'C RsRRrBDB RtRRsACA RtRR@%B@ RtRvR!=A? RRRw">> RwRR?#== RwRRv>@"< R}QQ9;; R}QQ{<+: RRpQ8I99 RQR}:<,8 RRpR7:-7 RoRpR856 RnRoR545 RoRR7.64 RnRQu633 RQuR04/2 R~Q{Qs+11 R~QsQu200 R~QuR13// R~RR03.. R~RR/5-- R~RR.8,, R~RR}-9++ R}Q{R~;2,* RzR|Rx&) RhRzR.(' ( R{RzRh)' R.RzR0)&& R0RzRx'*%% R/R0Rx&$$ R2R/Rx%## R2RxRy$" RuRwRv=!! RtRuRv"@  R4RuR3 RtR3Ru ! RtR5R3 RtRsR5B R5RsR6 R6RsRrC R7R6Rr RqR7RrE R7RqR8 RpR8RqH RpR9R8 RoR9Rp7 RnR9Ro6 RnQuR94 RlRmR-  R-RmRk  R9QuR- R-QuQv RlR-QvL  RkR,R-   RkRiR,   R,RiRj ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<f R[RRhe R[RRZd RRRYcc RYRRfb RYRR[a RRYRX` RRRX_ RRRV^ RRRV] RRXRV\ RRRV[ RRWRUZ RRVRWY RRWRX RRRWW RRRV RRRU RRRT RRRS RRRR RRRQ RRRP RRRO RRRN RRRM RRRL RRRK RRRJ RRRI RRRH RRR`G RRRF RRRE RRRD RRR^C RRRB RRRA RRR@ RRRY? RRR]> RRR= RRR< RRR; RRR: RRR9 RRRW8 RRR7 RRR6 RRR5 RRR4 RRRT3 RRR2 RRR1 RRR0 RRRR/ RRR. RRR- RRR, RRR+ RRR* RRR) RRR( RRR' RRR& RRUR% RRRU$ RRR# RRR" RRR! RRR  RRRN RRR RRRM RRR RRR RRR RRR RRR RRRy RRRt RRRS RRSR RRURS RRSRT RRTR RRTRR RRRR RRRRz RRRRx  RRRR  RRRQ  RRRRQ  RRQR  RPRR RPRRQ RORR RORRP RNRRO RRNR RMRRN RRMR RLRRM~ RHRR| RHRR~~ RHRRL} RIRR{|| RIRRH}{ RJRRIz}z RRRJ{wy RRRKxt ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<T RS'RUXS S$S&RRPR RS&RSVQ RS#S%N=PP S$RS%SQBO RS"S#M<NN RS#ROQM RRS"LOL RS"RJMuK RS!S"H:JJ RS"RKL_I RSS!G:HH RS!RIK[G RSRFIVF S SRBGEE RS RDFWD SS RCE2C SS SAD9B SSS =FAA SSS @BC@ SSS<A5? SSS@>:> SSS?;== SSS>B<< SSS6=@; SSS7:: SSS?;9 SSSC358 SSS1747 SSS68;6 SSS57<5 SSS@964 SSR8303 SRS2492 SRRDR31 SRS0.80 SRR4S1/ RSS-.. RSR/1J- SRS/,, RSR+-F+ SRS,** RSR)+G) SRS*'( RSS%'' SRR)D(& SRS%#% RSR&(A$ SRS ## SRR&>$" S RR!? ! SRS "  S SS S SS  v S S Sr S SS  S RS$ SSR! SSS} SSR ~ SRS SRS SRRO SRR SRS RRR{ RRS6 RSS5 RRS RRRN RRRR8  RlRRmL  RjRiRk   RjRkRm   RRRx  RRR} RRR { RRR  RRR RRR  RRR RRR RRR RRR RRR RRR~ RRR} RRR| RRR{ RRRz RRRy RRRx RRRw RRRv RRRu RRRt RRRs RRRr RRRuq RRRp RRRo RRR n RRRtmRRRXUWlRRRkRRR"ę j R\RR]i R\RRlh RZRRjg R\RZR ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<B SgSiM A SgM Sbe@ ShSgSd? SdSgSc> ScSgSb= SfScS-< SeScSf; SdScSe: S-ScS/b9 S/ScSb8 S.S/Sba7 SaS.Sb6 SaS1S.e5 S0SbS`d4 SaS0S1d3 SaSbS02 S2LS^V1 S0S`S2g0 S_S2S`f/ S_LS2. S2S^S3i- S]S3S^T, S3S]S4k+SZS[S\* SWSXSVM) SXSWSYR( SUSTEH' SWSVSU& STSUSVK% RSKSSD$ SSRR# SSSRRE" RRSR! RSRSQG  RRSQ SPRSQ SPSQSNG SMSPSN SOSPSM RRSP RSPR SORSP SORR SOSMR RSNSLF SMRR} SMSNR RRSL RSLSKD RRSK RSKR SSR S SR u  SSR  SRR  SSR  RSR  SRR SRR RRS SJRS3 SHSGR$ RRSJ RSJSI1 SHRSI0 RRSG RSGSF" RRSF~~ SERSF} } RRSE ~|| RSESC}{{ RRSC|xz SBSDRywy RSDSAztx RRSC {ww SBRSCzxv S S Ruru S RRvt RSARyss RSAS trr S RS vsqS?S@R pSoS9S:S;n S8RS7GUmS5S6S7l S4RRkk S4RS3ljj RS3Riki RS2S3hjh RRS2fig RS0S2cff RS2Rghe S.S1Rd`d RS1S0ecc RS0Rdgb S-S/Ra_a RS/S.b`` S.RRea_ S-RS,b^^ RS,R]_] RS,R\^\ S,RS*]Y[ RS)S+WZZ RS+S*[YY RS*RZ\X RS'S)TWW RS)RX[V RS&S(RUU RS(S'VT ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<0 SSHSI%-/ SnSLT.*. SnSoS(/- SSIS0,), SSIS-1++ SSS*,W* SLTS/+) SSS-(%( SoSS').' SoSpS&(& SSSp#'j% SSSH)$0$ SHSSG%## SGSS$&"" SFSGS#!! 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FSFf FSSO FFS SSFN SFF FwSFJ SSS SSSL SSS SSS SSM MSMQ F>SMR SSF>SSS0.SSS.,-  SSS{  SSSQ  M`SS`  SSS  SSS] M_SS SSM_[ LSM_Z SSS SSSn SSS SSS SSS SSS{ SSS~~ SSS{} SSSz|| SSS}{{ SSS~|z SSSy} y SSSzxx S~SSuyw SSStvv SSSwuu SSS~vxt SSSsws SSSqtr SSSqoq SSSrsp SSSono SSSrpn SSSpm SxSyS{ll S|SxS{mk SpSqStij SvSSp!&ii SvSpStjkh LS`Lgdg LS`Lfhf S_S`Lge SbM LPdd SbLS`ehc SP#MaTbb SMaM`caa M`SS`9b` SSM`_a_ SSS`^7^ SSS_]4] SSS\^\ SSS[2][ SSSZ\Z SSL[YY SLLUZ$XX LULSSMWYW SSLS+XV S^LLUU S^LSVTT S]S^SUSSSSTQSR SYSSXQQ SSXSMRP SSSVOLO SVSSPNN SVSSOKM SVSXSQLL SSVSPMK SVSSTNJJ STSFwKII F.STFwHJOH ESTF.IG SNSQSRFF SLSNSRGEE SLSRSSFDD SKSLSSEC SS$SBAB S$S%SP>CA SSSC?@ SSS??? 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kRkDkS> kRkCkD= kQkCkR< kQkPkC; kAkCkP: kAkPkN9 kAkNkB8 kNkOkB7 k2k0k1or6 k2k3k0u5 k4k/k0l4 k4k0k3w3 k.k/k4kx2 k>k?kMf1 k>kMkL0 k>kLk=/ kLkKk=. k jjk> k=jk> k=jj jk=k< k jk<$ k k k<%  k k> iii?= iik<1< iik;=; iik:<: iik9;9 kii:?48 iii277 iik8+56 iki535 iki764 kki2933 kik46,2 kkk04'1 iki=00 ikk12// kik.0(. kii$"/- kii)1#, kkk&3++ kki,7** kii+3)) kik*- ( kkk/'$' kkk(2&& kkk',!% kii",$$ kki(%.# kki -"" kik#%!! kkk"&   kkk!)# i77ed 76id k7i kii kii i67ef ki7 bcbdi^W bdbei^Z0 bbbciQV iQbci^ iYiPiQ% iYiQi^ iYi^i[,( k~knk}M kok|k} k}knko kpk|ko   kqk|kp   k|kqkr   k|krk{   ksk{kr   kskzk{  ksktkz  kukykz kukzkt kvkyku kykvkx kwkxkvN kukmkv kmkukl ktklku klktkk~ kkktks} kjkkks| kjkskr { kjkrkiz kikrkq y kikqkp x kikpkhw kgkhkpv kfkgkpu kokfkpt kekfkos kdkekor kdkoknq kdknkcp k]kmk\o klk\kmn klk[k\m kYk[kll kkkYklk kYkkkZj kjkZkki kXkZkjh kikXkjg kWkXkif khkWkie khkVkWd khkgkVc kVkgkfb kUkVkfa kUkfke` kUkekT_ kTkekd^ kSkTkd] kckSkd ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5dBpM*{X5eBpM*{X5c@8 jkj7 jjj6 jjk5 kjk4 kjj3 kjj2 kjj1 kkk0 kkk/ kkj. kjk- kkj, kkk+ jkk* jjk) kkj( kkk' kkk& jkj % jkk$ jkk# kjk" kjj ! kkj  kjj kkj kjj 77jew j77e?q kkk jjk kkj kjj kkk jkk jkk kkk kkj jkj jjj jjj jjj jjj  jjj  jjj  jjj  7j37e  j2j37  k7j3 jA7j@ j@77e j@7k j@kj3 j?j@j3 j4j9j? 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jkkr> jkj= kkk< kkk; jkk: kkj9 jkj nuR/ ]: h E " t Q .  \ 9  g D ! r O , }Z7eBpM*{X5c@nK(yV3a> jmj.l llj.k lll lllg lll llk kllh  llk  kll  lkk^  kll  lkl klk[ lkl llk klkW llk kll lkl lkkR lkl klk~Q~ klk}L} lkl~{| klly{{ klk|}Mz kl lxyy klkz|Hx l kkzDvw k8l Bvv l kl xwu kl 8t[8t l kl usZs kl krt4r l kl sqbq kl kpr.p l klqmao k8l)`nn kllo^mm klknp(l kj.j-kk j.kllfj klkWii klljJdh kklegg lklfhf klkgke lkkbhdd kllicec llladGb klkea^a llkc`b` kllaF__ klk`C\^ kkkb]] kkk[^\\ kkk]_Z[ kkkX]Z kkk\YXY kkkZDUX kkkZV[W kkkRVV kkkWXUU kkkYTVT kkkU@SS kkkTAOR kkkPWQ kkkKPP kkkOQRO kkkSNPN kkkJO<M kkkG{LL kkkKM~K kkkLQJJ kkkIKNI kkkFJTH kkkCyGG kkkHMFF kkkGIEE kkkF@CD kkkAxCC kkkDHEB k8k;wAA kkkBD@@ kkkAE?? kkk@U>> kkk?=;= kkk>Y9< k88:g;; k8k<B>: k8k8<99 kkk:=68 kk87u:7 kkk6386 kkk9575 kkk26O4 kkk31s3 kkk4722 kkk3501 kkk-400 kkk12// kkk0M,. kkk-'q- kkk1,., kkk-/++ kkk,V* k8v8#g)) k8k*o(( kkk)m'' kkk(." ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lJ(zW4b? lGlIlX lJlWlI lWlJlVK lKlTlVL~ lKlVlJ} lLlSlUP| lLlUlTN{ lLlTlKz lRlSlMSy lMlSlLx lRlMlP]w lNlPlMv lPlNlOu lO89 ht lO9 lQbs lPlOlQ`r l 88wgq 8l 8gp lOl 8o l lOl vn lNl lOm lNll zl lllN|k llNlMj llMlLi lKllLh lKll}g lKllf lJllKe lllJd lIllJc lIllb lAlla lAllH` lHllI_ lGlHlI^ l@lAlH] l@lHlD\ lDlHlG[ lDlGlFZ l?l@lDY lClDlFX lElClFW lClElB V l?lDlCU l?lCl>T l>lClBS l=l>lB R lAl>lQ l@l>lAP l?l>l@O ll>lN l>l=lM l l9l8l6= l6l8l7< l6l7l5; l1l*l6: l1l6l49 l4l6l58 l4l5l27 l0l1l46 l3l4l25 l0l4l34 l0l3l/3 l/l3l22 l/l2l.1 l1l/l*0 l0l/l1/ l*l/l). l)l/l.- l)l.l-, l)l-l,+ l)l,l( * l+l)l') l*l)l+( l'l)l&' l&l)l(& l%l&l(!% l'l&l"$ l"l&l# ll&l%" ll%l$#! ll$l!$  l#ll l"ll# lll! ll!l % ll l lll & lll lll) lll ljl* ljj ljjm ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&xU2`=p lnllqoo lnllmpn5n lllml4omm lllllnl llllkmk2k llkljlj lklljki0i ljlljhh liljl-igg llildhf lhkMk?cee k?k@lh/fd lillhgc,c kMlhlfdb lQ9 9haa lQ9lb`` llPlQ_a_ lllP^`^ llPl\_] llRlPUY\ lllP[Y^[ lll\ZZ lll[WY llPl]\XX lllYWUW lllXZVV l~llRWU lllRXS]T l}l|lS–PQS lRllSURR lSll~SVQQ l}lSl~TRP lUlSl|TOO l{lUl|NP’N lTlUl{OMM lzlTl{LN—L lzlVlTKMK lVlzlWLJJ lWlzlyKšII lXlWlyJHH lXlylxI›FG lvlulYCDF lXlxlYHEE lYlxlwFDD lvlYlwGEŸC lZlYluGBB lZlultC}AA lZltlsB|@@ lZlsl[A?? lrl[ls>@z> l[lrl\?= = l\lrlq>w<< lpl\lq:=u; l]lplo:s9: lpl]l\; <9 l]lol^;8 8 l_l^lo977 l_loln8q66 l_lnl`755 l`lnlm6o44 l`lmll5n33 l`llla422 lklall13l1 lalklb200 ljlblk.1j/ lclhk@,e. ljlclb-0- ljlilch,., lhlcli/-d+ llgj)r** ljj+) lgll+(( lgllf)&n' l lelf%o&& l lfl'(% l!lel $'$ l$lel!#%# l%lel$"$" lel%ld#!s! l(ldl% "  l,ldl(! l,k@j jl,j jldl,w  l-k@l, k@l-l. l.lck@/ l.l2lc l5lcl2 lcl5lb. l7lbl5 lbl7la1 l7l8la lal8l`3 l;l_l`6 l;l`l8 l lFl[lE  l[lFlZ@ lGlYlZC lGlZlF lGlXlYF lWlXlII ntQ. \9 g D ! r O , } Z 7  f C q N + |Y6dAoL)zW4b?mJ'xU2`=^ lll] lll\ lll,[ lllZ lllY lllX lllW lll+V lllU lll*T lllS lll)R lllQ lll'P lllO lllN lll%M lll L lllK lll#J lllI lllH lllG lllF lllE lkmk]D lllC kmllB lll­A lll«@ lll®? lll> lll= lll< lll; lll: lll9 lll8 lll7 lll6 lll5 lll4 lll3 lll~2 lll1 lll{0 lll/ lll. lll- llly, lll+ lllx* lll) lllv( lll' lllt& lll% lllr$ lllp# lll" lllm! lll  lll lllk lll llli lll lll lll k]kMlc lllg k]ll 99(lhFa ll9( lll_ lll lll lll± lll® lll^ lll  lll°  lll  lll[  lll  lllZ lll lll~V l}l~lQ– ll~l ll~l lll lllvŸ lll• lvlluG lull~~ lull}} ltlulB~|| lsltlA}{{ llslz|z lsllr{y?y lrllzxx lrllyww lqlrl=xvv llqluwu lqllpvt<t llplsus lpllotr;r lollsqq lnlol7rp ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<L mmmMQKK mmmNLXJ mmmEII mmmJMHH mmmINGG m mmDH]F mmmAEE mmmFJDD mm mGCEC mm m D^BB mm m C`@A mmm8F<@ mm mB?<? mm m @a>> mm m ?c== mm m>f:< mmmA@;; mmm<:8: mmm9;=9 mmmh5:8 mmm;6A7 lmm166 lmm7855 lmm6944 lml5j03 lml22 lmm311 lml2700 lll14// lll.0. llll-/- lll,.m, lll+-+ lll,** lll+)) lll*(( lll)r'' lll(&& lll's%% lll&$$ lll#%u# lll"$" lllw!#! lll "y  lll! lll  lll lll lll lkwkv lkvkm lll kwll kkl kkbl kbkcl lkcl lll kll lll lll lllw lllxI  lllʂ   lll n   lll   lll  lllʁ lll  lll   lllȮg lllʀ  lll  lll lll lllª lll lll~ lll%} lll| lll¦{ lll§z llly lllx lllw lllv lllu lll't llls lllr lll q lllp lllo lll'n lll m llll lllk lll$j llli lllh lll$g lll3f llle llld lllc lllb llla lll` lll/_ lll ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<: m+mQmR9 m+mRm*p8 m(mQm+q7 m)mQm(n6 m'mQm)o5 m&mQm'k4 m%mQm&i3 mQm%mP2 m#mPm%g1 m$mPm#d0 m$mNmP/ m$m"mNe. m!mNm"b- mMmOm!, mNm!mO+ mMm!m _* m mLmM) m mmL\( mmKmL' mmLmZ& mmImK% mmKmY$ mmJmI%# mmImW" lmHlȭ! mHlmG  mFmGl llmG  mFlmD> mDlmE}A lmDl  mClmAzH mAll mAll lkckn knmBlM mAlmBJ lm?m@P lm@kwN m?lm>R lm/l m=m>lU m>ll m/m;l m/m4m;  m;mb m m!m"`aa m m"m be?` m m!m _bB_ m m m!^`^ m m m C]_] mm m \^G\ m mm][[ mmmZ\NZ mmm[XY mmmVXX mmmYZKW mmm$VV mmmWYTU mmm"ST mmm#VQS mmmURR mmmOSQQ mmmRTLP mmmMOO mmmRPN mmmK[HM mmmIPL ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<( mmm)4'' mmm(0&& mmm'."% mmm$)#$ mmm%7# mmm%"" mmm#&!! mmm"+   mmm!, mmm 9 mmm$# mymmÝi mxmmÛ mymxm mwmmÙ mwmmx mummw mvmmØ mvmmu mtmm× mtmmv mpmmt mlmmÔ mlmmp mmlmm mmmm Ñ mkmm Î   mkmmm  mim~mÌ   mimmk   m}mmjÉ   mjmm~ Ê mjm~mi  m}mjmh  m}mhm|È mgm{m|Å mgm|mh mcm{mg m{mcmzÄ mzmcmd m[mxmy& m\mwmx~ m[m\mx} mYmumw| mYmwm\{ mXmtmvz mXmvmuy mXmumYx mnmpmWw mWmpmtv mWmtmXu mnmWmot mVmsmoÃs mVmomWr mUmrmsÂq mUmsmVp mSmrmUo mTmrmSn mRmqmrÂm mRmrmTl mQmomqÃk mQmqmRj mPmomQi mPmlmph mnmPmpg mnmomPf mNmlmPe mNmkmm d mlmNmmc mOmimk b mOmkmNa mhmjmM` mMmjmi_ mMmimO^ mLmgmh] mLmhmM\ mgmLmc[ mKmcmLZ mImJmf<Y mImfm`=X mImcmKW mbmcmIV mbmIm`U m_mame8#T mcm_md$S m_mcmbR m_mbm`Q m_m`ma:P mFm^mG>O m^m]mGbN m]mZmG]M mGmYm\L m[mGm\K mGm[mHȬJ m8mYmGI mZm8mGH mZm7m8^G m6mYm8F mYm6mXE m2mWmXD m2mXm6C mWm2mVB m.mUmVA m.mVm2}@ m-mUm.x? m,mSmU> m,mUm-v= m*mRmT< m*mTmS; m*mSm,t ntQ. \9 g D ! r O , } Z 7  e B  p M * }[8fC rO, }Z7gD!rO, }Z7eB l}ll|•T lll|”– llwl|Ÿ“• l|lwm” ’ ml{l|™O“ mmk·p mmm‘ˆ³ jkmŽu mkmµ  mmmŽ´Œ  mmmt‹  mmmyŒŠ  mmm‹´‰  mmmxŠˆ mmm‰q mmm©† mmm‡… mmm†¨„ mmm€…ƒ mmm„¥‚ mmmƒ£ mmm†€ mmm„ mmm€‚~~ mmm¡} m9c9li&|| mm9k}{{ mm9i|zz m99a{i(fy lemms‹xx lemmy‰ow jjldvv jjlduwu jmldtvt ldmmuŒss ldmlety"r lgkjp+q lgmmnˆpp klgmrq‘o lflem'xnn lglfm(oqm m89c_hll m9cmm}kk mmml|jj mmmdkii mmmj{hh mmmcigg mmmehff mm9agz]e l mmbgZd l mmajcc l mmdhbb l ml cera lml ^dp` l88og__ l8m`m^^ lml_an] l m9aZf\\ l 9a8]h[[ l 88\guZ l ml e]tY mkkX=UX mmkSQYW kklVjV kkl+LWU mkkY?ST mkkSIRS mkmUTXR mkmT=QQ mmkRPXP mkmOQ/O kmkPN5N mkmMO-M kmkNK/L mlkIVKK mmk1LMJ mllHiII mlmJL2H mlmGJ3G mllEcHF mllB`EE mml5FGD mkk?YCC mklD_BB mlmCF8A mkk>S@@ mkkAT?? mkm@D:> mkm<A;= mkmR<*< kmk>=N; mmm:,>: mmm9;?9 mmm:88 mmm79B7 mmm86$6 mmm)755 mmm46E4 mmm(533 mmm4H22 mmm3I11 mmm2K00 mmm'1./ mmm-P+. mmm&0-- mmm/.N, mmm*; + mmm!/** mmm,+=) mmm%6( ntQ. \9 g D ! r O , } Z 7  e B  p M + ~\:hE"sP- ~[8fC qN+|Y6dA mml- lmm* llm llm mlm mml~ mmm)} mmm| mmm{ mmmz mmmy mmm!x mmmw mlm#v mmm"u mmmt llm3s mmmF7r mmmJq mmm2p mmmPo mmmn mmmOm mmml mmm Sk mmmj mmmi mmmh mmmg 9mmf mmme mmmd mm9c lkkFb klka mmm` mml_ mmm ^ mmm] mmm\ mmm [ mmm!Z lllY mlmX lml¤W lmlV llmU mmm¢T mmmS mmmR lllQ lllP mm9O m99+ilN 9+9$mhMM m9$9,hNL 9,9mimK m9mJ mmmI mmm½H l9(9ifG l9mF llmE mlmD llmC llmB lmmA lmm¾@ mmm¿½? mmm¼> lmm½²= mmm¾< mml¿«; mmmœ˜º: mmmž»¹9 mmm º™8 kkm·¶7 kkm‘¸6 kmk¸µ5 kmm¶³Ž4 mmmŠ³3 mmm´µ2 mml¬°¾1 lml°¯0 llm²±/ lml±­®. lll¯- llm¯¬, lmm­²«+ llm¬¼* mll©) mml‡ª¨( mml…©§' mll¨¦& mll§¥% mmlƒ¦¤$ mlm¥£# mmm‚¤¢" mmm¡£! mmm~¢  lwmm¹“ llvlwD” lxmm›º lxmlwž E lymmš»› lymlxœžH lzmly—œJ mml{¹˜’ l{mm™»— l{mlz˜šM ntQ. \9 g D " u R / ] :  h E " v S 0 ^;iF#tQ. \9gD!rO, }Z7eBr mnmsqVq mnkr~Qp mnnm{lo mk~kLnn kkmmom nmkpn}l mnmpkKk mnnlzjj mnmkiIi mnmjhGh nmngiyg nmmfEhf nmmeDge mmndfyd mmmBecc mmmdw_b m^mm]?aa m]mmb`]` mmma@__ mmm[`c^ mZmm7]\] m]mmZa^\ m7mm:^[[ m:mm\_ZZ m:mm[vYY mmm=mVRT m?kkQSS m?kkTPR m>mm?UQQ km?mTRqP m@m?kSOO kxm@kNPN kwm@kxOM k~mBknLL k~mmBoKMK mmBmJLlJ mBmmAKII mAmmJjHH mAmmCIGG mmCmFHiF mCmmGEyE mmmFgDD mmmEfCC mmmEDB|B mmEmACdA mDmEmB@@ mDmmA`?? m^mDm>@b> mFmDm^?= mm`mf;<< mmfmJ=&; mm`m:=9: mmam`7;9 mmm7;'8 mmema(77 mmma98:6 mmm(+55 mmm6,4 m99is33 mm9422 mm9 311 m992is0 m99/im / m9m0.. mmm/ - mmm,, mmm-5++ mmm,6** mmm+)) mmm*(( mmm)6' lll&& mll'%% lml&$ lll## mll$"" mml#!! mml"   mmm2 mmm3 mmm  m99iq m99ir m9m4 mmm 99min mmm  m9m1 llm/y m0m4m/z m9m/ mmm. mmm¿ mml% mll mlm & mmm  mml !   lml   llm   mmm   mmm mmm  mmm  mmm U mll ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<` n0n1n2_ iun1n-^ n-n1n0] n-n0n/\ n.n-n/[ n,n-n.Z n.ixn,Y ixiwn,bX itiun+]W n+iun-V n+n-n,U iwn+n,T iqn+iw`S ipn+iqWR itn+ip\Q n'n(n&P n(n'n)O n'n n)N n*n)n M n%n)n*L n$n)n%K n)n$n(J n#n(n$I n"n&n(H n"n(n#þG n!n&n"ýF nn n'øE nn'n&D nn&n!ûC nn$n%B n#n$nA nn$nö@ nn#nÿô? nn#nþò> n#nn"ÿü= nn!n"úü< nn"nýþð; nnn!÷ú: nn!nûýî9 nnn ëø8 nn nù÷7 nnnøûê6 nnnõ5 nnnôöâ4 nnnõó3 n nnñôã2 n nnïÿñ1 n nn òóÐ0 n nníüï/ n nn ðòÍ. n nnìúí- n nn îðË, nnn éîÇ+ nnn{ùê* nnnë÷é) nnnêìÆ( nnnæÜÚ' nnnåÞæ& nnnçèÕ% nnnäçÖ$ nnnáåÒ# mn nßóâ" mnnãõ! nnmäàÝ  n mnßáÓ n n mÏãà mnnÛçÝ mnmÞá mnnÙèÛ mnmÜÞ mnnØèÙ mnmÚÜ mnm×Ú mnmÔØ mnnÑåÕ mnnÖæÔ mnmÕ× n nmàÒÏ mnnÓäÑ mnmÒÖ mn n ÎñÏ n mn ÓÐß mn mÍÐ  n mn ÎÌï  m~n mÊÍ   mn n ÉíÊ  mn m~ËÌ   m}n mÈË  m|n m}ÇÉ n m|nÈÅì m{nnÄéÅ m{nm|ÆÇ mznm{zÆ mqmoms mqmsmrà knnÀs} kknÁ kkn~À~ knkq } knnÁ|m| nnn{}u{ nnnp|zz nnnk{xy mnnehxx mnnyzww mmncxvv mmnZwuu nmntv|t mmnXuss mnntÁr ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<N g\gZnf*MOM gXnfgZLN(L cnfgXQM&K nOnengHSJJ nOngnfKPII nOnfcJQH nNnenOGKG nenNncHFUF nMncnNDGE nMnbndCYDD ncnMndFEWC nKnbnMAEB nbnLnaA@[A nLnbnKBC@ n`nanL<B?? nHn`nL>@> nTn`nH;?+= n^n_na7]<< n`n^na;=@; nTn^n`:<>: nSn^nT9;'9 nXn^nS6:08 n[n\n_2_77 n[n_n^8=66 nXn[n^5795 nWn[nX16,4 nYnZn].d33 nYn]n\4a22 n[nYn\1381 nWnYn[-250 nXnSnU9(,/ nUnVnZ)f.. nUnZnY/4-- nWnUnY,.1, nWnXnU50-+ nTnHnI>'* nInQnV$g)) nInVnU*/(( nSnInU')0' nSnTnI:+(& nJnPnR#l%% nJnRnQ&h$$ nInJnQ%*# nPnJnG& " nGijl!! jljnGp "  nPnGj#!n n@nOcI cin@ nOn@nA nOnAnNH nBnNnA nBnMnNF nBnCnM nDnKnMC nDnMnC nHnLnE? nEnLnKA nEnKnD  nEnGnJ# nEnJnI$ nHnEnI+ nEnFnG  nFii  nGnFi"  iin:   n:inF    n:nFnE    n9n:nE   n9nEnD  n9nDn;  nCn;nD n;nCn< nn= n?n@i n?n>nA n@n?nA~ iin4} izn4i| n>n?n4{ in4n?z n5n=n>y n>n4n5x n=n5n<w n6nlI&wT1_<< nnnĻ; nnnļĺĹ: nnnĸĻĽ9 nnnĻĘ8 nnnķĔĺ7 nnnĽĶĸ6 nnnēķĵ5 nnnĴĶK4 nnnijĒĵ3 nnnIIJĴ2 nnnijGİ1 nnn6Ĭĭ0 nnnIJįđ/ nnnİFĮ. nnnįDĭ- nnnıĮB, nnnĎıī+ nnnĪĬ5* nnnĩċī) nnn3ĨĪ( nnnčĩħ' nnnĨ1ĥ& nnn~Ĥ'ą% nnnħĤĉ$ nnnĦĥ/# nnncLb" nnnd^`! k)k(ntdĠp  ntk(nġğ ntnnĠĞ ntnnsğĝo nunsnsĞĜ nunnĝě nunnĜĚ nvnunuěę nvnnĚė nnnwĹĕĖ nwnvnwęĖ nnwnĘė nwnnxĘĔx nxnnĕĸē nxnnĔĶĒ nnxnĐēĴ nnynďĐİ nnynxđzĒ nynnzđĎ| nznnďĬČ  n{nnċĨĊ  n{nzn~Ďċ  nn{nčČĪ  n{nn|čĉā  nn|nĆĊĥ n}n~nąć ngn}ĄĈ n|nn}ĉąă n~n}nĈĆĦ n}gnhćRă n}nhn|ĄĂĆ nin|nhāăV n|nin{ĂĀĊ njn{niāX n{njnkĀZ~~ n{nknz}Č} nknlnz\|~| nznlny}{ď{ nmnynlz|^z nynmnx{yĐy nnnxnmxz`x nxnnnwyvĕw nonvnwtėvv nonwnnwxbu npnunvrĚtt npnvnouwcs nqnsnuqĝrr nqnunpsueq nrnsnqosip nrk)ntjġoo nsnrntqpĞn jjnPym m k'nPjlncl nPk'nRmk&k nRk'k)ldjj nRk)nrkpii nRnrnqjqhh nQnRnq%igg nVnQnq*hff nVnqnZge/e npnZnqdfrd n]nZnp4ecc n]npnodtbb n]nonncvaa n\n]nn3b`` n\nnnmay__ n\nmn_`^8^ nln_nm]_{] nan_nl=^\\ nanlnk]}[[ nanknb\ZBZ nbnknj[YY ndnbnjEZXX nindnjWYĀW ndnincXVDV nhncniUWĂU ncnhneVSGT ggngPRS ngnenhKURR ngnhgSĄTQ ccnflILP nfnggJTOO nfgg\PbN ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<* noneQ) oonef( oonhfg' oonigj& onn$c% nnnc!ch1$ nnn&B# nnn "" nnn##t! nnnvtw  nnn1q2 nnngo nnn* nnn nnn  nnn# nnn nnnf nnn nnn= nnn nnn nnn nnn@ nnn; nnn< nnn nnn  nnn   nnn=   nnn@   nnn"   nnn #  nnn  nnn  nnnŨ nnnŦ nnn nnn nnn  nnn nnn nnn nnnŤ~ nnn} nnn| nnn{ nnnz nnnŢy nnnx nnnw nnnv nnnşu nnnt nnn  s nnnar nnnq nnnb1p nnno nnnn nnnm nnnl nnnk nnnj nnni nnnh nnng nnnf nnn e nnnd nnnc nnnb nnn a nnn` nnnb_ hThUn]^ nnn]]]] nnn]ś\ h~nnŗ[ hTnh~Z k*nk(ĠfY k*kBnX nnkBœW nnnğV nnnĜU nnnőT nnněS nnnęR nnnŎQ nnnļP nnnĹO nnnĖN nnnM nnnŋL nnnňK nnnJ nnnǃI nnnH nnnG nnnʼnF nnnRE nnnNĿD nnnC nnnB nnnA nnnǁ@ nnnĿļ? nnnľ> nnnĿLĽ= nnnĺľķ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_< h~oMhŗř h~noMŖŘ oMnoOŗŚŕ oMoOoNŖŔ hoMoNřŕ kBoLnŒ oKnoLőœ oKnnŐŒ oKoJnŏő noJoIŐŎ nnoIŏō  oHnoIŋŎ  noHoFŋň  oHnnŌō  oGno<ʼnŅDŽ  nnoGŊǃ noFnŌŇ oEnoFņň oDnoEłŇ o;o}.z{ o@o>o:zyŁz o?o>o@|{~y o:o>o9{xtx o8o9o>ry/w o=o9o5vs{v oA ? ono6B:> noo=:@= non<> < non;=; nno8<: ooo?>99 oon:868 non9;77 nno8756 onn9ı?5 non74ī4 ono3553 nnoĩ422 ono1381 non20ħ0 ono/1:/ non03Ĥ. ooo435- o o o(, o o o c|hg+ ooo ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_< oood]` oood]d ooo`p]`q oood~]d} ooOoPŚ] oooO] oooNP oNooM~ oNooI} oNohLŔ| oNoOoŕ{ oNooVz ooNoUy hooK[x oooGcw ooo\[]v ooou ooo!nt ooos ooomr ooo,q ooo$p oooo ooon oooƠm ooo4l oook oooj oooުi ooo2h ooog ooow0f oooe ooowd oooGwc oooNwpb ooovra oooKr` ooozrz_ o|ooz^ oo|o}J] ooo|\ oyo~o}6G[ oyo}o|Z oyo|ozY oyozo{z5X oLkBkOœW oLkOoxǢV oLoxowǣU oLowoKŒT ovoKowǧS oJoKovŐR oIoJovŏQ ouoIovǩP oIouoHōO oHouotǫN oHotosǭM oFoHosŌL oEoFosŇK oEosoqǯJ oDoEoqņI oDoqorDZDH o3o8opqHG o1o3opkF o1opooFE o-onomȨD o1ooo-hC ono-ooȣB o,o-omcA olo,omC@ o,olo'ſb? oko'olžB> oko&o'ŽZſ= o#o&ok^žŻ< oiogoLjŷŹ; oo#okVŽź: ookojŻAŹ9 oioojżź@8 ohoeoǏŴŶ7 ogooŶPż6 ogoholjŸŷ5 oofodų%Ų4 oeooųOŸ3 oeofo*ŵŴ2 oodoŵűM1 oodocŲ#Ű0 ooocJűů/ oocobŰ"Ů. ooboaů!ŭ- oooaHŮŬ, ooao`ŭ ū+ ooo`EŬŪ* oo`o_ūũ) oo_nŪŨC( nno_ũŧ' o^no_ŦŨ& nno^ŧť% o]no^ŤŦ$ no]nťţ# o\no]ŢŤ" nno\ţš! no\o[ŢŠ  no[oZšş nnoZŠ oWoXoY]]] oToUoV]]] oQoRoS_]_ nnoP]Ś noPoOśŖ oMhhŔ$Ř ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<t oppqss opotv&r op pnqq oport+p pop omƀo p opnpn p p o}rom p oop.kl op p iƮkk p op mlƂj opp hƭii op ojl/h opogj6g oppfƪhf oop<ege poofDdd popeaƨc opp`ƥbb oppcƦaa opobdE` ppoʳc_ pop^[Ə^ opp_ޕp#] oooZpP\ oopWƌ[[ opo\_ZZ oooY[]Y oooVZQX oooSƈWW oooX\VV oooUWYU oooRVNT ooopopS ooooXRR oooOSUQ oooYPNP ooo]p QO oooNpRN oooUQOM oooOvL ooorKrK oooJLJ ooo}KII oo}oJGƑH o~ooޡ8GG o~oo}HIF ooopoȞȢE oomoCȩaD olooCeBC oolomDEB olookDAſA ojokoźB=@ oiojoŹ>Lj? ooo:nj>> oooj?@== oojo>A<< ooo9=f; ooo8ǎ:: ooo;?99 ooo7:<8 ooo4;77 ooo8966 ooo7h35 ooo1ǎ44 ooo5833 ooo4602 ooo-Ǎ11 ooo2500 ooo13// ooo0i.. ooo/m,- ooo(2,, ooo-.++ ooo,q'* oeoofǏ)ų) ofoo*Nj(( ofoo)-'' ofoo(+&& ofoo's%% odofoŵ&$$ odoo%u## ocodoű$"" obocoů#!! oaoboŮ"   o`oaoŬ! o`oo w o`oo_Ū ooo_x o_oo^ŧ o^ooy o^oo]ť oo]o{ o]oo\ţ o\oo~ o[o\oš o[ooƁ oo[oƃ oZo[oŠ^xoooaCoooBBaoooCCa ooospr ooo6֌  oook  oYoo]p   oooVS   oVoo R]  oVoYo]  oVoo F ooVo N ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<b pOpVpXa pOpXpN` pPpVpO_ pVpPpW ^ pUpMpT] pLpTpM\ pTpLpS[ pJpSpLZ pKpRpSY pKpSpJX pIpRpKW pRpIpQV pHpQpIU pQpHpNT pFpNpHS pGpNpFR pPpOpGQ pNpGpOP pMpEpDqO pMpDpLN p@pJpLM p@pLpDƿL p=pJp@ưK p>pJp=ƫJ p>pIpKI pJp>pKH pƬG pIp pp@pƼƿƍ= p?p@pƯƼƻ< pp@pƽƾƉ; pBp?pƳƽƹ: pApBpƲƹƸ9 pBppƻƊƺ8 pCpApƵƺƷ7 pCppƸƋƶ6 pCppƷoƵ5 pCppAƶƴƸ4 pAppƵƆƲ3 pBpp?ƲƱƻ2 pAppBƴƳƺ1 p?pp ƳƄƯ0 p p=p@ƮƯ/ p?p p@Ʊưƽ. p p=p ƭưl- p=p pƮjƫ, pp

ƪƫ+ p=pp>ƭƬ* ppp<gƩƬ) plI&wT1_<P opoUOO pooSNPN oooMOM oooNHL hohJ)K hho&JJ ohoKLII oooJHH oooIMGG oooHFF ooojGE pppDA;D ppp>ECC pppADBB ppp6C9A npp=C@@ npnA7? pppI> nppHD== npn>A< pop6; pop5:E: poo;089 opp5B88 opo9:27 onp7@66 opp7B55 opo6944 opzo3&3 p~pzo422 op~o131 p}p~o200 p}oo1// p}oi+0.. i*p}i+-/- pp}i*., ppp+ ppp* pop)) ppo*(( ppo$)' pppG>& pwopz$4% pwpvo$$ pwoo%&# pnn""" pnn# !! npn"   nnn! nnn  nnn ppp?I ppp&)% pppɿ p|p}p- pppdn ppp| pypzp~3 pyp~p}1 pyp}p| pyp|p{ pyp{px pupwpz& pupzpy pupypx pupxpv pupvpw%  prptps   prpspq   pWprpq   pppWpq   pVpWpp  pVpppo  pXpVpo pXpopn pXpnpZ pnpmpZ pZpmpl pZplpY pkpYpl pYpkp[ p[pkpj~ p[pjp\} pip\pj| p]p\pi{ php]piz php^p]y pbp^phx pbphpgw p`pbpgv pfp`pgu p`pfpct pdpcpfs pcpdpe$r pcpap`%q p_p^pbp p_pbp`o p_p`padn pUp^p_m p^pUp]l pTp\p]k pTp]pUj pSp\pTi p\pSp[h pRp[pSg pRpYp[f pRpQpYe pNpYpQd pXpZpNc pYpNpZ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<> pppʱǽ= pppǻǾDz< pppǻǺ; pppǰǼǽ: pppǼǮǸ9 pppǸǷ8 pppǺǬǹ7 pppǹǪǵ6 pppǵdz5 pppǷǨǶ4 pppʬdz3 pppǴǶǙ2 oqppǯǽDZ1 oqporDzʲ0 pospǯǭǻ/ oqospǰDz. otppǫǺǭ- otposǮǰ, ouppǩǸǫ+ oupotǬǮ* ovppǧǷǩ) ovpouǪǬ( owppǦǵǧ' owpovǨǪ& ppowǘǨǣ% ppoxǛǤǠ$ ppoxǗǣǥ# powoxǦǤ" kOk^oxǡ! poxk^ǠǢ*  ppoxǞǥǡ pkp,Ǔǝ pppǝǜǠ pppǟǞ* pppǞǔǛ pppǜǚǥ pppǛǕǗ pppǖdzǘ pppǗǙǦ pppǚǘǤ pppʯǙǐ pppǑǚǔ pppǕǜǓ ppkǔǟǒ pkkǓdž pppǐǕLJ pppǑlǖ ohooeNJ*Ÿ ooo;5Ǎ  oooǎ2nj  ooo?ǍNj  ooonj)NJ  ohooljNjǏ  ogoohLjNJŶ oioog@ljż pppEǑdž ppkLJǒG olI&wT1_<, kkpǟ++ kpk^,** ppk^ǝǡ+) ppp(( ppp)'' ppp(&& ppp'"% ppp!#$ ppp## ppp %$" ppp &! ppp %  ppp"! ppp" ppp' ppp ppp ppp) ppp ppp ppp ppp) ppp ppp( ppp ppp& ppp ppp  ppp% ppp$  ppp   ppp#  ppp   ppp   ppp   ppp ppp  ppp$ ppp ppp! ppp ppp ppp ppp ppp ppp~ ppp} ppp| ppp{ pppz pppy pppx pppw pppv pppu pppt ppps pppr ppp q ptppˮ p pppso ppspn psptp m pspp l ppspk pqppj ppqps i pqppp h ppppg ppppof ppope pnpopd pnppc pnppmb plpmpa pplp` plppk_ pppk^ pjpkp] pjpp\ pjppi[ ppipZ pipphY ppphX ppgphW ppgpV pgppfU pfppT ppfpS pdpp R pfppdQ ppdpP pppdO pppN pppM pppL pppʸK pppʵJ pppI pppǾH pppG pppǼF pppǹE pppD pppǶC pppʷB pppǴA ppp tr@ pp p|ǿ? pppzv ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_< q q3q6Șș q5q q6țȚ q q q3OȔȚ q.q q ȓYȍ q0q1q4ȏȻȕ q3q0q4ȔȖȽ q q0q3ȓȕȘ q.q0q ȒȔȗ q-q0q.ȎȓȊ q/q+q2ȌȶȐ q/q2q1ȑȹȏ q/q1q0ȐȖȎ q-q/q0ȋȏȒ  q.q q,ȗȈȊ  q,q+q/ȉȑȋ  q-q,q/ȊȌȎ  q-q.q,Ȓȍȋ  q q+q,ȇȌȈ q q q,Rȉȍ qq+q ȆȉS qq+qȅȇ\ qq+qȄȆ_ q+qq*ȅȂȴ qq'q*~ȳȂ qq*qȃȄ` lq)qȮȀf qq)q(ȁȯ qq(q'ȀȰ~~ qq'qȃe} q#mEl|o| mEq#m}{C{ q%mq#y|rz lmCq%yvy mq%mC{zFx q&lluww llq&vxv q%q&lswzu lq&q$xtKt q q$q&quss q&q%q vrtr q#q q%ps{q q q"q$lLtp q q#q!rolo lq!q#np}n q!llo mm lq"q!mlnl q q!q"pmqk qqqdjdj qqqik`i qqqʄhjh qqliʀgg qllhff qlqgȁee qqqaf~d qqqkbec qqq^7bb qqqdaca qqqe`b` qqq_aȂ_ qqq`ȅ]^ qqqcZ:] qqq_\Z\ qqq]ȆT[ qqqU<ZZ qqq[^]Y q q q ȗPRX qq qWQʎW qq qVXʈV qqq gUWU q qqV[TT q qqU\SS q qq TȇRR q q q YSȈQ qq qXPAP q q qYOQO q qq NPȘN pqq :OMM qpq LNțL qppK6MK ppq1LJJ pqqKȝII oppqHJȞH o8pop0IG poAq-FBF oAoBq}EGE qoBoDFDD oDorqCEC qqor>DʌB ppq5G?A qqqQ;<@ ppq4?9? pqqB>@> qqq?C== qqq<>ʍ< qqqA=ʎ; qqqA:9: qqp;N79 pqq@;88 pqp9747 pqp8:66 ppp27L5 ppp43B4 ppp85@3 ppp52-2 ppp3611 ppp2K00 ppo81H// o8o>px.0. oApo>-/|- ppoA3.G ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_< q^qyq\  q^q_qy qtquqy  qtqyqx q_qxqy q_q`qx qsqtqx qwqxq` qwq`qvʤ qsqxqw~ qsqwqr} qrqwqv| qrqvql{ quqrqp z qtqrquy qsqrqtx qpqrqnw qrqlqnv qqqnqoWu qpqnqqt qkqoqns qkqnqlr qkqlqmq qhqiqjUp qfqiqeTo qeqiqhn qhqgqem qdqeqgʩl qbqdqaʦk qfqbqcRj qbqfqei qdqbqeh qcq]qZPg q]qcqbf qbqaq]e q]qaq`ʣd q_q]q`c q^q]q_b q^q\q]a qXqZq]` q\qXq]_ q\q[qXʐ^ qXq[qWʑ] qZqXqYN\ qYqUqVL[ qUqYqXZ qXqWqUY qTqUqWʓX qVqRqSJW qRqVqUV qUqTqRU qQqRqTʕT qSq=qOHS q=qSqRR q=qRqQQ q=qQqPʗP qB q6qHq5șA qHq6qG<@ q3qGq6ȿȚ? qGq3qFȽ7> qEqFq46ȽȻ= q4qFq3Ⱦȿȕ< q1qDqEȹ4Ȼ; q1qEq4ȼȾȖ: q2qCqDȸ1ȹ9 q2qDq1ȺȼȐ8 q2qBqCȶ0Ⱥ7 qBq+qAȶȴ-6 q2q+qBȑȷȸ5 q*q?qAȳ+ȴ4 q*qAq+ȵȷȄ3 q'q?q*Ȱȵȃ2 q(q>q@ȯ'ȱ1 q(q@q?Ȳ)Ȱ0 q(q?q'ȱȳ/ q)q>q(ȫȲȀ. lq)lȭȁ- q)lmHȮȬ, q)mHm[ȭȫ+ q)m[q>Ȭ&ȯ* qlI&wT1_<v qqqupu qqqvtt qqqsus qqqtyrr qqqoswq qqqnlp qqqmvoo qqqnprn qqqwqom qqqjpll qqqmqkk qqqlfj qqqmgi qmym%hh qmqigg qqqhjff qqqgkee qqq(fɀd qqmdc"c qqqd+b pGp:qa`a p:pqƥb` pGqqb__ qqq^`^ qqq_[ɽ] qqqZɹ\\ qqq]ɼ[[ qqq\^Z qqqY]Y qqqXɸZX qqqqWYW qqqoq;XV qqjqUɵU qiqqjTVT qfqqiSUS qqfqTRɲR qcqqfQSQ qqcqRPɮP qZqqcOQO qqZqPNɨN qYqqZMOM qqYqNLɣL qVqqYKMK qqVqLJɢJ qSqqVIKI qqSqJHɠH qOqqSGIG qqOqHFɝF qNqqOEGE qqNqMFDD qqMqECɜC qLqqMBDB qqLqCAəA qKqqL@B@ qIqqK?A? qqIq@>ɘ> qHqqI=?= qqHq><ɖ< qGqqH;=; qqGq<7ɔ: qqqFɎ969 qFqq:ɐ88 qFqq9ɓ77 qFqqG8;ȿ6 qEqqF5:Ⱦ5 qqEq64ɋ4 qDqqE35ȼ3 qqDq41Ɋ2 qCqq0ɉ11 qCqqD23Ⱥ0 qBqqC/2ȸ/ qqBq0-Ɇ. qAqq+Ʉ-- qAqqB./ȷ, q?qq)Ɂ++ q?qqA,.ȵ* qqq@ɀ)() q@qq?*,ȱ( qq@q*'e' q>qq@%(Ȳ& myq>m[%ȫ% qq>my'&i$ qmdm_"## m_meq)$" mdqq$*d! qpqPʳ   qqPq!ʘ pqq!a qqq qqq  qqqʚ qqq_ qqq qqq[ qqq qq~qZ q~qq q~qq q}q~qʜ q|qqqX qq~q| q~q}q| q{q|q} ʞ qpqqqz  qzqqq|   q|q{qz   q\qzq{ ʡ  quqpqz   quqzqy   qyqzq\  ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<d qqqc qqqb qqqa qqq` qqq_ qqq^ qqqˤ] qqq>\ qqq[ qqqZ qqqY qqq˦X qqqW qqqV qqqU qqqT qqq˨S qqqR qqqQ qqqP qqq˩O qqqN qqqM qqqL qqqK qqqJ qqqI qqq˫H qqqG qqqF qqqE qqqD qqq 7C qqq8B qqqA qqq@ pPpGq`ɿ? pPqqɽ> qqqɽɼ= qqqɾɿ^< qqqɾ\ɻ; qqqɼɹ: qqqɸɹ9 qqqɺɻ]8 qqqɷɺY7 qqqɸ:6 qqqɵ>5 qqqɴɶV4 qqqɵɲ3 qqqɯɲ2 qqqɳɴS1 qqqɰɮ0 qqqɯɱ/ qqqɳɰ. qqqɱQɫ- qqq^ɬɨ, qqqɭ]ɫ+ qqqɮɬ* qqq_ɩɥ) qqqɪ^ɨ( qqqɭOɩ' qqqEɦɣ& qqqɧGɥ% qqqɪɦH$ qqqɢBɣ# qqqɤɧM" qqqɤKɡ! qqqɢɠ?  qqqɟɡI qqqɝ=ɠ qqq;ɝɜ qqqGɞɟ qqqɛɞD qqqɜə9 qqqɘ7ə qqqɚɛB qqqɚ?ɗ qqqɘɖ5 qqqɕɗ= qqqɖɔ4 qqqɓɕ; qqqɔ8ɒ qqqɓɐ2 qqqɎ.ɐ qqqɑɒ9 qqqɋ+Ɏ qqqɏɑ:  qqq(ɌɊ  qqqɍ*ɋ  qqqɌɏ5  qqqɍ3ɉ  qqqɊ2Ɉ qqqɉɆ% qqqɅ$Ɇ qqqɇɈ/ qqqɂɇɄ qqqɅ.Ɂ qqq"ɂ qqqɁɃɅ qqqɄ,ɂ qqqe~* qqq|Ƀ~~ qqqɀ}} qqq~{| qqq{z{ qqq|}xz qqq|y!y qqqxszx qqqy{ww qqqrxn ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<R r-r/r.S_QQ r,r-r.XR~P r+r'rc9OO r+rq"PNbN q"rrOMM q"rrN LL q"rq$MJqK lq$r&uJIJ r&q$rKL5I lr&lKHH lr&r%I3FG pkr%džF/F lr%kHGE r#ppDLJ0D pr#r*EClC r"r*r#BD,B r*r"r!C*AA r*r!r)B?j@ r r(r)=h?? r r)r!@A(> rqr(;f== rr(r >@&< rqq:[;; rqr<>$: qrq<6^9 rrr'P88 rr'q9e77 rqq8c66 rqr7:5 r r&r4J!4 r rr& 253 r$r%r&.H22 r$r&r3411 rr$r-20 rr#p+E// rpr%0G.. rr%r$/3-- rrr$.1, rr"r#)C++ rr#r,0* rr!r"'B)) rr"r*,( rr r!%?'' rr!r(*& rrr #=%% rr r&($ rrr";## rrr$&" rrr $ ! r rr 5   rrr M! r rr N r rr9 rr r"6 rr r  rrr# rr r rrr rrr% rrr' rrr rrr) rrr1  rrr rrr+ rrr- r rr   rr r rrr    r rr   r r r 4  r r r"   r rr    r r r  r r r   r r r ! rrr  rrr rrr rrr rrr@ rrr rrq? qrq~ qqr} qrr| qrq{ rqrz qqr˭y qqqx qptpr w qqqv qqptˮu qprpW t qpWpPɿs prqqr qqqq qqqɾp qqqɻo qqqn qqqɺm qqqdɷl qqqɶk qqqj qqqi qqqɴh qqqɯg qqqɳf qqqe qqq ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<@ rTrWrVʿ? rTrVrUʾ> rTrUrSʿʼ= rPrOrTʹʼ< rPrTrSʽʾʻ; rPrSrRʼʺ: rPrRrQʻʹ9 rOrPrQʽʺ8 rNppʶʷ7 rNppʸʭ6 rMprNʵʸʮ5 pprMʶʰ4 pqrDʓʕ qWr>qTʒʔ r=r>qWpʓʑ r=qWq[ʒʐ r=q[q\ʑʏ rr,rDq~ʔ~ r.rDr,}Q} r.rCrD{ʖ~| r7rBrCzʙ{{ r.r7rC_|}z r8rBr7y|]y r5rBr8xz^x rBr5rAywʛw r6rAr5vxZv r2rAr6uw[u rAr2r?vrʝt r3rXpp r4r>r=qʒoo r4r=r<pʏnn r4re qqr'd8dd qr'qeckc r+qr'bdPb r+q"qOaca r9qq"`bm` qqr9jaʄ_ r/r7r.\{R^ r0r5r8Yy]] r0r8r7^z\\ r0r7r/]_S[ r1r2r6UvZZ r1r6r5[wYY r1r5r0Z^TX r-r,r4QqWW r-r4r3XnVV r-r3r2WrUU r-r2r1V[TT r-r1r0UYSS r-r0r/T\R ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<. qrq/1ɑ- qrr+˒,, rqr/-P+ qrq*-ɏ* rqq+Ɍ)) rqr*(˔( qrq')ɍ' rqr(%˖& qrr$˗%% qrq&'Ɉ$ qrq"&ɇ# qrr!˙"" qrq#$Ƀ! qrq#z  qrr˝ rqr! ˛ qrq t rqr{˟ qr{qu qr~r| rqry rr{qˠ qr|r~ˀ qr~qv mnqâh nr}q qr}r|} qr|qj qr{mzˠ mzmdqd r{qryˡ qryqc ryqrz,ˢ  rmrorx X3  rmrlro   rirorl   rnrori   qrnq rnriq  rwr`q qqqɰ rwqq rwqrv qrvq qqrvɱ qqrvɫ rwrvr` r`rvra~ rarvq} raqq]| rurtrbI{ rbraqz rurbq_y rdrbrtx rdrtrsKw rcrdrsv rcrsrrNu rfrcrrt rfrrrqRs rerfrqr rprerqSq rerprgp rorgrpWo rgroqn rnqro m qqrn l rkrlrm 4k rjrirl j rkrjrli rhrjrk5h rhqri6g rhrirjf qqrRe qrRrgd r_rgrRc rgr_reb r]rcrfa r]rfre` r]rer__ r^rbrd^ r^rdrc] r^rcr]\ r[rarb[ r[rbr^Z r`rar\Y r\rar[X r`r\qW rWqr\V rXqrWU qrXrOT qrOqS rQqrOʹR rQrRqʺQ rQqqP qrQqO qqq}kqN rSr_rRʻM rUr_rSʾL r_rUrYK r_rYr]J rZr[r^I rZr^r]H rZr]rYG rVrWr\F rVr\r[E rVr[rZD rVrZrYC rVrYrUʿB rTrOrXʽA rTrXrW ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_< rrr˛˝ rrr˜˚ rrr˙˛ rrr#˚˘ rrr˙˗ rrr&˘˖ rrr˗˕' rrr˔˖ rrr˕˓) rrr˔˒ rrr-˓ˑ rrr˒ː rrrUˑˏ rrrTːˎ rrrˏˍ  rrrˎˌV  rrrˍˋ  rrrZˌˊ  rrrˋˉ  rrrYˊˈ rrrˉˆ rrr˃˄ rrrˈ˅[ rrrˆ˄ rrrˇ˅ rrr\ˇ1 r~rnˀ| r|rr}ˀ r|rr~ˁ˂ nnr}ö~~ r}nr}} r}rr|~ˁ| rr~n˂{{ rnn|ëzz nmzrÄy{y rrmzzˠx rrr1`ww rrrx˯vv rrrwu0u rrrtv˿t rrr3uss rrrt˽rr rrr6sqq rrrpr˻p rrr8qoo rrr:pnn rrrlo˹m rrrl˷kl rrrm<nk rrr>mjj rrrAkii rrrj˵hh rrr@igg rrrh˲ff rrrDgee rrrCfdd rrrFecc rrrd˰bb rrrMcaa rrrLb`` rrraxO_ qruqHɪ^ qqq]ɭɩ] qqqɬ^\ rxrr[˃2[ rrxr\XˆZ rorrWˋYY rorrZˉXX rorrxY[ W rprroVZV rrprWSˍU rqrrRːTT rqrrUˏSS rqrrpTVR rrrrqPUQ rrrrPN/P rrrr,RQO rsrrK`NN rsrrrOQM rtrrJbLL rtrrMaKK rtrrsLOJ qrrtGMII ruqrtHJH qqruɥI_G qrqEJɦF qrrBdEE qrqFGɧD qrr?fCC qrrDeBB qrqCFɤA qrr=j@@ qrrAh?? qrq@Dɡ> qrr;k== qrq>Aɟ< qrr9l;; qrq<>ɞ: qrr7o99 qrq:<ɛ8 qrr5p77 qrq8:ɚ6 qrr4r55 qrq68ɗ4 rqq6ɕ33 rqr42t2 qrq03ɒ1 qrr.x00 rqr21v/ rrqQ., ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<  rrr  rrr rrr  rrr rrr rrr rrr rrr rrr rrr rrr rrr~ rrr} rrr| rrr{ rrrz rrr y rrr/x rrr˺˼w rrr˸v rrr˶u rrpˬt rrr's rrr˪:r rrr˧q rrr;p rrr˥<o rrrn rrrm rrr0l rrrˇk rrrj rrri rrrh rrrg rrrf rrre rrrd rrrc rrrb rrr˄a rrr˅` rrr _ rrr ^ rrrˈ] rrr\ rrrˊ[ rrrˌZ rrrY rrrˎX rrrW rrrˑV rrrU rrr˓T rrrS rrrR rrr˕Q rrrP rrr˘O rrrN rrr˚M rrr L rrrK rrr˜J rrr˞I rrrˣH rrr. G rn*n F rn nù˂E nn%r~D rn%n*C rn*rˁB rrr˳˿A rrr˱˯@ rrr˾˽? rrr˾u> rrr˴˿= rrr˼s< rrr˽˻; rrr˼˺q: rrr˻˹9 rrr˺˸n8 rrr˹˷7 rrrm˸˶6 rrr˷˵5 rrr˶˴i4 rrr˳˵˾3 rrr˲˴2 rrr˱g˳1 rrr˰˲0 rrr˯c˱/ rrrw˰. qpptˬ- rrq*ˬ, pqrˮ˭+ rqq˪9* rrq˩˫) qqr˪˨( qqr˩˧' qrr˨˦& qrq˧˥% qrr˦ˤ$ qrq˥=# rrzrˢ-" rryrzˡˣ! ryrr{ˢ˟  rmzr{y r{rrˡ˞ rrr˝˟ rrr ˞˜ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<x ssVy|ww sVVx^v sssuyWu s sstvUt ss surs sssorr s ssQstq sssm̂pp sssqoo sssRpsn s ssl̅mm s ssnqSl ss snk̇k s ss jlNj ss skïi sss hjJh sssif̊g sssěff sssghGe s ssdgHd ss V0ea̎c sUQVBbb sVV0caa sV0s bdI` sUIUJ\lZ_ sssV^[^ ssV_w]] USsV\^\ USUIs}`][ sss_ZXZ ssUJ[`YY ssUJ8ZEX sss[6VW sssTvVV sssXW_U srs TPuT rssUW3S s s sMmRR s ssSoQQ s ss RrPP rs s OQUO rs rLP2N s rs MKkM rs s NSLL rrs /MOK ss rJN@J sss FiKI sss AaHH ss sIeGG sssHfFF sss>GJE sUJsYD:D sUJUKEmCC sUKUQD{BB sUQsCcAA sssBI=@ rrs0?K? rsr>@.> srs?<F= rss;A<< rsr=>,; rsr9=-: ssrE989 rsr:;)8 srs:7Y7 rsr58*6 rss4X55 rsr67$4 rrs%363 srr41T2 rrrO1/1 rrr230 rrr@/ / rrr20L. rrr+?!- rrr(;,, rrr-<++ rrr,.&* rrr#7)) rrr*9(( rrr)-'' rrr(&#& rrr+"'% rrr4$$ rrr%5## rrr'$*" rrr&!! rrr. "  rrr!0 rrr 1 rrr"% poq<`Ȫʴ rrrC rrr rrrB rrr rrr  rrr rrr D rrr rrp prp  rrr rrrr rrrA rrr rrr   rrr   rrr    rrr E ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<f sKsLske sKsksjd sHsKsjc sHsjsi b sHsisC̻a sCsish ` s>ds?̤_ sCs?d̺^ s?sCsh] s=s?sh̦\ s=shsg [ s=sgsfZ s=sfs<̢Y ses sIsJd̿ϑ= sEsFsI̶̼̿< sEsIsH̻̽; sCsEsH̵̼: sCdsD̵̹9 dsDd̸̺8 dsGsDϕ̷̹7 sDsGsF̸ϓ̶6 sDsFsE̷̵̽5 sCsDsE̶̺̻4 sBV.V,̬̳3 sBV,V-̴̲2 sBV-dl̳̱1 dsBdl̰̲0 ddsB̫̱/ ds@s-̨̪. Ves-V0̭̎I- VeV.s-J̬̮, s-V.sB̴̭̫+ ds-sB̪̬̰* dds-̯̫) sAs>s,̧̥( s@s,s-̧̯̍' s@sAs,̨̩& s+s?s=̤̣% s>s+s,̤̩̋$ s>s?s+̦̥# s*s+s=̢̦̉" s*s=s<̡̣! s;s*s<̢̠  s*s;s)̡̟̆ s:s)s;̞̠ s:s%s)̝̟̄ s%s:s&̞́ s8s9s6 s7s6s(̚ s(s6s#̛̙̃ s5s#s6̚ s4s3s#̗ s2s#s3̘  s0s!s1̕ s0s s!̔~̖ s0s/s ̓̕ s.s s/̐̔ V~Vdsy̑̏ VdV1sH}̒ s s.s̓̏z V~ss.̒̐ V0s-s̮̍d  ss-s,̨̎̌  sss,g̍̋  s+ss,̥̊̌  ss+s̋̉h  s*ss+̣̈̊ s*sṡj̉ sss*l̈̆ s)ss*̠̅̇ ss)s̆̄n ss)s%̞̅̂ s's(s#̚ ss%s̄́q ss%s&̝̂ s"s#s$ ss!s~t~ s ss!{̕} ssV1z̑|| V1Vsx}{ sss y~zz sss }{̐y sssv{x ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<T sssͼSQS sssTͽPR sss(UQQ sssTR͢P sssSO'O sssNPN sssOM$M sssLNL sss&MKK sssJLJ sssKI"I sssHJH sssIG G sssHHF sss[kE sss3D sss8\C sssXB sssV?A sWV<_@@ sVVAE? sssB>> sss?== ssV><< VWs]A=; ssd:m: sss;99 sss:j88 sss79f7 sss6 86 sss 755 sss6d44 sss533 sss4b22 sss311 sss2`00 sss1// sss.0\. sss/-- sss$.Y, sssx̊+ sss}* s}ssU)) s{s}s*(( s{ss)R'' ss{s%(P& szss$L#% s{ssz'$$ sszs&%N# syszs&"" ssys!#J! syssx"   ssxs!H sswsx:  ssss31  ssss: ssssW sssid sosps sossZ snsos snssB snssm smss? smsV@ sldd ddslg ssld; slssk ssks: sjsks   ssjs 7  sisjs   shsis   shss 6   sgshs  sgss 4 sfsgs sfss2 sfsse sess0 sses. ssdse s~ss̔ s|sbs} s|s}s{)~ sasbs|} sas|sc| scs|s{{ szscs{%z szs^scy s^szs\x s\szsy#w sxs\sy!v sYsxsw3u sxsYs\t svsWsw534s stsssur sqsrss;q sOspsNp spsosNo sNsosnn sMsNsnm sMsnsml sMsmVk sMVVEj VV~sMi sLddh dslsLg sksLsl ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<B sttA sstM@ stsͿO? tstͽ> sttͺͽ= sts;ͿS< sss͹Tͩ; tttͺʹ: ttsͻ;͹9 sts͸ͺͼ8 stsͷ͹ͪ7 stsͳ͸ͮ6 sstͰ͵5 sttͶʹ4 tstͳ͵ͻ3 sstͯʹͷ2 sssͫͮͥ1 sssͰͬ!0 sssͱͶͯ/ sssͮͰͳ. sssͷͲͯ- sssͧ#ͬ, sssͭͱͫ+ sssͦͬͲ* sss͸ͩͥ) sssͼͪ͢( sssͧͣ&' sssͨͭͦ& sssͥͧͫ% sssͲͪͦ$ sssͣ(# sssͤͨ͢" sssQͣͩ! sssg  sssϘ͟X sss͠ϗ͜ ssskm0 sss2/1 sss/͛͟ sss͜ϖ͙ sss314 sss1͕͛ sss546 sss͓,͖ sss͗4͕ sss͖͙͔ sss͕ϖ͒ sss͑͗͒ sss͓͔͐ sss͓͎. sss͎͒͏ sss͐ϙ͊ sss͐͋͑  ssst͉͌  sssq͍͋  sss͎͌͊  sss͋͏͆  sss͍͇s sss̓ϝ͇ sss͈͉͆ sss͇͊ͅ sss͆Ϛ͂ sssϞ̓ sss͈̈́͂ sss̓́ͅ sssZ͂Ϝ sss~Ϡ sss̀̈́[~ sss}̀_} sssy~|| sss}a{{ sss|cyz ssswϠyy sss{z}x sssuϟww sssxzev ssssϝuu sssvxgt ssssr͍s sss͉vtr sssthqq sssro͌p sssn/oo ssspqin ssePpk2m sde(;ll e(ePskmk ssePjlnj sss9kii sssjohh sssirgg ssshuff sssge8e sssfwdd sss5ecc sssd{bb sss3caa sssb|`` sss1a__ sss\`~^ sssϜ]Z] sssϘY^\ sss_[/[ sssZ\Z sss^[́Y sssX-]X sss͠+YW sss r V sssf|U sssR* ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<0 tPstQ/1v/ sstPp0.. sstP͑/-- stPtO.t,, sstO͗-++ stOtN,q7* tLtMtN:79) tJtKs( stIs'ͤ' tHstI&(l& stHs'%ͨ% tHtGsk$&$ stGtF%i## sstFͭ$"" stFtE#e!! sstEͱ"   stEtD!c stDt Ͷ ttDtCa ttCtB^ tttB͵ ttBtA\ ttAt@Z tt@tͻ tt@t?X ttt?; tt?tͿ tt?t>W ttt> tt>t=U tt=t<S ttt< t;tt<Q t;tt t tt;   t t t;   t:t t; O  t9t8t   t7tt8   tt6t5KL tt5W J WtW Wt3tϣ ttt4 ttt4 t3t4t t)tt4 t*t(t2 t(t)t2 t)t4t2~ t2t4t3} t2t3t1ϡ| t-t*t2{ t0t.t/@z t-t2t/y t/t2t1x t0t/t1Ϥw t-t/t,v t,t/t.u t,t.t+;t t-t,t*s t*t,t'r t't,t+q t't+t&:p t*t't(o ttt$n t)t$tm t(t$t)l t(t't$k t$t't&j t$t&t%8i t!tt$h t$t%t#g t#t%t"6f t!t$t#e t!t#t d t t#t"c t t"t4b t!t ta tt t` tt t_ ttt^ ttt] tttԑ\ ttt[ ttt@Z tttY tttX ttt׏W tttuV tttU tttגT tWWד}S ttWR W W tnQ tW VmP W ttO sttN stV=M stsR>L tttTCK t t tJ st t MI stt H st t G st sGF stsIE sttD ttsC stsK ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_< ttetΟΜ tfttΛΜ tetftTΝΞ tgttfΚΝV thttgΙΛY tthtΚΘ titthΗΙ[ ttitjΘ]Ζ ttjtΗΓ tttkΔΑ tkttΕΓ tjtkt_ΔΖ ttltΑΐ ttktlΕ`Β tlttΏΒ tltmtbΎΐ ttmtnΏd΍  ttntΎΌ  tntotf΋΍  ttotΌΊ  tpttoΉ΋g  tqttpΈΊh ttqtΉ΅ trtt΃Ά trtt·΅ trttqΆΈj tstt΃ tsttr΄·m ttts tttӃ t|tt{Jr tt|t΀~~ t}tt|}s} tt}t~|| tt}t~}uz{ eft~2zwz tt~f|{y tQee1vxx eetQwyw t~tQevx{v tQt~tPwu0u t}tPt~tv|t tOtPt}-uss tOt}t|t~rr tOt|t{s΀qq tNtOt{+rAp txtytz-/`o tutvtw"Mn tKtttIm trtItsl΃l tItrtHmk'k tGtHtr%ljj tGtrtqk΅ii tFtGtq$jhh tFtqtpiΉgg tFtptohΊff tntFtoegΌe tntEtFd"fd tntmtEΎcec tEtmtDdb b tltDtmacΏa tDtltCb`` tCtltkaΑ__ tCtktj`Γ^^ tBtCtj_]] tBtjti^Η\\ tAtBti][[ thtAtiZ\ΘZ t@tAth[YY t@thtgZΚXX t?t@tgYWW t>t?tgXVV tft>tgUWΛU t>tft=VTT tet=tfSUΜS t@ t0tZt.Ϥ?? tZtYt.>@> tYtXt.A=?= t.tXtW>B<< t.tWtV=ά;; t+t.tV<:: t&t+tV;99 t&tVtU:(88 t&tUt%977 tTt%tU686 t"t%tT755 t"tTtR644 tt"tR533 ttRtS4Ԑ2 sePenu11 etQsy02 ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<  ttt  ttt  ttt  ttt ttt ι ttt tttκ tttμ ttt ttt  ttt ttt ttt ttt~ ttt} ttt;| ttt{ tttz ttt9y tttx tttw tttξv ttt8u tttοt ttt4s tttr ttt1q tttp ttto ttt0n tttm ttt-l tttDk tttdj ttti ttth tttg tttөf ttt(e tttWTVd tttT'c tttb ttt%a ttt"` ttt_ ttt^ tff3] ftt!\ ttt[ fttzZ tttY tttX ttt}W tttV tttRU tttURTT ttt#S tttΆR tttQ tttP tttΈO tttN ttt΋M ttt!L ttt΍K tttΐJ tttΔI tttH tttG tttΖF tttE tttΙD tttC tttΝB tttA tttνξ@ tttοΞ? tttξ> tttο= tttμΠ< tttνλ; ttt΢μκ: tttλι9 tttκ8 ttt͋7 ttt6 ttt5 ttt  Ͳ4 tttή3 ttt?=2 tttk1 ttt0 tttR/ tttT. tttδX- tttWΥάΫ, tWttVέ,<+ tttWΨέΪ* ttWt[ΫBΩ) tt[t^ΪHΨ( tt^tΩΧΫ' tt^t_ΨKΥ& ttt% tt_tΧ7έ$ ttatΣ# tttaΤ" tcttΡλ! tdttcΠ΢P  ttdtΡΟν tettdΞΠR ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<z u&uBu%y|Py u(uBu&xzXx u(u@uBwχyw u(u)u@Ztxv u*u>uAsϋuu u*uAu@vωtt u*u@u)uw\s u+u>u*rv]r u,u>u+ps`q u-u?u>ώpp u-u>u,qrbo u=u9u8nhϯn u=fGu9ϰmom f=u9fGlnl f>u9f=kmxk gu9f>laj u;u:u<imϫi u8u:u;hjϮh u8u9u:ouig u6u4u7S:f u3u4u5:KUe u1u2u6xid u.u/u0i7c uu-ub.b u,uu-acpa uu,ub`/` uu,u+ar__ uuu+3`^^ uuu+2_]] uu+u*^s\\ uu*u)]t[[ uuu)7\ZZ uu)u([wYY uuu(6ZXX u&uu(WYyW uuu&5XVV u'uu&UWSU u'uuT:VT u'uuS=US u'u&uVRTR uuu&<SQQ u uu&?RPP u u&u%QzOO u u%u!PNFN u$u!u%MO{M u!u$u"NLIL u#u"u$RM}K uu"uJSJ u"uuKII u"uu!JHMH uu!uGIG u!uuHFF u!uu GEOE uu uDFD tu uCEC tu tBDB uu t>CAA uttB@@ uttA>? tuu ;Q>> utu @?B= tuu9T<< tuu=R;; tut<?: tuu8U99 tut:=8 tut4:7 tuu1[66 tuu7Y55 tuu6W44 tut583 tuu0_22 tuu3^11 tut270 tut/3/ utu0-a. uutc-E- tut./, uuu1+ uuupn* tut) tu u '(( tu u )Ϫ_' tu t&)& u tu '%% tu t"&$ uu tϾ## tu u $"" tu t#%! ffYt   fYut! utt$  uuuK tut uuuH uuuJ uuu tuu tutD uutE uutG uut ttu ttt tttC ttt ttt ttt ttt  ttt ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<h udu^ueg ucu^udf uku^ucӎe ueu^u`d ueu`ufNc uFuiujb uFujuGIπa uHuiuFς` uIuhui_ uIuiuHτ^ uJuguh] uJuhuIφ\ uKuguJψ[ uguKufZ ueufuLY uLufuKϊX udueuLW ucuduMV uduLuMόU ubucuMӒT ubuMuNύS uaubuNӑӌR u_u`u^MQ u_u^u\8P u\u^u]O u[u\u]X8N f]fuY7ϿM uYff9L uVuWuZϻK uVuZuYJ uVuYfI fZuVfϺ4H uRu uXϽG uPu uRϪϭF uXu u )E uXu uWϼD u uZuWC u uWu &B u uYuZϾA u uZu #@ fYf]uϿ ? f]uYuϾ> uuYu Ͽ$= uRuXuUϼϸ< uXuWuUϻϽ; uUuWuVϼϺ: uUuVfZϻϹ9 fIuUfZϷϺ8 uTuRuUϴϽϵ7 fIuSuU϶ϵϹ6 fFuSfIϲϷ5 uTuUuSϸϷϳ4 uTuQuRϳϭϸ3 uTuSuQϵϲϴ2 fFuQuSϱϳ϶1 fGuQfFϰϲ0 u=uQfGϯϱn/ u=u8uQoϮϰ. u8u;uQiϬϯ- uPuRuQϴϩ, u;u uQϫϩϮ+ u;uu?uNqӋύ  u>uNuMώό  u>uMuLύϋ  u>uLuAόϊv  uAuLuKϋω  u@uAuKuϊψ uJu@uKχω u@uJuBψφx uBuJuIχυ uCuBuI|φτ uCuIuHυσ uCuHuDτς~ uFuDuHρσ uDuFuEςπ uEuFuGρ uEu#uDY}ρ~ uCuDu$σ}{} u$uDu#~L| u%uBuCzυ{{ u%uCu$|~N ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<V uuuWЧUU uuuVT)T uuuRUШS uuuRЬQR uuuS-TQ uuu2SPP uuuQЭOO uuu7PNN uuuOЯMM uuuNвLL uuu6MKK uuuLеJJ uuu;KII uuuHJлH uuuIG@G uuuHнFF uuuGEE tuuCF.D uwttCC tuwuDBEB uxuuw?CA uuxuv>.@ uuu?:H? uuxuB>@> uuux=?A= uuu<>*< uuu9=3; uuu5J:: uuu;@99 uuu8:<8 uuu49/7 uuu1O66 uuu7L55 uuu6;44 uuu0583 uuu<+/2 uuu,Q11 uuu0270 uuu/14/ uuu830. uuvuA'*- uuu(R,, uuu-2++ uuu*,3* uuu=.+) uuru($U( uruu)-'' uvuru(.& utuu#Y%% utuu&W$$ utuur%)# uuut &"" uttu!#! tut"  uuu#[ uuu  utu! tut utt tuu` uuu] uuuf uuu ?ˑ uuuF8 uuuPR uuuYe uuuЀ uuux uuu{xz uuuGvw uuuoЃ uuu u}uurv  uguC  u~uupmo  u|u~uqor  uzu|u}srt  uyuzu{ߟ uvuxuuA uuuxuwB uuuwtD uutt tuutΕ uvuuur' usuruu tusuu ttusΒ ustt~ tutus"} urusut$| tZWtYϥ?{ tYWW Az dds@̯y s@dsA̧x sAddw sAds>̩v uquounu uluqunt umuquls upuouqr upuqumLq ujunuop ujuoupHo uiunujn uhunuim ugulunl ugunuhk ufumulOj ufulugi uku]u^ӏ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<D uu?u-qпC uuuB uuuA u-uucFп@ uuuнп? uu-u> uuuлн= uuuоG< uuuзл; uuuмоI: uuuей9 uuuик8 uuuзйӄ7 uuuми6 uuuве5 uuuжкK4 uuuгб3 uuuдв2 uuuгжM1 uuuдЯ20 uuuЭ4Я/ uuuабN. uuuЬ6Э- uuuЮаP, uuuSЪЮ+ uuu9ЪШ* uuuЬЫ7) uuuЧ<Ш( uuuЫTЩ' uuuЦЩV& uuuЧXХ% uuuЦУ>$ uuuТ@У# uuuФХZ" uuuСФ\! uuuТПB  uuuНDП uuuРС^ uuuЛFН uuuОРe uuuКHЛ uuuМО{ uuuЙМЂ uuuКИJ uuuЗЙЄ uuuИЖK uuuЕЗЇ uuuЖДN uuuГЕЌ uuuДАP uuu>БЎ uuuВRА uuuБГЍ uggT( uuuDВЍ  uuuЎАЌ  uuuДЊЍ  uuu]LЊ  uuuЌЈЋ  uuuxf# uuubЊЇ uuuЅЈЖ uugbaa uuumЇЄ uuuЃЅИ uuuЄЂ uuuЃК uuufЀ~ uuuЁ uuuЀЂ|~ uuuoЁ}} uuu~|z| uuu}{{ uuux|Лz uuun}yy uuuzxwx uuuy{vw uuumyrv uuurxuu uuutvat u/uusu7s uuu/ptjr uuuwvqq uuurpmp uuukqso uuunl~n uuumozm uuuqnwl uuuokfk uuujlpj uu/usiki u.uu/jdh uuu.g uuu4<tFf uuulЁe uuuaН_d utt`cc utu0dbb uuu0ac7a uuuueb` tuud__ uuu`e^^ uuu]_П] uuu^\\ uuu[]Т[ uuu\Z Z uuuY[УY uuu&ZXX uuuYЦWW uuu%XV ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<2 uuv=б131 v=uv>2400 v=v>v<1p-/ v%v v=3.. v%v=v;/-+- v;v=v<.0,, v;vlI&wT1_<  vyv|v{ѡѣџ vyv{vxѠ ќ vzvyvuѡѝѼ vuvyvsўќј vsvyvxѝџћ vsvxvwќњ vsvwvrћѕ vsvtvvіӆј vuvsvvѝљѻ vovpvtёӇі vovtvsїљѕ vovsvrіњє vovrvqѕѓ vovqvnєѐ vMvmvpюӇё vMvpvoђїѐ vovnvMѓяё vlvMvnэѐ vNvmvMӈђS  vMvlvLяьQ  vkvLvlыэ  vKvLvkOьъ  vJvKvkMыщ  vJvkvjъш vJvjviщч vJvivIшцL vIvivhчх vHvIvhIцф vHvhvgху vGvHvgGфс vFvfveр vGvgvFурE vfvFvgтс vFvevEт~C~ vEvevd}} vEvdvD~|A| vDvdvc}{{ vCvDvc?|zz vBvCvc={yy vbvBvcxzx vAvBvb;yww vAvbv@xv8v vav@vbuwu v@vav?vt:t v`v?vasus v?v`v>tr5r v>v`v_spq v]v\v<mnp vv_0roo v^v@V vOvPu=;>U uhmhj;TT vNuhjSUӈS vNvMuюRTR uuvMБSQQ vLuvMPRэP uvLuQOГO uvLvKPыNN vKuuMЕOM vKvJuъLNL vIuvJKMчK vIuuJЗLJ uvIuKIЙI uvIvHJхHH uuvHМIGG uvHvGHуFF uuvGОGEE vFuvGDFсD uuvFРECC vEuvFBDB uvEuCAСA vDuvE@B}@ uuvDФA?? 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plane-surface $-1 -1 $-1 -2499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $301 $301 $316 $317 reversed $285 $-1 # vertex $-1 -1 $-1 $288 $318 # ellipse-curve $-1 -1 $-1 -1000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $319 $320 $49 # coedge $-1 -1 $-1 $305 $305 $321 $322 forward $290 $-1 # coedge $-1 -1 $-1 $306 $306 $291 $307 reversed $323 $-1 # edge $-1 -1 $-1 $324 -3.141592653589793116 $324 3.141592653589793116 $291 $325 forward @7 unknown # loop $-1 -1 $-1 $-1 $292 $326 # vertex $-1 -1 $-1 $293 $327 # ellipse-curve $-1 -1 $-1 -7000 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $328 $329 $4 $-1 $330 forward single # point $-1 -1 $-1 -5250 1500 -1500 # face $-1 -1 $-1 $311 $331 $4 $-1 $332 reversed single # loop $-1 -1 $-1 $280 $333 $297 # cone-surface $-1 -1 $-1 -4000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $316 $316 $301 $317 forward $299 $-1 # edge $-1 -1 $-1 $334 -3.141592653589793116 $334 3.141592653589793116 $301 $335 forward @7 unknown # point $-1 -1 $-1 -750 1500 -16500 # loop $-1 -1 $-1 $336 $337 $49 # coedge $-1 -1 $-1 $320 $320 $338 $339 forward $304 $-1 # coedge $-1 -1 $-1 $321 $321 $305 $322 reversed $340 $-1 # edge $-1 -1 $-1 $341 -3.141592653589793116 $341 3.141592653589793116 $305 $342 forward @7 unknown # loop $-1 -1 $-1 $-1 $306 $343 # vertex $-1 -1 $-1 $307 $344 # ellipse-curve $-1 -1 $-1 -8500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $345 $346 $4 $-1 $347 forward single # point $-1 -1 $-1 -6750 1500 -1500 # face $-1 -1 $-1 $326 $348 $4 $-1 $349 reversed single # loop $-1 -1 $-1 $294 $350 $311 # cone-surface $-1 -1 $-1 -5500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $351 $313 # plane-surface $-1 -1 $-1 -3999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $333 $333 $351 $352 reversed $314 $-1 # vertex $-1 -1 $-1 $317 $353 # ellipse-curve $-1 -1 $-1 -2500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $354 $355 $49 # coedge $-1 -1 $-1 $337 $337 $356 $357 forward $319 $-1 # coedge $-1 -1 $-1 $338 $338 $320 $339 reversed $358 $-1 # edge $-1 -1 $-1 $359 -3.141592653589793116 $359 3.141592653589793116 $320 $360 forward @7 unknown # loop $-1 -1 $-1 $-1 $321 $361 # vertex $-1 -1 $-1 $322 $362 # ellipse-curve $-1 -1 $-1 8000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $363 $364 $4 $-1 $365 forward single # point $-1 -1 $-1 -8250 1500 -1500 # facje $-1 -1 $-1 $343 $366 $4 $-1 $367 reversed single # loop $-1 -1 $-1 $308 $368 $326 # cone-surface $-1 -1 $-1 -7000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $369 $328 # plane-surface $-1 -1 $-1 -5499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $350 $350 $369 $370 reversed $329 $-1 # coedge $-1 -1 $-1 $351 $351 $333 $352 forward $331 $-1 # edge $-1 -1 $-1 $371 -3.141592653589793116 $371 3.141592653589793116 $333 $372 forward @7 unknown # point $-1 -1 $-1 -2250 1500 -16500 # loop $-1 -1 $-1 $373 $374 $49 # coedge $-1 -1 $-1 $355 $355 $375 $376 forward $336 $-1 # coedge $-1 -1 $-1 $356 $356 $337 $357 reversed $377 $-1 # edge $-1 -1 $-1 $378 -3.141592653589793116 $378 3.141592653589793116 $337 $379 forward @7 unknown # loop $-1 -1 $-1 $-1 $338 $380 # vertex $-1 -1 $-1 $339 $381 # ellipse-curve $-1 -1 $-1 6500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $382 $383 $4 $-1 $384 forward single # point $-1 -1 $-1 8250 0 -1500 # face $-1 -1 $-1 $361 $385 $4 $-1 $386 reversed single # loop $-1 -1 $-1 $323 $387 $343 # cone-surface $-1 -1 $-1 -8500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $388 $345 # plane-surface $-1 -1 $-1 -6999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $368 $368 $388 $389 reversed $346 $-1 # coedge $-1 -1 $-1 $369 $369 $350 $370 forward $348 $-1 # edge $-1 -1 $-1 $390 -3.141592653589793116 $390 3.141592653589793116 $350 $391 forward @7 unknown # vertex $-1 -1 $-1 $352 $392 # ellipse-curve $-1 -1 $-1 -4000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $393 $394 $49 # coedge $-1 -1 $-1 $374 $374 $395 $396 forward $354 $-1 # coedge $-1 -1 $-1 $375 $375 $355 $376 reversed $397 $-1 # edge $-1 -1 $-1 $398 -3.141592653589793116 $398 3.141592653589793116 $355 $399 forward @7 unknown # loop $-1 -1 $-1 $-1 $356 $400 # vertex $-1 -1 $-1 $357 $401 # ellipse-curve $-1 -1 $-1 5000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $402 $403 $4 $-1 $404 forward single # point $-1 -1 $-1 6750 0 -1500 # face $-1 -1 $-1 $380 $405 $4 $-1 $406 reversed single # loop $-1 -1 $-1 $340 $407 $361 # cone-surface $-1 -1 $-1 8000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $408 $363 # plane-surface $-1 -1 $-1 -8499.999999999998181 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $387 $387 $408 $409 reversed $364 $-1 # coedge $-1 -1 $-1 $388 $388 $368 $389 forward $366 $-1 # edge $-1 -1 $-1 $410 -3.141592653589793116 $410 3.141592653589793116 $368 $411 forward @7 unknown # vertex $-1 -1 $-1 $370 $412 # ellipse-curve $-1 -1 $-1 -5500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -3750 1500 -16500 # loop $-1 -1 $-1 $413 $414 $49 # coedge $-1 -1 $-1 $394 $394 $415 $416 forward $373 $-1 # coedge $-1 -1 $-1 $395 $395 $374 $396 reversed $417 $-1 # edge $-1 -1 $-1 $418 -3.141592653589793116 $418 3.141592653589793116 $374 $419 forward @7 unknown # loop $-1 -1 $-1 $-1 $375 $420 # vertex $-1 -1 $-1 $376 $421 # ellipse-curve $-1 -1 $-1 3500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $422 $423 $4 $-1 $424 forward single # point $-1 -1 $-1 5250 0 -1500 # face $-1 -1 $-1 $400 $425 $4 $-1 $426 reversed single # loop $-1 -1 $-1 $358 $427 $380 # cone-surface $-1 -1 $-1 6500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $428 $382 # plane-surface $-1 -1 $-1 8000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $407 $407 $428 $429 reversed $383 $-1 # coedge $-1 -1 $-1 $408 $408 $387 $409 forward $385 $-1 # edge $-1 -1 $-1 $430 -3.141592653589793116 $430 3.141592653589793116 $387 $431 forward @7 unknown # vertex $-1 -1 $-1 $389 $432 # ellipse-curve $-1 -1 $-1 -7000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -5250 1500 -16500 # loop $-1 -1 $-1 $433 $434 $49 # coedge $-1 -1 $-1 $414 $414 $435 $436 forward $393 $-1 # coedge $-1 -1 $-1 $415 $415 $394 $416 reversed $437 $-1 # edge $-1 -1 $-1 $438 -3.141592653589793116k $438 3.141592653589793116 $394 $439 forward @7 unknown # loop $-1 -1 $-1 $-1 $395 $440 # vertex $-1 -1 $-1 $396 $441 # ellipse-curve $-1 -1 $-1 2000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $442 $443 $4 $-1 $444 forward single # point $-1 -1 $-1 3750 0 -1500 # face $-1 -1 $-1 $420 $445 $4 $-1 $446 reversed single # loop $-1 -1 $-1 $377 $447 $400 # cone-surface $-1 -1 $-1 5000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $448 $402 # plane-surface $-1 -1 $-1 6500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $427 $427 $448 $449 reversed $403 $-1 # coedge $-1 -1 $-1 $428 $428 $407 $429 forward $405 $-1 # edge $-1 -1 $-1 $450 -3.141592653589793116 $450 3.141592653589793116 $407 $451 forward @7 unknown # vertex $-1 -1 $-1 $409 $452 # ellipse-curve $-1 -1 $-1 -8500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -6750 1500 -16500 # loop $-1 -1 $-1 $453 $454 $49 # coedge $-1 -1 $-1 $434 $434 $455 $456 forward $413 $-1 # coedge $-1 -1 $-1 $435 $435 $414 $436 reversed $457 $-1 # edge $-1 -1 $-1 $458 -3.141592653589793116 $458 3.141592653589793116 $414 $459 forward @7 unknown # loop $-1 -1 $-1 $-1 $415 $460 # vertex $-1 -1 $-1 $416 $461 # ellipse-curve $-1 -1 $-1 500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $462 $463 $4 $-1 $464 forward single # point $-1 -1 $-1 2250 0 -1500 # face $-1 -1 $-1 $440 $465 $4 $-1 $466 reversed single # loop $-1 -1 $-1 $397 $467 $420 # cone-surface $-1 -1 $-1 3500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $468 $422 # plane-surface $-1 -1 $-1 5000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $447 $447 $468 $469 reversed $423 $-1 # coedge $-1 -1 $-1 $448 $448 $427 $449 forward $425 $-1 # edge $-1 -1 $-1 $470 -3.141592653589793116 $470 3.141592653589793116 $427 $471 forward @7 unknown # vertex $-1 -1 $-1 $429 $472 # ellipse-curve $-1 -1 $-1 8000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -8250 1500 -16500 # loop $-1 -1 $-1 $473 $474 $49 # coedge $-1 -1 $-1 $454 $454 $475 $476 forward $433 $-1 # coedge $-1 -1 $-1 $455 $455 $434 $456 reversed $477 $-1 # edge $-1 -1 $-1 $478 -3.141592653589793116 $478 3.141592653589793116 $434 $479 forward @7 unknown # loop $-1 -1 $-1 $-1 $435 $480 # vertex $-1 -1 $-1 $436 $481 # ellipse-curve $-1 -1 $-1 -1000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $482 $483 $4 $-1 $484 forward single # point $-1 -1 $-1 750 0 -1500 # face $-1 -1 $-1 $460 $485 $4 $-1 $486 reversed single # loop $-1 -1 $-1 $417 $487 $440 # cone-surface $-1 -1 $-1 2000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $488 $442 # plane-surface $-1 -1 $-1 3500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $467 $467 $488 $489 reversed $443 $-1 # coedge $-1 -1 $-1 $468 $468 $447 $469 forward $445 $-1 # edge $-1 -1 $-1 $490 -3.141592653589793116 $490 3.141592653589793116 $447 $491 forward @7 unknown # vertex $-1 -1 $-1 $449 $492 # ellipse-curve $-1 -1 $-1 6500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 8250 0 -16500 # loop $-1 -1 $-1 $493 $494 $49 # coedge $-1 -1 $-1 $474 $474 $495 $496 forward $453 $-1 # coedge $-1 -1 $-1 $475 $475 $454 $476 reversed $497 $-1 # edge $-1 -1 $-1 $498 -3.141592653589793116 $498 3.141592653589793116 $454 $499 forward @7 unknown # loop $-1 -1 $-1 $-1 $455 $500 # vertex $-1 -1 $-1 $456 $501 # ellipse-curve $-1 -1 $-1 -2500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $502 $503 $4 $-1 $504 forward single # point $-1 -1 $-1 -750 0 -1500 # face $-1 -1 $-1 $480 $505 $4 $-1 $506 reversed single # loop $-1 -1 $-1 $437 $507 $460 # cone-surface $-1 -1 $-1 500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $508 $462 # plane-surface $-1 -1 $-1 2000.000000000001137 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $487 $487 $508 $509 reversed $463 $-1 # coedge $-1 -1 $-1 $488 $488 $467 $489 forward $465 $-1 # edge $-1 -1 $-1 $510 -3.141592653589793116 $510 3l.141592653589793116 $467 $511 forward @7 unknown # vertex $-1 -1 $-1 $469 $512 # ellipse-curve $-1 -1 $-1 5000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 6750 0 -16500 # loop $-1 -1 $-1 $513 $514 $49 # coedge $-1 -1 $-1 $494 $494 $515 $516 forward $473 $-1 # coedge $-1 -1 $-1 $495 $495 $474 $496 reversed $517 $-1 # edge $-1 -1 $-1 $518 -3.141592653589793116 $518 3.141592653589793116 $474 $519 forward @7 unknown # loop $-1 -1 $-1 $-1 $475 $520 # vertex $-1 -1 $-1 $476 $521 # ellipse-curve $-1 -1 $-1 -4000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $522 $523 $4 $-1 $524 forward single # point $-1 -1 $-1 -2250 0 -1500 # face $-1 -1 $-1 $500 $525 $4 $-1 $526 reversed single # loop $-1 -1 $-1 $457 $527 $480 # cone-surface $-1 -1 $-1 -1000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $528 $482 # plane-surface $-1 -1 $-1 500.0000000000011369 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $507 $507 $528 $529 reversed $483 $-1 # coedge $-1 -1 $-1 $508 $508 $487 $509 forward $485 $-1 # edge $-1 -1 $-1 $530 -3.141592653589793116 $530 3.141592653589793116 $487 $531 forward @7 unknown # vertex $-1 -1 $-1 $489 $532 # ellipse-curve $-1 -1 $-1 3500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 5250 0 -16500 # loop $-1 -1 $-1 $533 $534 $49 # coedge $-1 -1 $-1 $514 $514 $535 $536 forward $493 $-1 # coedge $-1 -1 $-1 $515 $515 $494 $516 reversed $537 $-1 # edge $-1 -1 $-1 $538 -3.141592653589793116 $538 3.141592653589793116 $494 $539 forward @7 unknown # loop $-1 -1 $-1 $-1 $495 $540 # vertex $-1 -1 $-1 $496 $541 # ellipse-curve $-1 -1 $-1 -5500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $542 $543 $4 $-1 $544 forward single # point $-1 -1 $-1 -3750 0 -1500 # face $-1 -1 $-1 $520 $545 $4 $-1 $546 reversed single # loop $-1 -1 $-1 $477 $547 $500 # cone-surface $-1 -1 $-1 -2500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $548 $502 # plane-surface $-1 -1 $-1 -999.9999999999988631 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $527 $527 $548 $549 reversed $503 $-1 # coedge $-1 -1 $-1 $528 $528 $507 $529 forward $505 $-1 # edge $-1 -1 $-1 $550 -3.141592653589793116 $550 3.141592653589793116 $507 $551 forward @7 unknown # vertex $-1 -1 $-1 $509 $552 # ellipse-curve $-1 -1 $-1 2000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 3750 0 -16500 # loop $-1 -1 $-1 $553 $554 $49 # coedge $-1 -1 $-1 $534 $534 $555 $556 forward $513 $-1 # coedge $-1 -1 $-1 $535 $535 $514 $536 reversed $557 $-1 # edge $-1 -1 $-1 $558 -3.141592653589793116 $558 3.141592653589793116 $514 $559 forward @7 unknown # loop $-1 -1 $-1 $-1 $515 $560 # vertex $-1 -1 $-1 $516 $561 # ellipse-curve $-1 -1 $-1 -7000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $562 $563 $4 $-1 $564 forward single # point $-1 -1 $-1 -5250 0 -1500 # face $-1 -1 $-1 $540 $565 $4 $-1 $566 reversed single # loop $-1 -1 $-1 $497 $567 $520 # cone-surface $-1 -1 $-1 -4000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $568 $522 # plane-surface $-1 -1 $-1 -2499.999999999999091 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $547 $547 $568 $569 reversed $523 $-1 # coedge $-1 -1 $-1 $548 $548 $527 $549 forward $525 $-1 # edge $-1 -1 $-1 $570 -3.141592653589793116 $570 3.141592653589793116 $527 $571 forward @7 unknown # vertex $-1 -1 $-1 $529 $572 # ellipse-curve $-1 -1 $-1 500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 2250 0 -16500 # loop $-1 -1 $-1 $573 $574 $49 # coedge $-1 -1 $-1 $554 $554 $575 $576 forward $533 $-1 # coedge $-1 -1 $-1 $555 $555 $534 $556 reversed $577 $-1 # edge $-1 -1 $-1 $578 -3.141592653589793116 $578 3.141592653589793116 $534 $579 forward @7 unknown # loop $-1 -1 $-1 $-1 $535 $580 # vertex $-1 -1 $-1 $536 $581 # ellipse-curve $-1 -1 $-1 -8500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $582 $583 $4 $-1 $584 forward single # point $-1 -1 $-1 -6750 0 -1500 # face $-1 -1 $-1 $560 $585 $4 $-1 $586 reversed single # loop $-1 -1 $-1 $517 $587 $540 #m cone-surface $-1 -1 $-1 -5500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $588 $542 # plane-surface $-1 -1 $-1 -3999.999999999999091 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $567 $567 $588 $589 reversed $543 $-1 # coedge $-1 -1 $-1 $568 $568 $547 $569 forward $545 $-1 # edge $-1 -1 $-1 $590 -3.141592653589793116 $590 3.141592653589793116 $547 $591 forward @7 unknown # vertex $-1 -1 $-1 $549 $592 # ellipse-curve $-1 -1 $-1 -1000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 750 0 -16500 # loop $-1 -1 $-1 $593 $594 $49 # coedge $-1 -1 $-1 $574 $574 $595 $596 forward $553 $-1 # coedge $-1 -1 $-1 $575 $575 $554 $576 reversed $597 $-1 # edge $-1 -1 $-1 $598 -3.141592653589793116 $598 3.141592653589793116 $554 $599 forward @7 unknown # loop $-1 -1 $-1 $-1 $555 $600 # 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edge $-1 -1 $-1 $131 -3.141592653589793116 $131 3.141592653589793116 $92 $132 forward @7 unknown # vertex $-1 -1 $-1 $93 $133 # ellipse-curve $-1 -1 $-1 6500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 6750 1500 -16500 # loop $-1 -1 $-1 $134 $135 $49 # coedge $-1 -1 $-1 $113 $113 $136 $137 forward $97 $-1 # edge $-1 -1 $-1 $138 -3.141592653589793116 $138 3.141592653589793116 $98 $139 forward @7 unknown # coedge $-1 -1 $-1 $100 $99 $140 $141 reversed $74 $-1 # coedge $-1 -1 $-1 $142 $143 $99 $117 forward $144 $-1 # edge $-1 -1 $-1 $145 1.570796326794896558 $123 4.712388980384689674 $116 $146 forward @7 unknown # coedge $-1 -1 $-1 $147 $148 $100 $119 forward $149 $-1 # edge $-1 -1 $-1 $124 1.570796326794896558 $150 4.712388980384689674 $118 $151 forward @7 unknown # coedge $-1 -1 $-1 $152 $101 $148 $153 forward $122 $-1 # coedge $-1 -1 $-1 $101 $152 $142 $154 reversed $122 $-1 # loop $-1 -1 $-1 $-1 $101 $155 # vertex $-1 -1 $-1 $117 $156 # vertex $-1 -1 $-1 $119 $157 # straight-curve $-1 -1 $-1 8500 -2500 0 -10 1.671865260612000661e-16 0 F 0 F 1700 # face $-1 -1 $-1 $158 $159 $4 $-1 $160 forward single # loop $-1 -1 $-1 $-1 $161 $103 # plane-surface $-1 -1 $-1 3500.000000000000909 1500 -16500 0 0 1 10 0 0 forward_v I I I I # loop $-1 -1 $-1 $-1 $136 $88 # coedge $-1 -1 $-1 $130 $130 $161 $162 reversed $104 $-1 # vertex $-1 -1 $-1 $108 $163 # ellipse-curve $-1 -1 $-1 5000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 6750 1500 -1500 # loop $-1 -1 $-1 $164 $165 $49 # coedge $-1 -1 $-1 $135 $135 $166 $167 forward $112 $-1 # coedge $-1 -1 $-1 $136 $136 $113 $137 reversed $129 $-1 # edge $-1 -1 $-1 $168 -3.141592653589793116 $168 3.141592653589793116 $113 $169 forward @7 unknown # vertex $-1 -1 $-1 $114 $170 # ellipse-curve $-1 -1 $-1 5000 1500 -1500 0 0 1 -250 0 0 1 I I # coedge $-1 -1 $-1 $171 $172 $115 $141 forward $173 $-1 # edge $-1 -1 $-1 $150 0 $145 1700 $140 $174 forward @7 unknown # coedge $-1 -1 $-1 $175 $116 $121 $154 forward $144 $-1 # coedge $-1 -1 $-1 $116 $175 $171 $176 reversed $144 $-1 # loop $-1 -1 $-1 $-1 $116 $177 # vertex $-1 -1 $-1 $117 $178 # ellipse-curve $-1 -1 $-1 8500 0 0 0 0 -1 -2500 -0 -0 1 F 1.570796326794896558 F 4.712388980384689674 # coedge $-1 -1 $-1 $179 $118 $172 $180 forward $149 $-1 # coedge $-1 -1 $-1 $118 $179 $120 $153 reversed $149 $-1 # loop $-1 -1 $-1 $-1 $118 $181 # vertex $-1 -1 $-1 $141 $182 # ellipse-curve $-1 -1 $-1 -8499.999999999998181 0 0 -0 -0 -1 2499.999999999999545 0 0 1 F 1.570796326794896558 F 4.712388980384689674 # coedge $-1 -1 $-1 $121 $120 $183 $184 reversed $122 $-1 # edge $-1 -1 $-1 $124 0 $185 150 $120 $186 forward @7 tangent # edge $-1 -1 $-1 $123 0 $187 150 $121 $188 forward @7 tangent # face $-1 -1 $-1 $49 $122 $4 $-1 $189 forward single # point $-1 -1 $-1 8500 -2500 0 # point $-1 -1 $-1 -8499.999999999998181 -2499.999999999999545 0 # face $-1 -1 $-1 $190 $191 $4 $-1 $192 reversed single # loop $-1 -1 $-1 $193 $194 $126 # cone-surface $-1 -1 $-1 2000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $161 $161 $130 $162 forward $127 $-1 # edge $-1 -1 $-1 $195 -3.141592653589793116 $195 3.141592653589793116 $130 $196 forward @7 unknown # point $-1 -1 $-1 5250 1500 -16500 # loop $-1 -1 $-1 $197 $198 $49 # coedge $-1 -1 $-1 $165 $165 $199 $200 forward $134 $-1 # coedge $-1 -1 $-1 $166 $166 $135 $167 reversed $193 $-1 # edge $-1 -1 $-1 $201 -3.141592653589793116 $201 3.141592653589793116 $135 $202 forward @7 unknown # vertex $-1 -1 $-1 $137 $203 # ellipse-curve $-1 -1 $-1 3500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 5250 1500 -1500 # coedge $-1 -1 $-1 $204 $140 $143 $176 forward $173 $-1 # coedge $-1 -1 $-1 $140 $204 $147 $180 reversed $173 $-1 # loop $-1 -1 $-1 $-1 $140 $205 # straight-curve $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 10 8.359326303060003057e-16 0 F 0 F 1700 # coedge $-1 -1 $-1 $143 $142 $206 $207 reversed $144 $-1 # edge $-1 -1 $-1 $145 0 $208 150 $171 $209 forward @7 tangent # face $-1 -1 $-1 $205 $144 $4 $-1 $210 forward single # point $-1 -1 $-1 8500 2500 0 # coedge $-1 -1 $-1 $148 $147 $211 $212 reversed $149 $-1 # edge $-1 -1 $-1 $150 0 $213 150 $147 $214 forward @7 tangent # face $-1 -1 $-1 $155 $149 $4 $-1 $215 forward single # point $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 # coedge $-1 -1 $-1 $211 $206 $152 $184 forward $216 $-1 # edge $-1 -1 $-1 $187 0 $185 1700 $152 $217 forward @7 unknown # vertex $-1 -1 $-1 $212 $218 # straight-curve $-1 -1 $-1 -8499.999999999998181 -2499.999999999999545 0 0 0 -10 I I # vertex $-1 -1 $-1 $154 $219 # straight-curve $-1 -1 $-1 8500 -2500 0 0 0 -10 I I # plane-surface $-1 -1 $-1 8500 -2500 0 -1.671865260612000599e-17 -1 -0 -10 1.671865260612000661e-16 0 forward_v I I I I # face $-1 -1 $-1 $220 $221 $4 $-1 $222 forward single # loop $-1 -1 $-1 $-1 $223 $158 # plane-surface $-1 -1 $-1 2000.000000000001137 1500 -16500 0 0 1 10 0 0 forward_v I I I I # loop $-1 -1 $-1 $-1 $166 $126 # coedge $-1 -1 $-1 $194 $194 $223 $224 reversed $159 $-1 # vertex $-1 -1 $-1 $162 $225 # ellipse-curve $-1 -1 $-1 3500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $226 $227 $49 # coedge $-1 -1 $-1 $198 $198 $228 $229 forward $164 $-1 # coedge $-1 -1 $-1 $199 $199 $165 $200 reversed $230 $-1 # edge $-1 -1 $-1 $231 -3.141592653589793116 $231 3.141592653589793116 $165 $232 forward @7 unknown # vertex $-1 -1 $-1 $167 $233 # ellipse-curve $-1 -1 $-1 2000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 3750 1500 -1500 # coedge $-1 -1 $-1 $172 $171 $234 $235 reversed $173 $-1 # face $-1 -1 $-1 $181 $173 $4 $-1 $236 forward single # coedge $-1 -1 $-1 $183 $234 $175 $207 forward $216 $-1 # edge $-1 -1 $-1 $208 1.570796326794896558 $187 4.712388980384689674 $175 $237 forward @7 unknown # vertex $-1 -1 $-1 $207 $238 # straight-curve $-1 -1 $-1 8500 2500 0 0 0 -10 I I # cone-surface $-1 -1 $-1 8500 0 0 0 0 -1 -2500 0 0 1 I I 0 1 2500 forward I I I I # coedge $-1 -1 $-1 $234 $183 $179 $212 forward $216 $-1 # edge $-1 -1 $-1 $185 1.570796326794896558 $213 4.712388980384689674 $179 $239 forward @7 unknown # vertex $-1 -1 $-1 $235 $240 # straight-curve $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 0 0 -10 I I # cone-surface $-1 -1 $-1 -8499.999999999998181 0 0 0 0 -1 2499.999999999999545 0 0 1 I I 0 1 2499.999999999999545 forward I I I I # loop $-1 -1 $-1 $-1 $183 $49 # straight-curve $-1 -1 $-1 8500 -2500 -1500 -10 1.671865260612000661e-16 0 I I # point $-1 -1 $-1 -8500 -2499.999999999999545 -1500 # point $-1 -1 $-1 8500 -2500 -1500 # face $-1 -1 $-1 $241 $242 $4 $-1 $243 reversed single # loop $-1 -1 $-1 $230 $244 $190 # cone-surface $-1 -1 $-1 500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $223 $223 $194 $224 forward $191 $-1 # edge $-1 -1 $-1 $245 -3.141592653589793116 $245 3.141592653589793116 $194 $246 forward @7 unknown # point $-1 -1 $-1 3750 1500 -16500 # loop $-1 -1 $-1 $247 $248 $49 # coedge $-1 -1 $-1 $227 $227 $249 $250 forward $197 $-1 # coedge $-1 -1 $-1 $228 $228 $198 $229 reversed $251 $-1 # edge $-1 -1 $-1 $252 -3.141592653589793116 $252 3.141592653589793116 $198 $253 forward @7 unknown # loop $-1 -1 $-1 $-1 $199 $190 # vertex $-1 -1 $-1 $200 $254 # ellipse-curve $-1 -1 $-1 500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 2250 1500 -1500 # coedge $-1 -1 $-1 $206 $211 $204 $235 forward $216 $-1 # edge $-1 -1 $-1 $213 0 $208 1700 $204 $255 forward @7 unknown # plane-surface $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 -8.359326303060003303e-17 1 0 10 8.359326303060003057e-16 0 forward_v I I I I # ellipse-curve $-1 -1 $-1 8500 0 -1500 0 0 -1 -2500 -0 -0 1 I I # point $-1 -1 $-1 8500 2500 -1500 # ellipse-curve $-1 -1 $-1 -8499.999999999998181 0 -1500 -0 -0 -1 2499.999999999999545 0 0 1 I I # point $-1 -1 $-1 -8500 2499.999999999999091 -1500 # face $-1 -1 $-1 $256 $257 $4 $-1 $258 forward single # loop $-1 -1 $-1 $-1 $259 $220 # plane-surface $-1 -1 $-1 500.0000000000011369 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $244 $244 $259 $260 reversed $221 $-1 # vertex $-1 -1 $-1 $224 $261 # ellipse-curve $-1 -1 $-1 2000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $262 $263 $49 # coedge $-1 -1 $-1 $248 $248 $264 $265 forward $226 $-1 # coedge $-1 -1 $-1 $249 $249 $227 $250 reversed $266 $-1 # edge $-1 -1 $-1 $267 -3.141592653589793116 $267 3.141592653589793116 $227 $268 forward @7 unknown # loop $-1 -1 $-1 $-1 $228 $241 # vertex $-1 -1 $-1 $229 $269 # ellipse-curve $-1 -1 $-1 -1000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 750 1500 -1500 # straight-curve $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 -1500 10 8.359326303060003057e-16 0 I I # face $-1 -1 $-1 $270 $271 $4 $-1 $272 reversed single # loop $-1 -1 $-1 $251 $273 $241 # cone-surface $-1 -1 $-1 -1000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $259 $259 $244 $260 forward $242 $-1 # edge $-1 -1 $-1 $274 -3.141592653589793116 $274 3.141592653589793116 $244 $275 forward @7 unknown # point $-1 -1 $-1 2250 1500 -16500 # loop $-1 -1 $-1 $276 $277 $49 # coedge $-1 -1 $-1 $263 $263 $278 $279 forward $247 $-1 # coedge $-1 -1 $-1 $264 $264 $248 $265 reversed $280 $-1 # edge $-1 -1 $-1 $281 -3.141592653589793116 $281 3.141592653589793116 $248 $282 forward @7 unknown # loop $-1 -1 $-1 $-1 $249 $270 # vertex $-1 -1 $-1 $250 $283 # ellipse-curve $-1 -1 $-1 -2500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 -750 1500 -1500 # face $-1 -1 $-1 $284 $285 $4 $-1 $286 forward single # loop $-1 -1 $-1 $-1 $287 $256 # plane-surface $-1 -1 $-1 -999.9999999999988631 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $273 $273 $287 $288 reversed $257 $-1 # vertex $-1 -1 $-1 $260 $289 # ellipse-curve $-1 -1 $-1 500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $290 $291 $49 # coedge $-1 -1 $-1 $277 $277 $292 $293 forward $262 $-1 # coedge $-1 -1 $-1 $278 $278 $263 $279 reversed $294 $-1 # edge $-1 -1 $-1 $295 -3.141592653589793116 $295 3.141592653589793116 $263 $296 forward @7 unknown # loop $-1 -1 $-1 $-1 $264 $297 # vertex $-1 -1 $-1 $265 $298 # ellipse-curve $-1 -1 $-1 -4000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 -2250 1500 -1500 # face $-1 -1 $-1 $297 $299 $4 $-1 $300 reversed single # loop $-1 -1 $-1 $266 $301 $270 # cone-surface $-1 -1 $-1 -2500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $287 $287 $273 $288 forward $271 $-1 # edge $-1 -1 $-1 $302 -3.141592653589793116 $302 3.141592653589793116 $273 $303 forward @7 unknown # point $-1 -1 $-1 750 1500 -16500 # loop $-1 -1 $-1 $304 $305 $49 # coedge $-1 -1 $-1 $291 $291 $306 $307 forward $276 $-1 # coedge $-1 -1 $-1 $292 $292 $277 $293 reversed $308 $-1 # edge $-1 -1 $-1 $309 -3.141592653589793116 $309 3.141592653589793116 $277 $310 forward @7 unknown # loop $-1 -1 $-1 $-1 $278 $311 # vertex $-1 -1 $-1 $279 $312 # ellipse-curve $-1 -1 $-1 -5500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $313 $314 $4 $-1 $315 forward single # point $-1 -1 $-1 -3750 1500 -1500 # loop $-1 -1 $-1 $-1 $316 $284 # plane-surface $-1 -1 $-1 -2499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $301 $301 $316 $317 reversed $285 $-1 # vertex $-1 -1 $-1 $288 $318 # ellipse-curve $-1 -1 $-1 -1000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $319 $320 $49 # coedge $-1 -1 $-1 $305 $305 $321 $322 forward $290 $-1 # coedge $-1 -1 $-1 $306 $306 $291 $307 reversed $323 $-1 # edge $-1 -1 $-1 $324 -3.141592653589793116 $324 3.141592653589793116 $291 $325 forward @7 unknown # loop $-1 -1 $-1 $-1 $292 $326 # vertex $-1 -1 $-1 $293 $327 # ellipse-curve $-1 -1 $-1 -7000 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $328 $329 $4 $-1 $330 forward single # point $-1 -1 $-1 -5250 1500 -1500 # face $-1 -1 $-1 $311 $331 $4 $-1 $332 reversed single # loop $-1 -1 $-1 $280 $333 $297 # cone-surface $-1 -1 $-1 -4000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $316 $316 $301 $317 forward $299 $-1 # edge $-1 -1 $-1 $334 -3.141592653589793116 $334 3.141592653589793116 $301 $335 forward @7 unknown # point $-1 -1 $-1 -750 1500 -16500 # loop $-1 -1 $-1 $336 $337 $49 # coedge $-1 -1 $-1 $320 $320 $338 $339 forward $304 $-1 # coedge $-1 -1 $-1 $321 $321 $305 $322 reversed $340 $-1 # edge $-1 -1 $-1 $341 -3.141592653589793116 $341 3.141592653589793116 $305 $342 forward @7 unknown # loop $-1 -1 $-1 $-1 $306 $343 # vertex $-1 -1 $-1 $307 $344 # ellipse-curve $-1 -1 $-1 -8500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $345 $346 $4 $-1 $347 forward single # point $-1 -1 $-1 -6750 1500 -1500 # face $-1 -1 $-1 $326 $348 $4 $-1 $349 reversed single # loop $-1 -1 $-1 $294 $350 $311 # cone-surface $-1 -1 $-1 -5500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $351 $313 # plane-surface $-1 -1 $-1 -3999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $333 $333 $351 $352 reversed $314 $-1 # vertex $-1 -1 $-1 $317 $353 # ellipse-curve $-1 -1 $-1 -2500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $354 $355 $49 # coedge $-1 -1 $-1 $337 $337 $356 $357 forward $319 $-1 # coedge $-1 -1 $-1 $338 $338 $320 $339 reversed $358 $-1 # edge $-1 -1 $-1 $359 -3.141592653589793116 $359 3.141592653589793116 $320 $360 forward @7 unknown # loop $-1 -1 $-1 $-1 $321 $361 # vertex $-1 -1 $-1 $322 $362 # ellipse-curve $-1 -1 $-1 8000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $363 $364 $4 $-1 $365 forward single # point $-1 -1 $-1 -8250 1500 -1500 # face $-1 -1 $-1 $343 $366 $4 $-1 $367 reversed single # loop $-1 -1 $-1 $308 $368 $326 # cone-surface $-1 -1 $-1 -7000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $369 $328 # plane-surface $-1 -1 $-1 -5499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $350 $350 $369 $370 reversed $329 $-1 # coedge $-1 -1 $-1 $351 $351 $333 $352 forward $331 $-1 # edge $-1 -1 $-1 $371 -3.141592653589793116 $371 3.141592653589793116 $333 $372 forward @7 unknown # point $-1 -1 $-1 -2250 1500 -16500 # loop $-1 -1 $-1 $373 $374 $49 # coedge $-1 -1 $-1 $355 $355 $375 $376 forward $336 $-1 # coedge $-1 -1 $-1 $356 $356 $337 $357 reversed $377 $-1 # edge $-1 -1 $-1 $378 -3.141592653589793116 $378 3.141592653589793116 $337 $379 forward @7 unknown # loop $-1 -1 $-1 $-1 $338 $380 # vertex $-1 -1 $-1 $339 $381 # ellipse-curve $-1 -1 $-1 6500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $382 $383 $4 $-1 $384 forward single # point $-1 -1 $-1 8250 0 -1500 # face $-1 -1 $-1 $361 $385 $4 $-1 $386 reversed single # loop $-1 -1 $-1 $323 $387 $343 # cone-surface $-1 -1 $-1 -8500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $388 $345 # plane-surface $-1 -1 $-1 -6999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $368 $368 $388 $389 reversed $346 $-1 # coedge $-1 -1 $-1 $369 $369 $350 $370 forward $348 $-1 # edge $-1 -1 $-1 $390 -3.141592653589793116 $390 3.141592653589793116 $350 $391 forward @7 unknown # vertex $-1 -1 $-1 $352 $392 # ellipse-curve $-1 -1 $-1 -4000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $393 $394 $49 # coedge $-1 -1 $-1 $374 $374 $395 $396 forward $354 $-1 # coedge $-1 -1 $-1 $375 $375 $355 $376 reversed $397 $-1 # edge $-1 -1 $-1 $398 -3.141592653589793116 $398 3.141592653589793116 $355 $399 forward @7 unknown # loop $-1 -1 $-1 $-1 $356 $400 # vertex $-1 -1 $-1 $357 $401 # ellipse-curve $-1 -1 $-1 5000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $402 $403 $4 $-1 $404 forward single # point $-1 -1 $-1 6750 0 -1500 # face $-1 -1 $-1 $380 $405 $4 $-1 $406 reversed single # loop $-1 -1 $-1 $340 $407 $361 # cone-surface $-1 -1 $-1 8000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $408 $363 # plane-surface $-1 -1 $-1 -8499.999999999998181 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $387 $387 $408 $409 reversed $364 $-1 # coedge $-1 -1 $-1 $388 $388 $368 $389 forward $366 $-1 # edge $-1 -1 $-1 $410 -3.141592653589793116 $410 3.141592653589793116 $368 $411 forward @7 unknown # vertex $-1 -1 $-1 $370 $412 # ellipse-curve $-1 -1 $-1 -5500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -3750 1500 -16500 # loop $-1 -1 $-1 $413 $414 $49 # coedge $-1 -1 $-1 $394 $394 $415 $416 forward $373 $-1 # coedge $-1 -1 $-1 $395 $395 $374 $396 reversed $417 $-1 # edge $-1 -1 $-1 $418 -3.141592653589793116 $418 3.141592653589793116 $374 $419 forward @7 unknown # 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edge $-1 -1 $-1 $438 -3.141592653589793116 $438 3.141592653589793116 $394 $439 forward @7 unknown # loop $-1 -1 $-1 $-1 $395 $440 # vertex $-1 -1 $-1 $396 $441 # ellipse-curve $-1 -1 $-1 2000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $442 $443 $4 $-1 $444 forward single # point $-1 -1 $-1 3750 0 -1500 # face $-1 -1 $-1 $420 $445 $4 $-1 $446 reversed single # loop $-1 -1 $-1 $377 $447 $400 # cone-surface $-1 -1 $-1 5000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $448 $402 # plane-surface $-1 -1 $-1 6500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $427 $427 $448 $449 reversed $403 $-1 # coedge $-1 -1 $-1 $428 $428 $407 $429 forward $405 $-1 # edge $-1 -1 $-1 $450 -3.141592653589793116 $450 3.141592653589793116 $407 $451 forward @7 unknown # vertex $-1 -1 $-1 $409 $452 # ellipse-curve $-1 -1 $-1 -8500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -6750 1500 -16500 # loop $-1 -1 $-1 $453 $454 $49 # coedge $-1 -1 $-1 $434 $434 $455 $456 forward $413 $-1 # 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coedge $-1 -1 $-1 $608 $608 $587 $609 forward $585 $-1 # edge $-1 -1 $-1 $630 -3.141592653589793116 $630 3.141592653589793116 $587 $631 forward @7 unknown # vertex $-1 -1 $-1 $589 $632 # ellipse-curve $-1 -1 $-1 -4000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -2250 0 -16500 # loop $-1 -1 $-1 $633 $634 $49 # coedge $-1 -1 $-1 $614 $614 $635 $636 forward $593 $-1 # coedge $-1 -1 $-1 $615 $615 $594 $616 reversed $637 $-1 # edge $-1 -1 $-1 $638 -3.141592653589793116 $638 3.141592653589793116 $594 $639 forward @7 unknown # loop $-1 -1 $-1 $-1 $595 $640 # vertex $-1 -1 $-1 $596 $641 # ellipse-curve $-1 -1 $-1 5000 -1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $642 $643 $4 $-1 $644 forward single # point $-1 -1 $-1 6750 -1500 -1500 # face $-1 -1 $-1 $620 $645 $4 $-1 $646 reversed single # loop $-1 -1 $-1 $577 $647 $600 # cone-surface $-1 -1 $-1 8000 -1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $648 $602 # plane-surface $-1 -1 $-1 -8499.999999999998181 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $627 $627 $648 $649 reversed $603 $-1 # coedge $-1 -1 $-1 $628 $628 $607 $629 forward $605 $-1 # edge $-1 -1 $-1 $650 -3.141592653589793116 $650 3.141592653589793116 $607 $651 forward @7 unknown # vertex $-1 -1 $-1 $609 $652 # ellipse-curve $-1 -1 $-1 -5500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -3750 0 -16500 # loop $-1 -1 $-1 $653 $654 $49 # coedge $-1 -1 $-1 $634 $634 $655 $656 forward $613 $-1 # coedge $-1 -1 $-1 $635 $635 $614 $636 reversed $657 $-1 # edge $-1 -1 $-1 $658 -3.141592653589793116 $658 3.141592653589793116 $614 $659 forward @7 unknown # loop $-1 -1 $-1 $-1 $615 $660 # vertex $-1 -1 $-1 $616 $661 # ellipse-curve $-1 -1 $-1 3500 -1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $662 $663 $4 $-1 $664 forward single # point $-1 -1 $-1 5250 -1500 -1500 # face $-1 -1 $-1 $640 $665 $4 $-1 $666 reversed single # loop $-1 -1 $-1 $597 $667 $620 # cone-surface $-1 -1 $-1 6500 -1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $668 $622 # plane-surface $-1 -1 $-1 8000.000000000000909 -1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $647 $647 $668 $669 reversed $623 $-1 # coedge $-1 -1 $-1 $648 $648 $627 $649 forward $625 $-1 # edge $-1 -1 $-1 $670 -3.141592653589793116 $670 3.141592653589793116 $627 $671 forward @7 unknown # vertex $-1 -1 $-1 $629 $672 # ellipse-curve $-1 -1 $-1 -7000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -5250 0 -16500 # loop $-1 -1 $-1 $673 $674 $49 # coedge $-1 -1 $-1 $654 $654 $675 $676 forward $633 $-1 # coedge $-1 -1 $-1 $655 $655 $634 $656 reversed $677 $-1 # edge $-1 -1 $-1 $678 -3.141592653589793116 $678 3.141592653589793116 $634 $679 forward @7 unknown # loop $-1 -1 $-1 $-1 $635 $680 # vertex $-1 -1 $-1 $636 $681 # ellipse-curve $-1 -1 $-1 2000 -1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $682 $683 $4 $-1 $684 forward single # point $-1 -1 $-1 3750 -1500 -1500 # face $-1 -1 $-1 $660 $685 $4 $-1 $686 reversed single # loop $-1 -1 $-1 $617 $687 $640 # cone-surface $-1 -1 $-1 5000 -1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # 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edge $-1 -1 $-1 $124 1.570796326794896558 $150 4.712388980384689674 $118 $151 forward @7 unknown # coedge $-1 -1 $-1 $152 $101 $148 $153 forward $122 $-1 # coedge $-1 -1 $-1 $101 $152 $142 $154 reversed $122 $-1 # loop $-1 -1 $-1 $-1 $101 $155 # vertex $-1 -1 $-1 $117 $156 # vertex $-1 -1 $-1 $119 $157 # straight-curve $-1 -1 $-1 8500 -2500 0 -10 1.671865260612000661e-16 0 F 0 F 1700 # face $-1 -1 $-1 $158 $159 $4 $-1 $160 forward single # loop $-1 -1 $-1 $-1 $161 $103 # plane-surface $-1 -1 $-1 3500.000000000000909 1500 -16500 0 0 1 10 0 0 forward_v I I I I # loop $-1 -1 $-1 $-1 $136 $88 # coedge $-1 -1 $-1 $130 $130 $161 $162 reversed $104 $-1 # vertex $-1 -1 $-1 $108 $163 # ellipse-curve $-1 -1 $-1 5000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 6750 1500 -1500 # loop $-1 -1 $-1 $164 $165 $49 # coedge $-1 -1 $-1 $135 $135 $166 $167 forward $112 $-1 # coedge $-1 -1 $-1 $136 $136 $113 $137 reversed $129 $-1 # edge $-1 -1 $-1 $168 -3.141592653589793116 $168 3.141592653589793116 $113 $169 forward @7 unknown # vertex $-1 -1 $-1 $114 $170 # ellipse-curve $-1 -1 $-1 5000 1500 -1500 0 0 1 -250 0 0 1 I I # coedge $-1 -1 $-1 $171 $172 $115 $141 forward $173 $-1 # edge $-1 -1 $-1 $150 0 $145 1700 $140 $174 forward @7 unknown # coedge $-1 -1 $-1 $175 $116 $121 $154 forward $144 $-1 # coedge $-1 -1 $-1 $116 $175 $171 $176 reversed $144 $-1 # loop $-1 -1 $-1 $-1 $116 $177 # vertex $-1 -1 $-1 $117 $178 # ellipse-curve $-1 -1 $-1 8500 0 0 0 0 -1 -2500 -0 -0 1 F 1.570796326794896558 F 4.712388980384689674 # coedge $-1 -1 $-1 $179 $118 $172 $180 forward $149 $-1 # coedge $-1 -1 $-1 $118 $179 $120 $153 reversed $149 $-1 # loop $-1 -1 $-1 $-1 $118 $181 # vertex $-1 -1 $-1 $141 $182 # ellipse-curve $-1 -1 $-1 -8499.999999999998181 0 0 -0 -0 -1 2499.999999999999545 0 0 1 F 1.570796326794896558 F 4.712388980384689674 # coedge $-1 -1 $-1 $121 $120 $183 $184 reversed $122 $-1 # edge $-1 -1 $-1 $124 0 $185 150 $120 $186 forward @7 tangent # edge $-1 -1 $-1 $123 0 $187 150 $121 $188 forward @7 tangent # face $-1 -1 $-1 $49 $122 $4 $-1 $189 forward single # point $-1 -1 $-1 8500 -2500 0 # point $-1 -1 $-1 -8499.999999999998181 -2499.999999999999545 0 # face $-1 -1 $-1 $190 $191 $4 $-1 $192 reversed single # loop $-1 -1 $-1 $193 $194 $126 # cone-surface $-1 -1 $-1 2000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $161 $161 $130 $162 forward $127 $-1 # edge $-1 -1 $-1 $195 -3.141592653589793116 $195 3.141592653589793116 $130 $196 forward @7 unknown # point $-1 -1 $-1 5250 1500 -16500 # loop $-1 -1 $-1 $197 $198 $49 # coedge $-1 -1 $-1 $165 $165 $199 $200 forward $134 $-1 # coedge $-1 -1 $-1 $166 $166 $135 $167 reversed $193 $-1 # edge $-1 -1 $-1 $201 -3.141592653589793116 $201 3.141592653589793116 $135 $202 forward @7 unknown # vertex $-1 -1 $-1 $137 $203 # ellipse-curve $-1 -1 $-1 3500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 5250 1500 -1500 # coedge $-1 -1 $-1 $204 $140 $143 $176 forward $173 $-1 # coedge $-1 -1 $-1 $140 $204 $147 $180 reversed $173 $-1 # loop $-1 -1 $-1 $-1 $140 $205 # straight-curve $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 10 8.359326303060003057e-16 0 F 0 F 1700 # coedge $-1 -1 $-1 $143 $142 $206 $207 reversed $144 $-1 # edge $-1 -1 $-1 $145 0 $208 150 $171 $209 forward @7 tangent # face $-1 -1 $-1 $205 $144 $4 $-1 $210 forward single # point $-1 -1 $-1 8500 2500 0 # coedge $-1 -1 $-1 $148 $147 $211 $212 reversed $149 $-1 # edge $-1 -1 $-1 $150 0 $213 150 $147 $214 forward @7 tangent # face $-1 -1 $-1 $155 $149 $4 $-1 $215 forward single # point $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 # coedge $-1 -1 $-1 $211 $206 $152 $184 forward $216 $-1 # edge $-1 -1 $-1 $187 0 $185 1700 $152 $217 forward @7 unknown # vertex $-1 -1 $-1 $212 $218 # straight-curve $-1 -1 $-1 -8499.999999999998181 -2499.999999999999545 0 0 0 -10 I I # vertex $-1 -1 $-1 $154 $219 # straight-curve $-1 -1 $-1 8500 -2500 0 0 0 -10 I I # plane-surface $-1 -1 $-1 8500 -2500 0 -1.671865260612000599e-17 -1 -0 -10 1.671865260612000661e-16 0 forward_v I I I I # face $-1 -1 $-1 $220 $221 $4 $-1 $222 forward single # loop $-1 -1 $-1 $-1 $223 $158 # plane-surface $-1 -1 $-1 2000.000000000001137 1500 -16500 0 0 1 10 0 0 forward_v I I I I # loop $-1 -1 $-1 $-1 $166 $126 # coedge $-1 -1 $-1 $194 $194 $223 $224 reversed $159 $-1 # vertex $-1 -1 $-1 $162 $225 # ellipse-curve $-1 -1 $-1 3500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $226 $227 $49 # coedge $-1 -1 $-1 $198 $198 $228 $229 forward $164 $-1 # coedge $-1 -1 $-1 $199 $199 $165 $200 reversed $230 $-1 # edge $-1 -1 $-1 $231 -3.141592653589793116 $231 3.141592653589793116 $165 $232 forward @7 unknown # vertex $-1 -1 $-1 $167 $233 # ellipse-curve $-1 -1 $-1 2000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 3750 1500 -1500 # coedge $-1 -1 $-1 $172 $171 $234 $235 reversed $173 $-1 # face $-1 -1 $-1 $181 $173 $4 $-1 $236 forward single # coedge $-1 -1 $-1 $183 $234 $175 $207 forward $216 $-1 # edge $-1 -1 $-1 $208 1.570796326794896558 $187 4.712388980384689674 $175 $237 forward @7 unknown # vertex $-1 -1 $-1 $207 $238 # straight-curve $-1 -1 $-1 8500 2500 0 0 0 -10 I I # cone-surface $-1 -1 $-1 8500 0 0 0 0 -1 -2500 0 0 1 I I 0 1 2500 forward I I I I # coedge $-1 -1 $-1 $234 $183 $179 $212 forward $216 $-1 # edge $-1 -1 $-1 $185 1.570796326794896558 $213 4.712388980384689674 $179 $239 forward @7 unknown # vertex $-1 -1 $-1 $235 $240 # straight-curve $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 0 0 -10 I I # cone-surface $-1 -1 $-1 -8499.999999999998181 0 0 0 0 -1 2499.999999999999545 0 0 1 I I 0 1 2499.999999999999545 forward I I I I # loop $-1 -1 $-1 $-1 $183 $49 # straight-curve $-1 -1 $-1 8500 -2500 -1500 -10 1.671865260612000661e-16 0 I I # point $-1 -1 $-1 -8500 -2499.999999999999545 -1500 # point $-1 -1 $-1 8500 -2500 -1500 # face $-1 -1 $-1 $241 $242 $4 $-1 $243 reversed single # loop $-1 -1 $-1 $230 $244 $190 # cone-surface $-1 -1 $-1 500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $223 $223 $194 $224 forward $191 $-1 # edge $-1 -1 $-1 $245 -3.141592653589793116 $245 3.141592653589793116 $194 $246 forward @7 unknown # point $-1 -1 $-1 3750 1500 -16500 # loop $-1 -1 $-1 $247 $248 $49 # coedge $-1 -1 $-1 $227 $227 $249 $250 forward $197 $-1 # coedge $-1 -1 $-1 $228 $228 $198 $229 reversed $251 $-1 # edge $-1 -1 $-1 $252 -3.141592653589793116 $252 3.141592653589793116 $198 $253 forward @7 unknown # loop $-1 -1 $-1 $-1 $199 $190 # vertex $-1 -1 $-1 $200 $254 # ellipse-curve $-1 -1 $-1 500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 2250 1500 -1500 # coedge $-1 -1 $-1 $206 $211 $204 $235 forward $216 $-1 # edge $-1 -1 $-1 $213 0 $208 1700 $204 $255 forward @7 unknown # plane-surface $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 -8.359326303060003303e-17 1 0 10 8.359326303060003057e-16 0 forward_v I I I I # ellipse-curve $-1 -1 $-1 8500 0 -1500 0 0 -1 -2500 -0 -0 1 I I # point $-1 -1 $-1 8500 2500 -1500 # ellipse-curve $-1 -1 $-1 -8499.999999999998181 0 -1500 -0 -0 -1 2499.999999999999545 0 0 1 I I # point $-1 -1 $-1 -8500 2499.999999999999091 -1500 # face $-1 -1 $-1 $256 $257 $4 $-1 $258 forward single # loop $-1 -1 $-1 $-1 $259 $220 # plane-surface $-1 -1 $-1 500.0000000000011369 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $244 $244 $259 $260 reversed $221 $-1 # vertex $-1 -1 $-1 $224 $261 # ellipse-curve $-1 -1 $-1 2000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $262 $263 $49 # coedge $-1 -1 $-1 $248 $248 $264 $265 forward $226 $-1 # coedge $-1 -1 $-1 $249 $249 $227 $250 reversed $266 $-1 # edge $-1 -1 $-1 $267 -3.141592653589793116 $267 3.141592653589793116 $227 $268 forward @7 unknown # loop $-1 -1 $-1 $-1 $228 $241 # vertex $-1 -1 $-1 $229 $269 # ellipse-curve $-1 -1 $-1 -1000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 750 1500 -1500 # straight-curve $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 -1500 10 8.359326303060003057e-16 0 I I # face $-1 -1 $-1 $270 $271 $4 $-1 $272 reversed single # loop $-1 -1 $-1 $251 $273 $241 # cone-surface $-1 -1 $-1 -1000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $259 $259 $244 $260 forward $242 $-1 # edge $-1 -1 $-1 $274 -3.141592653589793116 $274 3.141592653589793116 $244 $275 forward @7 unknown # point $-1 -1 $-1 2250 1500 -16500 # loop $-1 -1 $-1 $276 $277 $49 # coedge $-1 -1 $-1 $263 $263 $278 $279 forward $247 $-1 # coedge $-1 -1 $-1 $264 $264 $248 $265 reversed $280 $-1 # edge $-1 -1 $-1 $281 -3.141592653589793116 $281 3.141592653589793116 $248 $282 forward @7 unknown # loop $-1 -1 $-1 $-1 $249 $270 # vertex $-1 -1 $-1 $250 $283 # ellipse-curve $-1 -1 $-1 -2500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 -750 1500 -1500 # face $-1 -1 $-1 $284 $285 $4 $-1 $286 forward single # loop $-1 -1 $-1 $-1 $287 $256 # plane-surface $-1 -1 $-1 -999.9999999999988631 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $273 $273 $287 $288 reversed $257 $-1 # vertex $-1 -1 $-1 $260 $289 # ellipse-curve $-1 -1 $-1 500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $290 $291 $49 # coedge $-1 -1 $-1 $277 $277 $292 $293 forward $262 $-1 # coedge $-1 -1 $-1 $278 $278 $263 $279 reversed $294 $-1 # edge $-1 -1 $-1 $295 -3.141592653589793116 $295 3.141592653589793116 $263 $296 forward @7 unknown # loop $-1 -1 $-1 $-1 $264 $297 # vertex $-1 -1 $-1 $265 $298 # ellipse-curve $-1 -1 $-1 -4000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 -2250 1500 -1500 # face $-1 -1 $-1 $297 $299 $4 $-1 $300 reversed single # loop $-1 -1 $-1 $266 $301 $270 # cone-surface $-1 -1 $-1 -2500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $287 $287 $273 $288 forward $271 $-1 # edge $-1 -1 $-1 $302 -3.141592653589793116 $302 3.141592653589793116 $273 $303 forward @7 unknown # point $-1 -1 $-1 750 1500 -16500 # loop $-1 -1 $-1 $304 $305 $49 # coedge $-1 -1 $-1 $291 $291 $306 $307 forward $276 $-1 # coedge $-1 -1 $-1 $292 $292 $277 $293 reversed $308 $-1 # edge $-1 -1 $-1 $309 -3.141592653589793116 $309 3.141592653589793116 $277 $310 forward @7 unknown # loop $-1 -1 $-1 $-1 $278 $311 # vertex $-1 -1 $-1 $279 $312 # ellipse-curve $-1 -1 $-1 -5500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $313 $314 $4 $-1 $315 forward single # point $-1 -1 $-1 -3750 1500 -1500 # loop $-1 -1 $-1 $-1 $316 $284 # plane-surface $-1 -1 $-1 -2499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $301 $301 $316 $317 reversed $285 $-1 # vertex $-1 -1 $-1 $288 $318 # ellipse-curve $-1 -1 $-1 -1000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $319 $320 $49 # coedge $-1 -1 $-1 $305 $305 $321 $322 forward $290 $-1 # coedge $-1 -1 $-1 $306 $306 $291 $307 reversed $323 $-1 # edge $-1 -1 $-1 $324 -3.141592653589793116 $324 3.141592653589793116 $291 $325 forward @7 unknown # loop $-1 -1 $-1 $-1 $292 $326 # vertex $-1 -1 $-1 $293 $327 # ellipse-curve $-1 -1 $-1 -7000 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $328 $329 $4 $-1 $330 forward single # point $-1 -1 $-1 -5250 1500 -1500 # face $-1 -1 $-1 $311 $331 $4 $-1 $332 reversed single # loop $-1 -1 $-1 $280 $333 $297 # cone-surface $-1 -1 $-1 -4000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $316 $316 $301 $317 forward $299 $-1 # edge $-1 -1 $-1 $334 -3.141592653589793116 $334 3.141592653589793116 $301 $335 forward @7 unknown # point $-1 -1 $-1 -750 1500 -16500 # loop $-1 -1 $-1 $336 $337 $49 # coedge $-1 -1 $-1 $320 $320 $338 $339 forward $304 $-1 # coedge $-1 -1 $-1 $321 $321 $305 $322 reversed $340 $-1 # edge $-1 -1 $-1 $341 -3.141592653589793116 $341 3.141592653589793116 $305 $342 forward @7 unknown # loop $-1 -1 $-1 $-1 $306 $343 # vertex $-1 -1 $-1 $307 $344 # ellipse-curve $-1 -1 $-1 -8500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $345 $346 $4 $-1 $347 forward single # point $-1 -1 $-1 -6750 1500 -1500 # face $-1 -1 $-1 $326 $348 $4 $-1 $349 reversed single # loop $-1 -1 $-1 $294 $350 $311 # cone-surface $-1 -1 $-1 -5500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $351 $313 # plane-surface $-1 -1 $-1 -3999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $333 $333 $351 $352 reversed $314 $-1 # vertex $-1 -1 $-1 $317 $353 # ellipse-curve $-1 -1 $-1 -2500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $354 $355 $49 # coedge $-1 -1 $-1 $337 $337 $356 $357 forward $319 $-1 # coedge $-1 -1 $-1 $338 $338 $320 $339 reversed $358 $-1 # edge $-1 -1 $-1 $359 -3.141592653589793116 $359 3.141592653589793116 $320 $360 forward @7 unknown # loop $-1 -1 $-1 $-1 $321 $361 # vertex $-1 -1 $-1 $322 $362 # ellipse-curve $-1 -1 $-1 8000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $363 $364 $4 $-1 $365 forward single # point $-1 -1 $-1 -8250 1500 -1500 # face $-1 -1 $-1 $343 $366 $4 $-1 $367 reversed single # loop $-1 -1 $-1 $308 $368 $326 # cone-surface $-1 -1 $-1 -7000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $369 $328 # plane-surface $-1 -1 $-1 -5499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $350 $350 $369 $370 reversed $329 $-1 # coedge $-1 -1 $-1 $351 $351 $333 $352 forward $331 $-1 # edge $-1 -1 $-1 $371 -3.141592653589793116 $371 3.141592653589793116 $333 $372 forward @7 unknown # point $-1 -1 $-1 -2250 1500 -16500 # loop $-1 -1 $-1 $373 $374 $49 # coedge $-1 -1 $-1 $355 $355 $375 $376 forward $336 $-1 # coedge $-1 -1 $-1 $356 $356 $337 $357 reversed $377 $-1 # edge $-1 -1 $-1 $378 -3.141592653589793116 $378 3.141592653589793116 $337 $379 forward @7 unknown # loop $-1 -1 $-1 $-1 $338 $380 # vertex $-1 -1 $-1 $339 $381 # ellipse-curve $-1 -1 $-1 6500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $382 $383 $4 $-1 $384 forward single # point $-1 -1 $-1 8250 0 -1500 # face $-1 -1 $-1 $361 $385 $4 $-1 $386 reversed single # loop $-1 -1 $-1 $323 $387 $343 # cone-surface $-1 -1 $-1 -8500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $388 $345 # plane-surface $-1 -1 $-1 -6999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $368 $368 $388 $389 reversed $346 $-1 # coedge $-1 -1 $-1 $369 $369 $350 $370 forward $348 $-1 # edge $-1 -1 $-1 $390 -3.141592653589793116 $390 3.141592653589793116 $350 $391 forward @7 unknown # vertex $-1 -1 $-1 $352 $392 # ellipse-curve $-1 -1 $-1 -4000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $393 $394 $49 # coedge $-1 -1 $-1 $374 $374 $395 $396 forward $354 $-1 # coedge $-1 -1 $-1 $375 $375 $355 $376 reversed $397 $-1 # edge $-1 -1 $-1 $398 -3.141592653589793116 $398 3.141592653589793116 $355 $399 forward @7 unknown # loop $-1 -1 $-1 $-1 $356 $400 # vertex $-1 -1 $-1 $357 $401 # ellipse-curve $-1 -1 $-1 5000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $402 $403 $4 $-1 $404 forward single # point $-1 -1 $-1 6750 0 -1500 # face $-1 -1 $-1 $380 $405 $4 $-1 $406 reversed single # loop $-1 -1 $-1 $340 $407 $361 # cone-surface $-1 -1 $-1 8000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $408 $363 # plane-surface $-1 -1 $-1 -8499.999999999998181 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $387 $387 $408 $409 reversed $364 $-1 # coedge $-1 -1 $-1 $388 $388 $368 $389 forward $366 $-1 # edge $-1 -1 $-1 $410 -3.141592653589793116 $410 3.141592653589793116 $368 $411 forward @7 unknown # vertex $-1 -1 $-1 $370 $412 # ellipse-curve $-1 -1 $-1 -5500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -3750 1500 -16500 # loop $-1 -1 $-1 $413 $414 $49 # coedge $-1 -1 $-1 $394 $394 $415 $416 forward $373 $-1 # coedge $-1 -1 $-1 $395 $395 $374 $396 reversed $417 $-1 # edge $-1 -1 $-1 $418 -3.141592653589793116 $418 3.141592653589793116 $374 $419 forward @7 unknown # loop $-1 -1 $-1 $-1 $375 $420 # vertex $-1 -1 $-1 $376 $421 # ellipse-curve $-1 -1 $-1 3500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $422 $423 $4 $-1 $424 forward single # point $-1 -1 $-1 5250 0 -1500 # face $-1 -1 $-1 $400 $425 $4 $-1 $426 reversed single # loop $-1 -1 $-1 $358 $427 $380 # cone-surface $-1 -1 $-1 6500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $428 $382 # plane-surface $-1 -1 $-1 8000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $407 $407 $428 $429 reversed $383 $-1 # coedge $-1 -1 $-1 $408 $408 $387 $409 forward $385 $-1 # edge $-1 -1 $-1 $430 -3.141592653589793116 $430 3.141592653589793116 $387 $431 forward @7 unknown # vertex $-1 -1 $-1 $389 $432 # ellipse-curve $-1 -1 $-1 -7000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -5250 1500 -16500 # loop $-1 -1 $-1 $433 $434 $49 # coedge $-1 -1 $-1 $414 $414 $435 $436 forward $393 $-1 # coedge $-1 -1 $-1 $415 $415 $394 $416 reversed $437 $-1 # edge $-1 -1 $-1 $438 -3.141592653589793116 $438 3.141592653589793116 $394 $439 forward @7 unknown # loop $-1 -1 $-1 $-1 $395 $440 # vertex $-1 -1 $-1 $396 $441 # ellipse-curve $-1 -1 $-1 2000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $442 $443 $4 $-1 $444 forward single # point $-1 -1 $-1 3750 0 -1500 # face $-1 -1 $-1 $420 $445 $4 $-1 $446 reversed single # loop $-1 -1 $-1 $377 $447 $400 # cone-surface $-1 -1 $-1 5000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $448 $402 # plane-surface $-1 -1 $-1 6500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $427 $427 $448 $449 reversed $403 $-1 # coedge $-1 -1 $-1 $428 $428 $407 $429 forward $405 $-1 # edge $-1 -1 $-1 $450 -3.141592653589793116 $450 3.141592653589793116 $407 $451 forward @7 unknown # vertex $-1 -1 $-1 $409 $452 # ellipse-curve $-1 -1 $-1 -8500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -6750 1500 -16500 # loop $-1 -1 $-1 $453 $454 $49 # coedge $-1 -1 $-1 $434 $434 $455 $456 forward $413 $-1 # coedge $-1 -1 $-1 $435 $435 $414 $436 reversed $457 $-1 # edge $-1 -1 $-1 $458 -3.141592653589793116 $458 3.141592653589793116 $414 $459 forward @7 unknown # loop $-1 -1 $-1 $-1 $415 $460 # vertex $-1 -1 $-1 $416 $461 # ellipse-curve $-1 -1 $-1 500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $462 $463 $4 $-1 $464 forward single # point $-1 -1 $-1 2250 0 -1500 # face $-1 -1 $-1 $440 $465 $4 $-1 $466 reversed single # loop $-1 -1 $-1 $397 $467 $420 # cone-surface $-1 -1 $-1 3500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $468 $422 # plane-surface $-1 -1 $-1 5000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $447 $447 $468 $469 reversed $423 $-1 # coedge $-1 -1 $-1 $448 $448 $427 $449 forward $425 $-1 # edge $-1 -1 $-1 $470 -3.141592653589793116 $470 3.141592653589793116 $427 $471 forward @7 unknown # vertex $-1 -1 $-1 $429 $472 # ellipse-curve $-1 -1 $-1 8000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -8250 1500 -16500 # loop $-1 -1 $-1 $473 $474 $49 # coedge $-1 -1 $-1 $454 $454 $475 $476 forward $433 $-1 # coedge $-1 -1 $-1 $455 $455 $434 $456 reversed $477 $-1 # edge $-1 -1 $-1 $478 -3.141592653589793116 $478 3.141592653589793116 $434 $479 forward @7 unknown # loop $-1 -1 $-1 $-1 $435 $480 # vertex $-1 -1 $-1 $436 $481 # ellipse-curve $-1 -1 $-1 -1000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $482 $483 $4 $-1 $484 forward single # point $-1 -1 $-1 750 0 -1500 # face $-1 -1 $-1 $460 $485 $4 $-1 $486 reversed single # loop $-1 -1 $-1 $417 $487 $440 # cone-surface $-1 -1 $-1 2000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $488 $442 # plane-surface $-1 -1 $-1 3500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $467 $467 $488 $489 reversed $443 $-1 # coedge $-1 -1 $-1 $468 $468 $447 $469 forward $445 $-1 # edge $-1 -1 $-1 $490 -3.141592653589793116 $490 3.141592653589793116 $447 $491 forward @7 unknown # vertex $-1 -1 $-1 $449 $492 # ellipse-curve $-1 -1 $-1 6500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 8250 0 -16500 # loop $-1 -1 $-1 $493 $494 $49 # coedge $-1 -1 $-1 $474 $474 $495 $496 forward $453 $-1 # coedge $-1 -1 $-1 $475 $475 $454 $476 reversed $497 $-1 # edge $-1 -1 $-1 $498 -3.141592653589793116 $498 3.141592653589793116 $454 $499 forward @7 unknown # loop $-1 -1 $-1 $-1 $455 $500 # vertex $-1 -1 $-1 $456 $501 # ellipse-curve $-1 -1 $-1 -2500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $502 $503 $4 $-1 $504 forward single # point $-1 -1 $-1 -750 0 -1500 # face $-1 -1 $-1 $480 $505 $4 $-1 $506 reversed single # loop $-1 -1 $-1 $437 $507 $460 # cone-surface $-1 -1 $-1 500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $508 $462 # plane-surface $-1 -1 $-1 2000.000000000001137 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $487 $487 $508 $509 reversed $463 $-1 # coedge $-1 -1 $-1 $488 $488 $467 $489 forward $465 $-1 # edge $-1 -1 $-1 $510 -3.141592653589793116 $510 3.141592653589793116 $467 $511 forward @7 unknown # vertex $-1 -1 $-1 $469 $512 # ellipse-curve $-1 -1 $-1 5000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 6750 0 -16500 # loop $-1 -1 $-1 $513 $514 $49 # coedge $-1 -1 $-1 $494 $494 $515 $516 forward $473 $-1 # coedge $-1 -1 $-1 $495 $495 $474 $496 reversed $517 $-1 # edge $-1 -1 $-1 $518 -3.141592653589793116 $518 3.141592653589793116 $474 $519 forward @7 unknown # loop $-1 -1 $-1 $-1 $475 $520 # vertex $-1 -1 $-1 $476 $521 # ellipse-curve $-1 -1 $-1 -4000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $522 $523 $4 $-1 $524 forward single # point $-1 -1 $-1 -2250 0 -1500 # face $-1 -1 $-1 $500 $525 $4 $-1 $526 reversed single # loop $-1 -1 $-1 $457 $527 $480 # cone-surface $-1 -1 $-1 -1000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $528 $482 # plane-surface $-1 -1 $-1 500.0000000000011369 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $507 $507 $528 $529 reversed $483 $-1 # coedge $-1 -1 $-1 $508 $508 $487 $509 forward $485 $-1 # edge $-1 -1 $-1 $530 -3.141592653589793116 $530 3.141592653589793116 $487 $531 forward @7 unknown # vertex $-1 -1 $-1 $489 $532 # ellipse-curve $-1 -1 $-1 3500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 5250 0 -16500 # loop $-1 -1 $-1 $533 $534 $49 # coedge $-1 -1 $-1 $514 $514 $535 $536 forward $493 $-1 # coedge $-1 -1 $-1 $515 $515 $494 $516 reversed $537 $-1 # edge $-1 -1 $-1 $538 -3.141592653589793116 $538 3.141592653589793116 $494 $539 forward @7 unknown # loop $-1 -1 $-1 $-1 $495 $540 # vertex $-1 -1 $-1 $496 $541 # ellipse-curve $-1 -1 $-1 -5500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $542 $543 $4 $-1 $544 forward single # point $-1 -1 $-1 -3750 0 -1500 # face $-1 -1 $-1 $520 $545 $4 $-1 $546 reversed single # loop $-1 -1 $-1 $477 $547 $500 # 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coedge $-1 -1 $-1 $635 $635 $614 $636 reversed $657 $-1 # edge $-1 -1 $-1 $658 -3.141592653589793116 $658 3.141592653589793116 $614 $659 forward @7 unknown # loop $-1 -1 $-1 $-1 $615 $660 # vertex $-1 -1 $-1 $616 $661 # ellipse-curve $-1 -1 $-1 3500 -1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $662 $663 $4 $-1 $664 forward single # point $-1 -1 $-1 5250 -1500 -1500 # face $-1 -1 $-1 $640 $665 $4 $-1 $666 reversed single # loop $-1 -1 $-1 $597 $667 $620 # cone-surface $-1 -1 $-1 6500 -1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $668 $622 # plane-surface $-1 -1 $-1 8000.000000000000909 -1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $647 $647 $668 $669 reversed $623 $-1 # coedge $-1 -1 $-1 $648 $648 $627 $649 forward $625 $-1 # edge $-1 -1 $-1 $670 -3.141592653589793116 $670 3.141592653589793116 $627 $671 forward @7 unknown # vertex $-1 -1 $-1 $629 $672 # ellipse-curve $-1 -1 $-1 -7000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -5250 0 -16500 # 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edge $-1 -1 $-1 $302 -3.141592653589793116 $302 3.141592653589793116 $273 $303 forward @7 unknown # point $-1 -1 $-1 750 1500 -16500 # loop $-1 -1 $-1 $304 $305 $49 # coedge $-1 -1 $-1 $291 $291 $306 $307 forward $276 $-1 # coedge $-1 -1 $-1 $292 $292 $277 $293 reversed $308 $-1 # edge $-1 -1 $-1 $309 -3.141592653589793116 $309 3.141592653589793116 $277 $310 forward @7 unknown # loop $-1 -1 $-1 $-1 $278 $311 # vertex $-1 -1 $-1 $279 $312 # ellipse-curve $-1 -1 $-1 -5500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $313 $314 $4 $-1 $315 forward single # point $-1 -1 $-1 -3750 1500 -1500 # loop $-1 -1 $-1 $-1 $316 $284 # plane-surface $-1 -1 $-1 -2499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $301 $301 $316 $317 reversed $285 $-1 # vertex $-1 -1 $-1 $288 $318 # ellipse-curve $-1 -1 $-1 -1000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $319 $320 $49 # coedge $-1 -1 $-1 $305 $305 $321 $322 forward $290 $-1 # coedge $-1 -1 $-1 $306 $306 $291 $307 reversed $323 $-1 # edge $-1 -1 $-1 $324 -3.141592653589793116 $324 3.141592653589793116 $291 $325 forward @7 unknown # loop $-1 -1 $-1 $-1 $292 $326 # vertex $-1 -1 $-1 $293 $327 # ellipse-curve $-1 -1 $-1 -7000 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $328 $329 $4 $-1 $330 forward single # point $-1 -1 $-1 -5250 1500 -1500 # face $-1 -1 $-1 $311 $331 $4 $-1 $332 reversed single # loop $-1 -1 $-1 $280 $333 $297 # cone-surface $-1 -1 $-1 -4000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $316 $316 $301 $317 forward $299 $-1 # edge $-1 -1 $-1 $334 -3.141592653589793116 $334 3.141592653589793116 $301 $335 forward @7 unknown # point $-1 -1 $-1 -750 1500 -16500 # loop $-1 -1 $-1 $336 $337 $49 # coedge $-1 -1 $-1 $320 $320 $338 $339 forward $304 $-1 # coedge $-1 -1 $-1 $321 $321 $305 $322 reversed $340 $-1 # edge $-1 -1 $-1 $341 -3.141592653589793116 $341 3.141592653589793116 $305 $342 forward @7 unknown # loop $-1 -1 $-1 $-1 $306 $343 # vertex $-1 -1 $-1 $307 $344 # ellipse-curve $-1 -1 $-1 -8500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $345 $346 $4 $-1 $347 forward single # point $-1 -1 $-1 -6750 1500 -1500 # face $-1 -1 $-1 $326 $348 $4 $-1 $349 reversed single # loop $-1 -1 $-1 $294 $350 $311 # cone-surface $-1 -1 $-1 -5500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $351 $313 # plane-surface $-1 -1 $-1 -3999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $333 $333 $351 $352 reversed $314 $-1 # vertex $-1 -1 $-1 $317 $353 # ellipse-curve $-1 -1 $-1 -2500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $354 $355 $49 # coedge $-1 -1 $-1 $337 $337 $356 $357 forward $319 $-1 # coedge $-1 -1 $-1 $338 $338 $320 $339 reversed $358 $-1 # edge $-1 -1 $-1 $359 -3.141592653589793116 $359 3.141592653589793116 $320 $360 forward @7 unknown # loop $-1 -1 $-1 $-1 $321 $361 # vertex $-1 -1 $-1 $322 $362 # ellipse-curve $-1 -1 $-1 8000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $363 $364 $4 $-1 $365 forward single # point $-1 -1 $-1 -8250 1500 -1500 # face $-1 -1 $-1 $343 $366 $4 $-1 $367 reversed single # loop $-1 -1 $-1 $308 $368 $326 # cone-surface $-1 -1 $-1 -7000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $369 $328 # plane-surface $-1 -1 $-1 -5499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $350 $350 $369 $370 reversed $329 $-1 # coedge $-1 -1 $-1 $351 $351 $333 $352 forward $331 $-1 # edge $-1 -1 $-1 $371 -3.141592653589793116 $371 3.141592653589793116 $333 $372 forward @7 unknown # point $-1 -1 $-1 -2250 1500 -16500 # loop $-1 -1 $-1 $373 $374 $49 # coedge $-1 -1 $-1 $355 $355 $375 $376 forward $336 $-1 # coedge $-1 -1 $-1 $356 $356 $337 $357 reversed $377 $-1 # edge $-1 -1 $-1 $378 -3.141592653589793116 $378 3.141592653589793116 $337 $379 forward @7 unknown # loop $-1 -1 $-1 $-1 $338 $380 # vertex $-1 -1 $-1 $339 $381 # ellipse-curve $-1 -1 $-1 6500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $382 $383 $4 $-1 $384 forward single # point $-1 -1 $-1 8250 0 -1500 # face $-1 -1 $-1 $361 $385 $4 $-1 $386 reversed single # loop $-1 -1 $-1 $323 $387 $343 # cone-surface $-1 -1 $-1 -8500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $388 $345 # plane-surface $-1 -1 $-1 -6999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $368 $368 $388 $389 reversed $346 $-1 # coedge $-1 -1 $-1 $369 $369 $350 $370 forward $348 $-1 # edge $-1 -1 $-1 $390 -3.141592653589793116 $390 3.141592653589793116 $350 $391 forward @7 unknown # vertex $-1 -1 $-1 $352 $392 # ellipse-curve $-1 -1 $-1 -4000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $393 $394 $49 # coedge $-1 -1 $-1 $374 $374 $395 $396 forward $354 $-1 # coedge $-1 -1 $-1 $375 $375 $355 $376 reversed $397 $-1 # edge $-1 -1 $-1 $398 -3.141592653589793116 $398 3.141592653589793116 $355 $399 forward @7 unknown # loop $-1 -1 $-1 $-1 $356 $400 # vertex $-1 -1 $-1 $357 $401 # ellipse-curve $-1 -1 $-1 5000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $402 $403 $4 $-1 $404 forward single # point $-1 -1 $-1 6750 0 -1500 # face $-1 -1 $-1 $380 $405 $4 $-1 $406 reversed single # loop $-1 -1 $-1 $340 $407 $361 # cone-surface $-1 -1 $-1 8000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $408 $363 # plane-surface $-1 -1 $-1 -8499.999999999998181 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $387 $387 $408 $409 reversed $364 $-1 # coedge $-1 -1 $-1 $388 $388 $368 $389 forward $366 $-1 # edge $-1 -1 $-1 $410 -3.141592653589793116 $410 3.141592653589793116 $368 $411 forward @7 unknown # vertex $-1 -1 $-1 $370 $412 # ellipse-curve $-1 -1 $-1 -5500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -3750 1500 -16500 # loop $-1 -1 $-1 $413 $414 $49 # coedge $-1 -1 $-1 $394 $394 $415 $416 forward $373 $-1 # coedge $-1 -1 $-1 $395 $395 $374 $396 reversed $417 $-1 # edge $-1 -1 $-1 $418 -3.141592653589793116 $418 3.141592653589793116 $374 $419 forward @7 unknown # loop $-1 -1 $-1 $-1 $375 $420 # vertex $-1 -1 $-1 $376 $421 # ellipse-curve $-1 -1 $-1 3500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $422 $423 $4 $-1 $424 forward single # point $-1 -1 $-1 5250 0 -1500 # face $-1 -1 $-1 $400 $425 $4 $-1 $426 reversed single # loop $-1 -1 $-1 $358 $427 $380 # cone-surface $-1 -1 $-1 6500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $428 $382 # plane-surface $-1 -1 $-1 8000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $407 $407 $428 $429 reversed $383 $-1 # coedge $-1 -1 $-1 $408 $408 $387 $409 forward $385 $-1 # edge $-1 -1 $-1 $430 -3.141592653589793116 $430 3.141592653589793116 $387 $431 forward @7 unknown # vertex $-1 -1 $-1 $389 $432 # ellipse-curve $-1 -1 $-1 -7000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -5250 1500 -16500 # loop $-1 -1 $-1 $433 $434 $49 # coedge $-1 -1 $-1 $414 $414 $435 $436 forward $393 $-1 # coedge $-1 -1 $-1 $415 $415 $394 $416 reversed $437 $-1 # edge $-1 -1 $-1 $438 -3.141592653589793116 $438 3.141592653589793116 $394 $439 forward @7 unknown # loop $-1 -1 $-1 $-1 $395 $440 # vertex $-1 -1 $-1 $396 $441 # ellipse-curve $-1 -1 $-1 2000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $442 $443 $4 $-1 $444 forward single # point $-1 -1 $-1 3750 0 -1500 # face $-1 -1 $-1 $420 $445 $4 $-1 $446 reversed single # loop $-1 -1 $-1 $377 $447 $400 # cone-surface $-1 -1 $-1 5000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $448 $402 # plane-surface $-1 -1 $-1 6500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $427 $427 $448 $449 reversed $403 $-1 # coedge $-1 -1 $-1 $428 $428 $407 $429 forward $405 $-1 # edge $-1 -1 $-1 $450 -3.141592653589793116 $450 3.141592653589793116 $407 $451 forward @7 unknown # vertex $-1 -1 $-1 $409 $452 # ellipse-curve $-1 -1 $-1 -8500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -6750 1500 -16500 # loop $-1 -1 $-1 $453 $454 $49 # coedge $-1 -1 $-1 $434 $434 $455 $456 forward $413 $-1 # coedge $-1 -1 $-1 $435 $435 $414 $436 reversed $457 $-1 # edge $-1 -1 $-1 $458 -3.141592653589793116 $458 3.141592653589793116 $414 $459 forward @7 unknown # loop $-1 -1 $-1 $-1 $415 $460 # vertex $-1 -1 $-1 $416 $461 # ellipse-curve $-1 -1 $-1 500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $462 $463 $4 $-1 $464 forward single # point $-1 -1 $-1 2250 0 -1500 # face $-1 -1 $-1 $440 $465 $4 $-1 $466 reversed single # loop $-1 -1 $-1 $397 $467 $420 # cone-surface $-1 -1 $-1 3500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $468 $422 # plane-surface $-1 -1 $-1 5000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $447 $447 $468 $469 reversed $423 $-1 # coedge $-1 -1 $-1 $448 $448 $427 $449 forward $425 $-1 # edge $-1 -1 $-1 $470 -3.141592653589793116 $470 3.141592653589793116 $427 $471 forward @7 unknown # vertex $-1 -1 $-1 $429 $472 # ellipse-curve $-1 -1 $-1 8000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -8250 1500 -16500 # loop $-1 -1 $-1 $473 $474 $49 # coedge $-1 -1 $-1 $454 $454 $475 $476 forward $433 $-1 # coedge $-1 -1 $-1 $455 $455 $434 $456 reversed $477 $-1 # edge $-1 -1 $-1 $478 -3.141592653589793116 $478 3.141592653589793116 $434 $479 forward @7 unknown # loop $-1 -1 $-1 $-1 $435 $480 # vertex $-1 -1 $-1 $436 $481 # ellipse-curve $-1 -1 $-1 -1000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $482 $483 $4 $-1 $484 forward single # point $-1 -1 $-1 750 0 -1500 # face $-1 -1 $-1 $460 $485 $4 $-1 $486 reversed single # loop $-1 -1 $-1 $417 $487 $440 # cone-surface $-1 -1 $-1 2000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $488 $442 # plane-surface $-1 -1 $-1 3500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $467 $467 $488 $489 reversed $443 $-1 # coedge $-1 -1 $-1 $468 $468 $447 $469 forward $445 $-1 # edge $-1 -1 $-1 $490 -3.141592653589793116 $490 3.141592653589793116 $447 $491 forward @7 unknown # vertex $-1 -1 $-1 $449 $492 # ellipse-curve $-1 -1 $-1 6500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 8250 0 -16500 # loop $-1 -1 $-1 $493 $494 $49 # coedge $-1 -1 $-1 $474 $474 $495 $496 forward $453 $-1 # coedge $-1 -1 $-1 $475 $475 $454 $476 reversed $497 $-1 # edge $-1 -1 $-1 $498 -3.141592653589793116 $498 3.141592653589793116 $454 $499 forward @7 unknown # loop $-1 -1 $-1 $-1 $455 $500 # vertex $-1 -1 $-1 $456 $501 # ellipse-curve $-1 -1 $-1 -2500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $502 $503 $4 $-1 $504 forward single # point $-1 -1 $-1 -750 0 -1500 # face $-1 -1 $-1 $480 $505 $4 $-1 $506 reversed single # loop $-1 -1 $-1 $437 $507 $460 # cone-surface $-1 -1 $-1 500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $508 $462 # plane-surface $-1 -1 $-1 2000.000000000001137 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $487 $487 $508 $509 reversed $463 $-1 # coedge $-1 -1 $-1 $488 $488 $467 $489 forward $465 $-1 # edge $-1 -1 $-1 $510 -3.141592653589793116 $510 3.141592653589793116 $467 $511 forward @7 unknown # vertex $-1 -1 $-1 $469 $512 # ellipse-curve $-1 -1 $-1 5000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 6750 0 -16500 # loop $-1 -1 $-1 $513 $514 $49 # coedge $-1 -1 $-1 $494 $494 $515 $516 forward $473 $-1 # coedge $-1 -1 $-1 $495 $495 $474 $496 reversed $517 $-1 # edge $-1 -1 $-1 $518 -3.141592653589793116 $518 3.141592653589793116 $474 $519 forward @7 unknown # loop $-1 -1 $-1 $-1 $475 $520 # vertex $-1 -1 $-1 $476 $521 # ellipse-curve $-1 -1 $-1 -4000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $522 $523 $4 $-1 $524 forward single # point $-1 -1 $-1 -2250 0 -1500 # face $-1 -1 $-1 $500 $525 $4 $-1 $526 reversed single # loop $-1 -1 $-1 $457 $527 $480 # cone-surface $-1 -1 $-1 -1000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $528 $482 # plane-surface $-1 -1 $-1 500.0000000000011369 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $507 $507 $528 $529 reversed $483 $-1 # coedge $-1 -1 $-1 $508 $508 $487 $509 forward $485 $-1 # edge $-1 -1 $-1 $530 -3.141592653589793116 $530 3.141592653589793116 $487 $531 forward @7 unknown # vertex $-1 -1 $-1 $489 $532 # ellipse-curve $-1 -1 $-1 3500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 5250 0 -16500 # loop $-1 -1 $-1 $533 $534 $49 # coedge $-1 -1 $-1 $514 $514 $535 $536 forward $493 $-1 # coedge $-1 -1 $-1 $515 $515 $494 $516 reversed $537 $-1 # edge $-1 -1 $-1 $538 -3.141592653589793116 $538 3.141592653589793116 $494 $539 forward @7 unknown # loop $-1 -1 $-1 $-1 $495 $540 # vertex $-1 -1 $-1 $496 $541 # ellipse-curve $-1 -1 $-1 -5500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $542 $543 $4 $-1 $544 forward single # point $-1 -1 $-1 -3750 0 -1500 # face $-1 -1 $-1 $520 $545 $4 $-1 $546 reversed single # loop $-1 -1 $-1 $477 $547 $500 # cone-surface $-1 -1 $-1 -2500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $548 $502 # plane-surface $-1 -1 $-1 -999.9999999999988631 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $527 $527 $548 $549 reversed $503 $-1 # coedge $-1 -1 $-1 $528 $528 $507 $529 forward $505 $-1 # edge $-1 -1 $-1 $550 -3.141592653589793116 $550 3.141592653589793116 $507 $551 forward @7 unknown # vertex $-1 -1 $-1 $509 $552 # ellipse-curve $-1 -1 $-1 2000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 3750 0 -16500 # loop $-1 -1 $-1 $553 $554 $49 # coedge $-1 -1 $-1 $534 $534 $555 $556 forward $513 $-1 # coedge $-1 -1 $-1 $535 $535 $514 $536 reversed $557 $-1 # edge $-1 -1 $-1 $558 -3.141592653589793116 $558 3.141592653589793116 $514 $559 forward @7 unknown # loop $-1 -1 $-1 $-1 $515 $560 # vertex $-1 -1 $-1 $516 $561 # ellipse-curve $-1 -1 $-1 -7000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $562 $563 $4 $-1 $564 forward single # point $-1 -1 $-1 -5250 0 -1500 # face $-1 -1 $-1 $540 $565 $4 $-1 $566 reversed single # loop $-1 -1 $-1 $497 $567 $520 # cone-surface $-1 -1 $-1 -4000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $568 $522 # plane-surface $-1 -1 $-1 -2499.999999999999091 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $547 $547 $568 $569 reversed $523 $-1 # coedge $-1 -1 $-1 $548 $548 $527 $549 forward $525 $-1 # edge $-1 -1 $-1 $570 -3.141592653589793116 $570 3.141592653589793116 $527 $571 forward @7 unknown # vertex $-1 -1 $-1 $529 $572 # ellipse-curve $-1 -1 $-1 500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 2250 0 -16500 # loop $-1 -1 $-1 $573 $574 $49 # coedge $-1 -1 $-1 $554 $554 $575 $576 forward $533 $-1 # coedge $-1 -1 $-1 $555 $555 $534 $556 reversed $577 $-1 # edge $-1 -1 $-1 $578 -3.141592653589793116 $578 3.141592653589793116 $534 $579 forward @7 unknown # loop $-1 -1 $-1 $-1 $535 $580 # vertex $-1 -1 $-1 $536 $581 # ellipse-curve $-1 -1 $-1 -8500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $582 $583 $4 $-1 $584 forward single # point $-1 -1 $-1 -6750 0 -1500 # face $-1 -1 $-1 $560 $585 $4 $-1 $586 reversed single # loop $-1 -1 $-1 $517 $587 $540 # cone-surface $-1 -1 $-1 -5500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $588 $542 # plane-surface $-1 -1 $-1 -3999.999999999999091 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $567 $567 $588 $589 reversed $543 $-1 # coedge $-1 -1 $-1 $568 $568 $547 $569 forward $545 $-1 # edge $-1 -1 $-1 $590 -3.141592653589793116 $590 3.141592653589793116 $547 $591 forward @7 unknown # vertex $-1 -1 $-1 $549 $592 # ellipse-curve $-1 -1 $-1 -1000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 750 0 -16500 # loop $-1 -1 $-1 $593 $594 $49 # coedge $-1 -1 $-1 $574 $574 $595 $596 forward $553 $-1 # coedge $-1 -1 $-1 $575 $575 $554 $576 reversed $597 $-1 # edge $-1 -1 $-1 $598 -3.141592653589793116 $598 3.141592653589793116 $554 $599 forward @7 unknown # 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edge $-1 -1 $-1 $213 0 $208 1700 $204 $255 forward @7 unknown # plane-surface $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 -8.359326303060003303e-17 1 0 10 8.359326303060003057e-16 0 forward_v I I I I # ellipse-curve $-1 -1 $-1 8500 0 -1500 0 0 -1 -2500 -0 -0 1 I I # point $-1 -1 $-1 8500 2500 -1500 # ellipse-curve $-1 -1 $-1 -8499.999999999998181 0 -1500 -0 -0 -1 2499.999999999999545 0 0 1 I I # point $-1 -1 $-1 -8500 2499.999999999999091 -1500 # face $-1 -1 $-1 $256 $257 $4 $-1 $258 forward single # loop $-1 -1 $-1 $-1 $259 $220 # plane-surface $-1 -1 $-1 500.0000000000011369 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $244 $244 $259 $260 reversed $221 $-1 # vertex $-1 -1 $-1 $224 $261 # ellipse-curve $-1 -1 $-1 2000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $262 $263 $49 # coedge $-1 -1 $-1 $248 $248 $264 $265 forward $226 $-1 # coedge $-1 -1 $-1 $249 $249 $227 $250 reversed $266 $-1 # edge $-1 -1 $-1 $267 -3.141592653589793116 $267 3.141592653589793116 $227 $268 forward @7 unknown # loop $-1 -1 $-1 $-1 $228 $241 # vertex $-1 -1 $-1 $229 $269 # ellipse-curve $-1 -1 $-1 -1000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 750 1500 -1500 # straight-curve $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 -1500 10 8.359326303060003057e-16 0 I I # face $-1 -1 $-1 $270 $271 $4 $-1 $272 reversed single # loop $-1 -1 $-1 $251 $273 $241 # cone-surface $-1 -1 $-1 -1000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $259 $259 $244 $260 forward $242 $-1 # edge $-1 -1 $-1 $274 -3.141592653589793116 $274 3.141592653589793116 $244 $275 forward @7 unknown # point $-1 -1 $-1 2250 1500 -16500 # loop $-1 -1 $-1 $276 $277 $49 # coedge $-1 -1 $-1 $263 $263 $278 $279 forward $247 $-1 # coedge $-1 -1 $-1 $264 $264 $248 $265 reversed $280 $-1 # edge $-1 -1 $-1 $281 -3.141592653589793116 $281 3.141592653589793116 $248 $282 forward @7 unknown # loop $-1 -1 $-1 $-1 $249 $270 # vertex $-1 -1 $-1 $250 $283 # ellipse-curve $-1 -1 $-1 -2500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 -750 1500 -1500 # face $-1 -1 $-1 $284 $285 $4 $-1 $286 forward single # loop $-1 -1 $-1 $-1 $287 $256 # plane-surface $-1 -1 $-1 -999.9999999999988631 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $273 $273 $287 $288 reversed $257 $-1 # vertex $-1 -1 $-1 $260 $289 # ellipse-curve $-1 -1 $-1 500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $290 $291 $49 # coedge $-1 -1 $-1 $277 $277 $292 $293 forward $262 $-1 # coedge $-1 -1 $-1 $278 $278 $263 $279 reversed $294 $-1 # edge $-1 -1 $-1 $295 -3.141592653589793116 $295 3.141592653589793116 $263 $296 forward @7 unknown # loop $-1 -1 $-1 $-1 $264 $297 # vertex $-1 -1 $-1 $265 $298 # ellipse-curve $-1 -1 $-1 -4000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 -2250 1500 -1500 # face $-1 -1 $-1 $297 $299 $4 $-1 $300 reversed single # loop $-1 -1 $-1 $266 $301 $270 # cone-surface $-1 -1 $-1 -2500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $287 $287 $273 $288 forward $271 $-1 # edge $-1 -1 $-1 $302 -3.141592653589793116 $302 3.141592653589793116 $273 $303 forward @7 unknown # point $-1 -1 $-1 750 1500 -16500 # loop $-1 -1 $-1 $304 $305 $49 # coedge $-1 -1 $-1 $291 $291 $306 $307 forward $276 $-1 # coedge $-1 -1 $-1 $292 $292 $277 $293 reversed $308 $-1 # edge $-1 -1 $-1 $309 -3.141592653589793116 $309 3.141592653589793116 $277 $310 forward @7 unknown # loop $-1 -1 $-1 $-1 $278 $311 # vertex $-1 -1 $-1 $279 $312 # ellipse-curve $-1 -1 $-1 -5500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $313 $314 $4 $-1 $315 forward single # point $-1 -1 $-1 -3750 1500 -1500 # loop $-1 -1 $-1 $-1 $316 $284 # plane-surface $-1 -1 $-1 -2499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $301 $301 $316 $317 reversed $285 $-1 # vertex $-1 -1 $-1 $288 $318 # ellipse-curve $-1 -1 $-1 -1000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $319 $320 $49 # coedge $-1 -1 $-1 $305 $305 $321 $322 forward $290 $-1 # coedge $-1 -1 $-1 $306 $306 $291 $307 reversed $323 $-1 # edge $-1 -1 $-1 $324 -3.141592653589793116 $324 3.141592653589793116 $291 $325 forward @7 unknown # loop $-1 -1 $-1 $-1 $292 $326 # vertex $-1 -1 $-1 $293 $327 # ellipse-curve $-1 -1 $-1 -7000 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $328 $329 $4 $-1 $330 forward single # point $-1 -1 $-1 -5250 1500 -1500 # face $-1 -1 $-1 $311 $331 $4 $-1 $332 reversed single # loop $-1 -1 $-1 $280 $333 $297 # cone-surface $-1 -1 $-1 -4000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $316 $316 $301 $317 forward $299 $-1 # edge $-1 -1 $-1 $334 -3.141592653589793116 $334 3.141592653589793116 $301 $335 forward @7 unknown # point $-1 -1 $-1 -750 1500 -16500 # loop $-1 -1 $-1 $336 $337 $49 # coedge $-1 -1 $-1 $320 $320 $338 $339 forward $304 $-1 # coedge $-1 -1 $-1 $321 $321 $305 $322 reversed $340 $-1 # edge $-1 -1 $-1 $341 -3.141592653589793116 $341 3.141592653589793116 $305 $342 forward @7 unknown # loop $-1 -1 $-1 $-1 $306 $343 # vertex $-1 -1 $-1 $307 $344 # ellipse-curve $-1 -1 $-1 -8500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $345 $346 $4 $-1 $347 forward single # point $-1 -1 $-1 -6750 1500 -1500 # face $-1 -1 $-1 $326 $348 $4 $-1 $349 reversed single # loop $-1 -1 $-1 $294 $350 $311 # cone-surface $-1 -1 $-1 -5500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $351 $313 # plane-surface $-1 -1 $-1 -3999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $333 $333 $351 $352 reversed $314 $-1 # vertex $-1 -1 $-1 $317 $353 # ellipse-curve $-1 -1 $-1 -2500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $354 $355 $49 # coedge $-1 -1 $-1 $337 $337 $356 $357 forward $319 $-1 # coedge $-1 -1 $-1 $338 $338 $320 $339 reversed $358 $-1 # edge $-1 -1 $-1 $359 -3.141592653589793116 $359 3.141592653589793116 $320 $360 forward @7 unknown # loop $-1 -1 $-1 $-1 $321 $361 # vertex $-1 -1 $-1 $322 $362 # ellipse-curve $-1 -1 $-1 8000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $363 $364 $4 $-1 $365 forward single # point $-1 -1 $-1 -8250 1500 -1500 # face $-1 -1 $-1 $343 $366 $4 $-1 $367 reversed single # loop $-1 -1 $-1 $308 $368 $326 # cone-surface $-1 -1 $-1 -7000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $369 $328 # plane-surface $-1 -1 $-1 -5499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $350 $350 $369 $370 reversed $329 $-1 # coedge $-1 -1 $-1 $351 $351 $333 $352 forward $331 $-1 # edge $-1 -1 $-1 $371 -3.141592653589793116 $371 3.141592653589793116 $333 $372 forward @7 unknown # point $-1 -1 $-1 -2250 1500 -16500 # loop $-1 -1 $-1 $373 $374 $49 # coedge $-1 -1 $-1 $355 $355 $375 $376 forward $336 $-1 # coedge $-1 -1 $-1 $356 $356 $337 $357 reversed $377 $-1 # edge $-1 -1 $-1 $378 -3.141592653589793116 $378 3.141592653589793116 $337 $379 forward @7 unknown # loop $-1 -1 $-1 $-1 $338 $380 # vertex $-1 -1 $-1 $339 $381 # ellipse-curve $-1 -1 $-1 6500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $382 $383 $4 $-1 $384 forward single # point $-1 -1 $-1 8250 0 -1500 # face $-1 -1 $-1 $361 $385 $4 $-1 $386 reversed single # loop $-1 -1 $-1 $323 $387 $343 # cone-surface $-1 -1 $-1 -8500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $388 $345 # plane-surface $-1 -1 $-1 -6999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $368 $368 $388 $389 reversed $346 $-1 # coedge $-1 -1 $-1 $369 $369 $350 $370 forward $348 $-1 # edge $-1 -1 $-1 $390 -3.141592653589793116 $390 3.141592653589793116 $350 $391 forward @7 unknown # vertex $-1 -1 $-1 $352 $392 # ellipse-curve $-1 -1 $-1 -4000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $393 $394 $49 # coedge $-1 -1 $-1 $374 $374 $395 $396 forward $354 $-1 # coedge $-1 -1 $-1 $375 $375 $355 $376 reversed $397 $-1 # edge $-1 -1 $-1 $398 -3.141592653589793116 $398 3.141592653589793116 $355 $399 forward @7 unknown # loop $-1 -1 $-1 $-1 $356 $400 # vertex $-1 -1 $-1 $357 $401 # ellipse-curve $-1 -1 $-1 5000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $402 $403 $4 $-1 $404 forward single # point $-1 -1 $-1 6750 0 -1500 # face $-1 -1 $-1 $380 $405 $4 $-1 $406 reversed single # loop $-1 -1 $-1 $340 $407 $361 # cone-surface $-1 -1 $-1 8000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $408 $363 # plane-surface $-1 -1 $-1 -8499.999999999998181 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $387 $387 $408 $409 reversed $364 $-1 # coedge $-1 -1 $-1 $388 $388 $368 $389 forward $366 $-1 # edge $-1 -1 $-1 $410 -3.141592653589793116 $410 3.141592653589793116 $368 $411 forward @7 unknown # vertex $-1 -1 $-1 $370 $412 # ellipse-curve $-1 -1 $-1 -5500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -3750 1500 -16500 # loop $-1 -1 $-1 $413 $414 $49 # coedge $-1 -1 $-1 $394 $394 $415 $416 forward $373 $-1 # coedge $-1 -1 $-1 $395 $395 $374 $396 reversed $417 $-1 # edge $-1 -1 $-1 $418 -3.141592653589793116 $418 3.141592653589793116 $374 $419 forward @7 unknown # loop $-1 -1 $-1 $-1 $375 $420 # vertex $-1 -1 $-1 $376 $421 # ellipse-curve $-1 -1 $-1 3500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $422 $423 $4 $-1 $424 forward single # point $-1 -1 $-1 5250 0 -1500 # face $-1 -1 $-1 $400 $425 $4 $-1 $426 reversed single # loop $-1 -1 $-1 $358 $427 $380 # cone-surface $-1 -1 $-1 6500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $428 $382 # plane-surface $-1 -1 $-1 8000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $407 $407 $428 $429 reversed $383 $-1 # coedge $-1 -1 $-1 $408 $408 $387 $409 forward $385 $-1 # edge $-1 -1 $-1 $430 -3.141592653589793116 $430 3.141592653589793116 $387 $431 forward @7 unknown # vertex $-1 -1 $-1 $389 $432 # ellipse-curve $-1 -1 $-1 -7000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -5250 1500 -16500 # loop $-1 -1 $-1 $433 $434 $49 # coedge $-1 -1 $-1 $414 $414 $435 $436 forward $393 $-1 # coedge $-1 -1 $-1 $415 $415 $394 $416 reversed $437 $-1 # edge $-1 -1 $-1 $438 -3.141592653589793116 $438 3.141592653589793116 $394 $439 forward @7 unknown # loop $-1 -1 $-1 $-1 $395 $440 # vertex $-1 -1 $-1 $396 $441 # ellipse-curve $-1 -1 $-1 2000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $442 $443 $4 $-1 $444 forward single # point $-1 -1 $-1 3750 0 -1500 # face $-1 -1 $-1 $420 $445 $4 $-1 $446 reversed single # loop $-1 -1 $-1 $377 $447 $400 # cone-surface $-1 -1 $-1 5000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $448 $402 # plane-surface $-1 -1 $-1 6500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $427 $427 $448 $449 reversed $403 $-1 # coedge $-1 -1 $-1 $428 $428 $407 $429 forward $405 $-1 # edge $-1 -1 $-1 $450 -3.141592653589793116 $450 3.141592653589793116 $407 $451 forward @7 unknown # vertex $-1 -1 $-1 $409 $452 # ellipse-curve $-1 -1 $-1 -8500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -6750 1500 -16500 # loop $-1 -1 $-1 $453 $454 $49 # coedge $-1 -1 $-1 $434 $434 $455 $456 forward $413 $-1 # coedge $-1 -1 $-1 $435 $435 $414 $436 reversed $457 $-1 # edge $-1 -1 $-1 $458 -3.141592653589793116 $458 3.141592653589793116 $414 $459 forward @7 unknown # loop $-1 -1 $-1 $-1 $415 $460 # vertex $-1 -1 $-1 $416 $461 # ellipse-curve $-1 -1 $-1 500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $462 $463 $4 $-1 $464 forward single # point $-1 -1 $-1 2250 0 -1500 # face $-1 -1 $-1 $440 $465 $4 $-1 $466 reversed single # loop $-1 -1 $-1 $397 $467 $420 # cone-surface $-1 -1 $-1 3500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $468 $422 # plane-surface $-1 -1 $-1 5000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $447 $447 $468 $469 reversed $423 $-1 # coedge $-1 -1 $-1 $448 $448 $427 $449 forward $425 $-1 # edge $-1 -1 $-1 $470 -3.141592653589793116 $470 3.141592653589793116 $427 $471 forward @7 unknown # vertex $-1 -1 $-1 $429 $472 # ellipse-curve $-1 -1 $-1 8000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -8250 1500 -16500 # loop $-1 -1 $-1 $473 $474 $49 # coedge $-1 -1 $-1 $454 $454 $475 $476 forward $433 $-1 # coedge $-1 -1 $-1 $455 $455 $434 $456 reversed $477 $-1 # edge $-1 -1 $-1 $478 -3.141592653589793116 $478 3.141592653589793116 $434 $479 forward @7 unknown # loop $-1 -1 $-1 $-1 $435 $480 # vertex $-1 -1 $-1 $436 $481 # ellipse-curve $-1 -1 $-1 -1000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $482 $483 $4 $-1 $484 forward single # point $-1 -1 $-1 750 0 -1500 # face $-1 -1 $-1 $460 $485 $4 $-1 $486 reversed single # loop $-1 -1 $-1 $417 $487 $440 # cone-surface $-1 -1 $-1 2000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $488 $442 # plane-surface $-1 -1 $-1 3500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $467 $467 $488 $489 reversed $443 $-1 # coedge $-1 -1 $-1 $468 $468 $447 $469 forward $445 $-1 # edge $-1 -1 $-1 $490 -3.141592653589793116 $490 3.141592653589793116 $447 $491 forward @7 unknown # vertex $-1 -1 $-1 $449 $492 # ellipse-curve $-1 -1 $-1 6500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 8250 0 -16500 # loop $-1 -1 $-1 $493 $494 $49 # coedge $-1 -1 $-1 $474 $474 $495 $496 forward $453 $-1 # coedge $-1 -1 $-1 $475 $475 $454 $476 reversed $497 $-1 # edge $-1 -1 $-1 $498 -3.141592653589793116 $498 3.141592653589793116 $454 $499 forward @7 unknown # loop $-1 -1 $-1 $-1 $455 $500 # vertex $-1 -1 $-1 $456 $501 # ellipse-curve $-1 -1 $-1 -2500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $502 $503 $4 $-1 $504 forward single # point $-1 -1 $-1 -750 0 -1500 # face $-1 -1 $-1 $480 $505 $4 $-1 $506 reversed single # loop $-1 -1 $-1 $437 $507 $460 # cone-surface $-1 -1 $-1 500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $508 $462 # plane-surface $-1 -1 $-1 2000.000000000001137 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $487 $487 $508 $509 reversed $463 $-1 # coedge $-1 -1 $-1 $488 $488 $467 $489 forward $465 $-1 # edge $-1 -1 $-1 $510 -3.141592653589793116 $510 3.141592653589793116 $467 $511 forward @7 unknown # vertex $-1 -1 $-1 $469 $512 # ellipse-curve $-1 -1 $-1 5000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 6750 0 -16500 # loop $-1 -1 $-1 $513 $514 $49 # coedge $-1 -1 $-1 $494 $494 $515 $516 forward $473 $-1 # coedge $-1 -1 $-1 $495 $495 $474 $496 reversed $517 $-1 # edge $-1 -1 $-1 $518 -3.141592653589793116 $518 3.141592653589793116 $474 $519 forward @7 unknown # loop $-1 -1 $-1 $-1 $475 $520 # vertex $-1 -1 $-1 $476 $521 # ellipse-curve $-1 -1 $-1 -4000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $522 $523 $4 $-1 $524 forward single # point $-1 -1 $-1 -2250 0 -1500 # face $-1 -1 $-1 $500 $525 $4 $-1 $526 reversed single # loop $-1 -1 $-1 $457 $527 $480 # cone-surface $-1 -1 $-1 -1000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $528 $482 # plane-surface $-1 -1 $-1 500.0000000000011369 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $507 $507 $528 $529 reversed $483 $-1 # coedge $-1 -1 $-1 $508 $508 $487 $509 forward $485 $-1 # edge $-1 -1 $-1 $530 -3.141592653589793116 $530 3.141592653589793116 $487 $531 forward @7 unknown # vertex $-1 -1 $-1 $489 $532 # ellipse-curve $-1 -1 $-1 3500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 5250 0 -16500 # loop $-1 -1 $-1 $533 $534 $49 # coedge $-1 -1 $-1 $514 $514 $535 $536 forward $493 $-1 # coedge $-1 -1 $-1 $515 $515 $494 $516 reversed $537 $-1 # edge $-1 -1 $-1 $538 -3.141592653589793116 $538 3.141592653589793116 $494 $539 forward @7 unknown # 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loop $-1 -1 $-1 $-1 $183 $49 # straight-curve $-1 -1 $-1 8500 -2500 -1500 -10 1.671865260612000661e-16 0 I I # point $-1 -1 $-1 -8500 -2499.999999999999545 -1500 # point $-1 -1 $-1 8500 -2500 -1500 # face $-1 -1 $-1 $241 $242 $4 $-1 $243 reversed single # loop $-1 -1 $-1 $230 $244 $190 # cone-surface $-1 -1 $-1 500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $223 $223 $194 $224 forward $191 $-1 # edge $-1 -1 $-1 $245 -3.141592653589793116 $245 3.141592653589793116 $194 $246 forward @7 unknown # point $-1 -1 $-1 3750 1500 -16500 # loop $-1 -1 $-1 $247 $248 $49 # coedge $-1 -1 $-1 $227 $227 $249 $250 forward $197 $-1 # coedge $-1 -1 $-1 $228 $228 $198 $229 reversed $251 $-1 # edge $-1 -1 $-1 $252 -3.141592653589793116 $252 3.141592653589793116 $198 $253 forward @7 unknown # loop $-1 -1 $-1 $-1 $199 $190 # vertex $-1 -1 $-1 $200 $254 # ellipse-curve $-1 -1 $-1 500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 2250 1500 -1500 # coedge $-1 -1 $-1 $206 $211 $204 $235 forward $216 $-1 # edge $-1 -1 $-1 $213 0 $208 1700 $204 $255 forward @7 unknown # plane-surface $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 -8.359326303060003303e-17 1 0 10 8.359326303060003057e-16 0 forward_v I I I I # ellipse-curve $-1 -1 $-1 8500 0 -1500 0 0 -1 -2500 -0 -0 1 I I # point $-1 -1 $-1 8500 2500 -1500 # ellipse-curve $-1 -1 $-1 -8499.999999999998181 0 -1500 -0 -0 -1 2499.999999999999545 0 0 1 I I # point $-1 -1 $-1 -8500 2499.999999999999091 -1500 # face $-1 -1 $-1 $256 $257 $4 $-1 $258 forward single # loop $-1 -1 $-1 $-1 $259 $220 # plane-surface $-1 -1 $-1 500.0000000000011369 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $244 $244 $259 $260 reversed $221 $-1 # vertex $-1 -1 $-1 $224 $261 # ellipse-curve $-1 -1 $-1 2000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $262 $263 $49 # coedge $-1 -1 $-1 $248 $248 $264 $265 forward $226 $-1 # coedge $-1 -1 $-1 $249 $249 $227 $250 reversed $266 $-1 # edge $-1 -1 $-1 $267 -3.141592653589793116 $267 3.141592653589793116 $227 $268 forward @7 unknown # loop $-1 -1 $-1 $-1 $228 $241 # vertex $-1 -1 $-1 $229 $269 # ellipse-curve $-1 -1 $-1 -1000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 750 1500 -1500 # straight-curve $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 -1500 10 8.359326303060003057e-16 0 I I # face $-1 -1 $-1 $270 $271 $4 $-1 $272 reversed single # loop $-1 -1 $-1 $251 $273 $241 # cone-surface $-1 -1 $-1 -1000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $259 $259 $244 $260 forward $242 $-1 # edge $-1 -1 $-1 $274 -3.141592653589793116 $274 3.141592653589793116 $244 $275 forward @7 unknown # point $-1 -1 $-1 2250 1500 -16500 # loop $-1 -1 $-1 $276 $277 $49 # coedge $-1 -1 $-1 $263 $263 $278 $279 forward $247 $-1 # coedge $-1 -1 $-1 $264 $264 $248 $265 reversed $280 $-1 # edge $-1 -1 $-1 $281 -3.141592653589793116 $281 3.141592653589793116 $248 $282 forward @7 unknown # loop $-1 -1 $-1 $-1 $249 $270 # vertex $-1 -1 $-1 $250 $283 # ellipse-curve $-1 -1 $-1 -2500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 -750 1500 -1500 # face $-1 -1 $-1 $284 $285 $4 $-1 $286 forward single # loop $m-1 -1 $-1 $-1 $287 $256 # plane-surface $-1 -1 $-1 -999.9999999999988631 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $273 $273 $287 $288 reversed $257 $-1 # vertex $-1 -1 $-1 $260 $289 # ellipse-curve $-1 -1 $-1 500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $290 $291 $49 # coedge $-1 -1 $-1 $277 $277 $292 $293 forward $262 $-1 # coedge $-1 -1 $-1 $278 $278 $263 $279 reversed $294 $-1 # edge $-1 -1 $-1 $295 -3.141592653589793116 $295 3.141592653589793116 $263 $296 forward @7 unknown # loop $-1 -1 $-1 $-1 $264 $297 # vertex $-1 -1 $-1 $265 $298 # ellipse-curve $-1 -1 $-1 -4000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 -2250 1500 -1500 # face $-1 -1 $-1 $297 $299 $4 $-1 $300 reversed single # loop $-1 -1 $-1 $266 $301 $270 # cone-surface $-1 -1 $-1 -2500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $287 $287 $273 $288 forward $271 $-1 # edge $-1 -1 $-1 $302 -3.141592653589793116 $302 3.141592653589793116 $273 $303 forward @7 unknown # point $-1 -1 $-1 750 1500 -16500 # loop $-1 -1 $-1 $304 $305 $49 # coedge $-1 -1 $-1 $291 $291 $306 $307 forward $276 $-1 # coedge $-1 -1 $-1 $292 $292 $277 $293 reversed $308 $-1 # edge $-1 -1 $-1 $309 -3.141592653589793116 $309 3.141592653589793116 $277 $310 forward @7 unknown # loop $-1 -1 $-1 $-1 $278 $311 # vertex $-1 -1 $-1 $279 $312 # ellipse-curve $-1 -1 $-1 -5500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $313 $314 $4 $-1 $315 forward single # point $-1 -1 $-1 -3750 1500 -1500 # loop $-1 -1 $-1 $-1 $316 $284 # plane-surface $-1 -1 $-1 -2499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $301 $301 $316 $317 reversed $285 $-1 # vertex $-1 -1 $-1 $288 $318 # ellipse-curve $-1 -1 $-1 -1000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $319 $320 $49 # coedge $-1 -1 $-1 $305 $305 $321 $322 forward $290 $-1 # coedge $-1 -1 $-1 $306 $306 $291 $307 reversed $323 $-1 # edge $-1 -1 $-1 $324 -3.141592653589793116 $324 3.141592653589793116 $291 $325 forward @7 unknown # loop $-1 -1 $-1 $-1 $292 $326 # vertex $-1 -1 $-1 $293 $327 # ellipse-curve $-1 -1 $-1 -7000 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $328 $329 $4 $-1 $330 forward single # point $-1 -1 $-1 -5250 1500 -1500 # face $-1 -1 $-1 $311 $331 $4 $-1 $332 reversed single # loop $-1 -1 $-1 $280 $333 $297 # cone-surface $-1 -1 $-1 -4000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $316 $316 $301 $317 forward $299 $-1 # edge $-1 -1 $-1 $334 -3.141592653589793116 $334 3.141592653589793116 $301 $335 forward @7 unknown # point $-1 -1 $-1 -750 1500 -16500 # loop $-1 -1 $-1 $336 $337 $49 # coedge $-1 -1 $-1 $320 $320 $338 $339 forward $304 $-1 # coedge $-1 -1 $-1 $321 $321 $305 $322 reversed $340 $-1 # edge $-1 -1 $-1 $341 -3.141592653589793116 $341 3.141592653589793116 $305 $342 forward @7 unknown # loop $-1 -1 $-1 $-1 $306 $343 # vertex $-1 -1 $-1 $307 $344 # ellipse-curve $-1 -1 $-1 -8500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $345 $346 $4 $-1 $347 forward single # point $-1 -1 $-1 -6750 1500 -1500 # face $-1 -1 $-1 $326 $348 $4 $-1 $349 reversed single # loop $-1 -1 $-1 $294 $350 $311 # cone-surface $-1 -1 $-1 -5500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $351 $313 # plane-surface $-1 -1 $-1 -3999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $333 $333 $351 $352 reversed $314 $-1 # vertex $-1 -1 $-1 $317 $353 # ellipse-curve $-1 -1 $-1 -2500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $354 $355 $49 # coedge $-1 -1 $-1 $337 $337 $356 $357 forward $319 $-1 # coedge $-1 -1 $-1 $338 $338 $320 $339 reversed $358 $-1 # edge $-1 -1 $-1 $359 -3.141592653589793116 $359 3.141592653589793116 $320 $360 forward @7 unknown # loop $-1 -1 $-1 $-1 $321 $361 # vertex $-1 -1 $-1 $322 $362 # ellipse-curve $-1 -1 $-1 8000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $363 $364 $4 $-1 $365 forward single # point $-1 -1 $-1 -8250 1500 -1500 #n face $-1 -1 $-1 $343 $366 $4 $-1 $367 reversed single # loop $-1 -1 $-1 $308 $368 $326 # cone-surface $-1 -1 $-1 -7000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $369 $328 # plane-surface $-1 -1 $-1 -5499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $350 $350 $369 $370 reversed $329 $-1 # coedge $-1 -1 $-1 $351 $351 $333 $352 forward $331 $-1 # edge $-1 -1 $-1 $371 -3.141592653589793116 $371 3.141592653589793116 $333 $372 forward @7 unknown # point $-1 -1 $-1 -2250 1500 -16500 # loop $-1 -1 $-1 $373 $374 $49 # coedge $-1 -1 $-1 $355 $355 $375 $376 forward $336 $-1 # coedge $-1 -1 $-1 $356 $356 $337 $357 reversed $377 $-1 # edge $-1 -1 $-1 $378 -3.141592653589793116 $378 3.141592653589793116 $337 $379 forward @7 unknown # loop $-1 -1 $-1 $-1 $338 $380 # vertex $-1 -1 $-1 $339 $381 # ellipse-curve $-1 -1 $-1 6500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $382 $383 $4 $-1 $384 forward single # point $-1 -1 $-1 8250 0 -1500 # face $-1 -1 $-1 $361 $385 $4 $-1 $386 reversed single # loop $-1 -1 $-1 $323 $387 $343 # cone-surface $-1 -1 $-1 -8500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $388 $345 # plane-surface $-1 -1 $-1 -6999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $368 $368 $388 $389 reversed $346 $-1 # coedge $-1 -1 $-1 $369 $369 $350 $370 forward $348 $-1 # edge $-1 -1 $-1 $390 -3.141592653589793116 $390 3.141592653589793116 $350 $391 forward @7 unknown # vertex $-1 -1 $-1 $352 $392 # ellipse-curve $-1 -1 $-1 -4000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $393 $394 $49 # coedge $-1 -1 $-1 $374 $374 $395 $396 forward $354 $-1 # coedge $-1 -1 $-1 $375 $375 $355 $376 reversed $397 $-1 # edge $-1 -1 $-1 $398 -3.141592653589793116 $398 3.141592653589793116 $355 $399 forward @7 unknown # loop $-1 -1 $-1 $-1 $356 $400 # vertex $-1 -1 $-1 $357 $401 # ellipse-curve $-1 -1 $-1 5000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $402 $403 $4 $-1 $404 forward single # point $-1 -1 $-1 6750 0 -1500 # face $-1 -1 $-1 $380 $405 $4 $-1 $406 reversed single # loop $-1 -1 $-1 $340 $407 $361 # cone-surface $-1 -1 $-1 8000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $408 $363 # plane-surface $-1 -1 $-1 -8499.999999999998181 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $387 $387 $408 $409 reversed $364 $-1 # coedge $-1 -1 $-1 $388 $388 $368 $389 forward $366 $-1 # edge $-1 -1 $-1 $410 -3.141592653589793116 $410 3.141592653589793116 $368 $411 forward @7 unknown # vertex $-1 -1 $-1 $370 $412 # ellipse-curve $-1 -1 $-1 -5500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -3750 1500 -16500 # loop $-1 -1 $-1 $413 $414 $49 # coedge $-1 -1 $-1 $394 $394 $415 $416 forward $373 $-1 # coedge $-1 -1 $-1 $395 $395 $374 $396 reversed $417 $-1 # edge $-1 -1 $-1 $418 -3.141592653589793116 $418 3.141592653589793116 $374 $419 forward @7 unknown # loop $-1 -1 $-1 $-1 $375 $420 # vertex $-1 -1 $-1 $376 $421 # ellipse-curve $-1 -1 $-1 3500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $422 $423 $4 $-1 $424 forward single # point $-1 -1 $-1 5250 0 -1500 # face $-1 -1 $-1 $400 $425 $4 $-1 $426 reversed single # loop $-1 -1 $-1 $358 $427 $380 # cone-surface $-1 -1 $-1 6500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $428 $382 # plane-surface $-1 -1 $-1 8000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $407 $407 $428 $429 reversed $383 $-1 # coedge $-1 -1 $-1 $408 $408 $387 $409 forward $385 $-1 # edge $-1 -1 $-1 $430 -3.141592653589793116 $430 3.141592653589793116 $387 $431 forward @7 unknown # vertex $-1 -1 $-1 $389 $432 # ellipse-curve $-1 -1 $-1 -7000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -5250 1500 -16500 # loop $-1 -1 $-1 $433 $434 $49 # coedge $-1 -1 $-1 $414 $414 $435 $436 forward $393 $-1 # coedge $-1 -1 $-1 $415 $415 $394 $416 reversed $437 $-1 # edge $-1 -1 $-1 $438 -3.1415926535897o93116 $438 3.141592653589793116 $394 $439 forward @7 unknown # loop $-1 -1 $-1 $-1 $395 $440 # vertex $-1 -1 $-1 $396 $441 # ellipse-curve $-1 -1 $-1 2000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $442 $443 $4 $-1 $444 forward single # point $-1 -1 $-1 3750 0 -1500 # face $-1 -1 $-1 $420 $445 $4 $-1 $446 reversed single # loop $-1 -1 $-1 $377 $447 $400 # cone-surface $-1 -1 $-1 5000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $448 $402 # plane-surface $-1 -1 $-1 6500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $427 $427 $448 $449 reversed $403 $-1 # coedge $-1 -1 $-1 $428 $428 $407 $429 forward $405 $-1 # edge $-1 -1 $-1 $450 -3.141592653589793116 $450 3.141592653589793116 $407 $451 forward @7 unknown # vertex $-1 -1 $-1 $409 $452 # ellipse-curve $-1 -1 $-1 -8500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -6750 1500 -16500 # loop $-1 -1 $-1 $453 $454 $49 # coedge $-1 -1 $-1 $434 $434 $455 $456 forward $413 $-1 # coedge $-1 -1 $-1 $435 $435 $414 $436 reversed $457 $-1 # edge $-1 -1 $-1 $458 -3.141592653589793116 $458 3.141592653589793116 $414 $459 forward @7 unknown # loop $-1 -1 $-1 $-1 $415 $460 # vertex $-1 -1 $-1 $416 $461 # ellipse-curve $-1 -1 $-1 500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $462 $463 $4 $-1 $464 forward single # point $-1 -1 $-1 2250 0 -1500 # face $-1 -1 $-1 $440 $465 $4 $-1 $466 reversed single # loop $-1 -1 $-1 $397 $467 $420 # cone-surface $-1 -1 $-1 3500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $468 $422 # plane-surface $-1 -1 $-1 5000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $447 $447 $468 $469 reversed $423 $-1 # coedge $-1 -1 $-1 $448 $448 $427 $449 forward $425 $-1 # edge $-1 -1 $-1 $470 -3.141592653589793116 $470 3.141592653589793116 $427 $471 forward @7 unknown # vertex $-1 -1 $-1 $429 $472 # ellipse-curve $-1 -1 $-1 8000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -8250 1500 -16500 # loop $-1 -1 $-1 $473 $474 $49 # coedge $-1 -1 $-1 $454 $454 $475 $476 forward $433 $-1 # coedge $-1 -1 $-1 $455 $455 $434 $456 reversed $477 $-1 # edge $-1 -1 $-1 $478 -3.141592653589793116 $478 3.141592653589793116 $434 $479 forward @7 unknown # loop $-1 -1 $-1 $-1 $435 $480 # vertex $-1 -1 $-1 $436 $481 # ellipse-curve $-1 -1 $-1 -1000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $482 $483 $4 $-1 $484 forward single # point $-1 -1 $-1 750 0 -1500 # face $-1 -1 $-1 $460 $485 $4 $-1 $486 reversed single # loop $-1 -1 $-1 $417 $487 $440 # cone-surface $-1 -1 $-1 2000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $488 $442 # plane-surface $-1 -1 $-1 3500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $467 $467 $488 $489 reversed $443 $-1 # coedge $-1 -1 $-1 $468 $468 $447 $469 forward $445 $-1 # edge $-1 -1 $-1 $490 -3.141592653589793116 $490 3.141592653589793116 $447 $491 forward @7 unknown # vertex $-1 -1 $-1 $449 $492 # ellipse-curve $-1 -1 $-1 6500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 8250 0 -16500 # loop $-1 -1 $-1 $493 $494 $49 # coedge $-1 -1 $-1 $474 $474 $495 $496 forward $453 $-1 # coedge $-1 -1 $-1 $475 $475 $454 $476 reversed $497 $-1 # edge $-1 -1 $-1 $498 -3.141592653589793116 $498 3.141592653589793116 $454 $499 forward @7 unknown # loop $-1 -1 $-1 $-1 $455 $500 # vertex $-1 -1 $-1 $456 $501 # ellipse-curve $-1 -1 $-1 -2500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $502 $503 $4 $-1 $504 forward single # point $-1 -1 $-1 -750 0 -1500 # face $-1 -1 $-1 $480 $505 $4 $-1 $506 reversed single # loop $-1 -1 $-1 $437 $507 $460 # cone-surface $-1 -1 $-1 500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $508 $462 # plane-surface $-1 -1 $-1 2000.000000000001137 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $487 $487 $508 $509 reversed $463 $-1 # coedge $-1 -1 $-1 $488 $488 $467 $489 forward $465 $-1 # edge $-1 -1 $-1 $510 -3.141592653589793116 $p510 3.141592653589793116 $467 $511 forward @7 unknown # vertex $-1 -1 $-1 $469 $512 # ellipse-curve $-1 -1 $-1 5000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 6750 0 -16500 # loop $-1 -1 $-1 $513 $514 $49 # coedge $-1 -1 $-1 $494 $494 $515 $516 forward $473 $-1 # coedge $-1 -1 $-1 $495 $495 $474 $496 reversed $517 $-1 # edge $-1 -1 $-1 $518 -3.141592653589793116 $518 3.141592653589793116 $474 $519 forward @7 unknown # 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point $-1 -1 $-1 -5250 1500 -1500 # face $-1 -1 $-1 $311 $331 $4 $-1 $332 reversed single # loop $-1 -1 $-1 $280 $333 $297 # cone-surface $-1 -1 $-1 -4000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $316 $316 $301 $317 forward $299 $-1 # edge $-1 -1 $-1 $334 -3.141592653589793116 $334 3.141592653589793116 $301 $335 forward @7 unknown # point $-1 -1 $-1 -750 1500 -16500 # loop $-1 -1 $-1 $336 $337 $49 # coedge $-1 -1 $-1 $320 $320 $338 $339 forward $304 $-1 # coedge $-1 -1 $-1 $321 $321 $305 $322 reversed $340 $-1 # edge $-1 -1 $-1 $341 -3.141592653589793116 $341 3.141592653589793116 $305 $342 forward @7 unknown # loop $-1 -1 $-1 $-1 $306 $343 # vertex $-1 -1 $-1 $307 $344 # ellipse-curve $-1 -1 $-1 -8500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $345 $346 $4 $-1 $347 forward single # point $-1 -1 $-1 -6750 1500 -1500 # face $-1 -1 $-1 $326 $348 $4 $-1 $349 reversed single # loop $-1 -1 $-1 $294 $350 $311 # cone-surface $-1 -1 $-1 -5500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $351 $313 # plane-surface $-1 -1 $-1 -3999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $333 $333 $351 $352 reversed $314 $-1 # vertex $-1 -1 $-1 $317 $353 # ellipse-curve $-1 -1 $-1 -2500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $354 $355 $49 # coedge $-1 -1 $-1 $337 $337 $356 $357 forward $319 $-1 # coedge $-1 -1 $-1 $338 $338 $320 $339 reversed $358 $-1 # edge $-1 -1 $-1 $359 -3.141592653589793116 $359 3.141592653589793116 $320 $360 forward @7 unknown # loop $-1 -1 $-1 $-1 $321 $361 # vertex $-1 -1 $-1 $322 $362 # ellipse-curve $-1 -1 $-1 8000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $363 $364 $4 $-1 $365 forward single # point $-1 -1 $-1 -8250 1500 -1500 # fzace $-1 -1 $-1 $343 $366 $4 $-1 $367 reversed single # loop $-1 -1 $-1 $308 $368 $326 # cone-surface $-1 -1 $-1 -7000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $369 $328 # plane-surface $-1 -1 $-1 -5499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $350 $350 $369 $370 reversed $329 $-1 # coedge $-1 -1 $-1 $351 $351 $333 $352 forward $331 $-1 # edge $-1 -1 $-1 $371 -3.141592653589793116 $371 3.141592653589793116 $333 $372 forward @7 unknown # point $-1 -1 $-1 -2250 1500 -16500 # loop $-1 -1 $-1 $373 $374 $49 # coedge $-1 -1 $-1 $355 $355 $375 $376 forward $336 $-1 # coedge $-1 -1 $-1 $356 $356 $337 $357 reversed $377 $-1 # edge $-1 -1 $-1 $378 -3.141592653589793116 $378 3.141592653589793116 $337 $379 forward @7 unknown # loop $-1 -1 $-1 $-1 $338 $380 # vertex $-1 -1 $-1 $339 $381 # ellipse-curve $-1 -1 $-1 6500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $382 $383 $4 $-1 $384 forward single # point $-1 -1 $-1 8250 0 -1500 # face $-1 -1 $-1 $361 $385 $4 $-1 $386 reversed single # loop $-1 -1 $-1 $323 $387 $343 # cone-surface $-1 -1 $-1 -8500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $388 $345 # plane-surface $-1 -1 $-1 -6999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $368 $368 $388 $389 reversed $346 $-1 # coedge $-1 -1 $-1 $369 $369 $350 $370 forward $348 $-1 # edge $-1 -1 $-1 $390 -3.141592653589793116 $390 3.141592653589793116 $350 $391 forward @7 unknown # vertex $-1 -1 $-1 $352 $392 # ellipse-curve $-1 -1 $-1 -4000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $393 $394 $49 # coedge $-1 -1 $-1 $374 $374 $395 $396 forward $354 $-1 # coedge $-1 -1 $-1 $375 $375 $355 $376 reversed $397 $-1 # edge $-1 -1 $-1 $398 -3.141592653589793116 $398 3.141592653589793116 $355 $399 forward @7 unknown # loop $-1 -1 $-1 $-1 $356 $400 # vertex $-1 -1 $-1 $357 $401 # ellipse-curve $-1 -1 $-1 5000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $402 $403 $4 $-1 $404 forward single # point $-1 -1 $-1 6750 0 -1500 # face $-1 -1 $-1 $380 $405 $4 $-1 $406 reversed single # loop $-1 -1 $-1 $340 $407 $361 # cone-surface $-1 -1 $-1 8000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $408 $363 # plane-surface $-1 -1 $-1 -8499.999999999998181 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $387 $387 $408 $409 reversed $364 $-1 # coedge $-1 -1 $-1 $388 $388 $368 $389 forward $366 $-1 # edge $-1 -1 $-1 $410 -3.141592653589793116 $410 3.141592653589793116 $368 $411 forward @7 unknown # vertex $-1 -1 $-1 $370 $412 # ellipse-curve $-1 -1 $-1 -5500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -3750 1500 -16500 # loop $-1 -1 $-1 $413 $414 $49 # coedge $-1 -1 $-1 $394 $394 $415 $416 forward $373 $-1 # coedge $-1 -1 $-1 $395 $395 $374 $396 reversed $417 $-1 # edge $-1 -1 $-1 $418 -3.141592653589793116 $418 3.141592653589793116 $374 $419 forward @7 unknown # loop $-1 -1 $-1 $-1 $375 $420 # vertex $-1 -1 $-1 $376 $421 # ellipse-curve $-1 -1 $-1 3500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $422 $423 $4 $-1 $424 forward single # point $-1 -1 $-1 5250 0 -1500 # face $-1 -1 $-1 $400 $425 $4 $-1 $426 reversed single # loop $-1 -1 $-1 $358 $427 $380 # cone-surface $-1 -1 $-1 6500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $428 $382 # plane-surface $-1 -1 $-1 8000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $407 $407 $428 $429 reversed $383 $-1 # coedge $-1 -1 $-1 $408 $408 $387 $409 forward $385 $-1 # edge $-1 -1 $-1 $430 -3.141592653589793116 $430 3.141592653589793116 $387 $431 forward @7 unknown # vertex $-1 -1 $-1 $389 $432 # ellipse-curve $-1 -1 $-1 -7000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -5250 1500 -16500 # loop $-1 -1 $-1 $433 $434 $49 # coedge $-1 -1 $-1 $414 $414 $435 $436 forward $393 $-1 # coedge $-1 -1 $-1 $415 $415 $394 $416 reversed $437 $-1 # edge $-1 -1 $-1 $438 -3.1415926535897931{16 $438 3.141592653589793116 $394 $439 forward @7 unknown # loop $-1 -1 $-1 $-1 $395 $440 # vertex $-1 -1 $-1 $396 $441 # ellipse-curve $-1 -1 $-1 2000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $442 $443 $4 $-1 $444 forward single # point $-1 -1 $-1 3750 0 -1500 # face $-1 -1 $-1 $420 $445 $4 $-1 $446 reversed single # loop $-1 -1 $-1 $377 $447 $400 # cone-surface $-1 -1 $-1 5000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $448 $402 # plane-surface $-1 -1 $-1 6500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $427 $427 $448 $449 reversed $403 $-1 # coedge $-1 -1 $-1 $428 $428 $407 $429 forward $405 $-1 # edge $-1 -1 $-1 $450 -3.141592653589793116 $450 3.141592653589793116 $407 $451 forward @7 unknown # vertex $-1 -1 $-1 $409 $452 # ellipse-curve $-1 -1 $-1 -8500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -6750 1500 -16500 # loop $-1 -1 $-1 $453 $454 $49 # coedge $-1 -1 $-1 $434 $434 $455 $456 forward $413 $-1 # coedge $-1 -1 $-1 $435 $435 $414 $436 reversed $457 $-1 # edge $-1 -1 $-1 $458 -3.141592653589793116 $458 3.141592653589793116 $414 $459 forward @7 unknown # loop $-1 -1 $-1 $-1 $415 $460 # vertex $-1 -1 $-1 $416 $461 # ellipse-curve $-1 -1 $-1 500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $462 $463 $4 $-1 $464 forward single # point $-1 -1 $-1 2250 0 -1500 # face $-1 -1 $-1 $440 $465 $4 $-1 $466 reversed single # loop $-1 -1 $-1 $397 $467 $420 # cone-surface $-1 -1 $-1 3500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $468 $422 # plane-surface $-1 -1 $-1 5000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $447 $447 $468 $469 reversed $423 $-1 # coedge $-1 -1 $-1 $448 $448 $427 $449 forward $425 $-1 # edge $-1 -1 $-1 $470 -3.141592653589793116 $470 3.141592653589793116 $427 $471 forward @7 unknown # vertex $-1 -1 $-1 $429 $472 # ellipse-curve $-1 -1 $-1 8000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -8250 1500 -16500 # loop $-1 -1 $-1 $473 $474 $49 # coedge $-1 -1 $-1 $454 $454 $475 $476 forward $433 $-1 # coedge $-1 -1 $-1 $455 $455 $434 $456 reversed $477 $-1 # edge $-1 -1 $-1 $478 -3.141592653589793116 $478 3.141592653589793116 $434 $479 forward @7 unknown # loop $-1 -1 $-1 $-1 $435 $480 # vertex $-1 -1 $-1 $436 $481 # ellipse-curve $-1 -1 $-1 -1000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $482 $483 $4 $-1 $484 forward single # point $-1 -1 $-1 750 0 -1500 # face $-1 -1 $-1 $460 $485 $4 $-1 $486 reversed single # loop $-1 -1 $-1 $417 $487 $440 # cone-surface $-1 -1 $-1 2000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $488 $442 # plane-surface $-1 -1 $-1 3500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $467 $467 $488 $489 reversed $443 $-1 # coedge $-1 -1 $-1 $468 $468 $447 $469 forward $445 $-1 # edge $-1 -1 $-1 $490 -3.141592653589793116 $490 3.141592653589793116 $447 $491 forward @7 unknown # vertex $-1 -1 $-1 $449 $492 # ellipse-curve $-1 -1 $-1 6500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 8250 0 -16500 # loop $-1 -1 $-1 $493 $494 $49 # coedge $-1 -1 $-1 $474 $474 $495 $496 forward $453 $-1 # coedge $-1 -1 $-1 $475 $475 $454 $476 reversed $497 $-1 # edge $-1 -1 $-1 $498 -3.141592653589793116 $498 3.141592653589793116 $454 $499 forward @7 unknown # loop $-1 -1 $-1 $-1 $455 $500 # vertex $-1 -1 $-1 $456 $501 # ellipse-curve $-1 -1 $-1 -2500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $502 $503 $4 $-1 $504 forward single # point $-1 -1 $-1 -750 0 -1500 # face $-1 -1 $-1 $480 $505 $4 $-1 $506 reversed single # loop $-1 -1 $-1 $437 $507 $460 # cone-surface $-1 -1 $-1 500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $508 $462 # plane-surface $-1 -1 $-1 2000.000000000001137 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $487 $487 $508 $509 reversed $463 $-1 # coedge $-1 -1 $-1 $488 $488 $467 $489 forward $465 $-1 # edge $-1 -1 $-1 $510 -3.141592653589793116 $510| 3.141592653589793116 $467 $511 forward @7 unknown # vertex $-1 -1 $-1 $469 $512 # ellipse-curve $-1 -1 $-1 5000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 6750 0 -16500 # loop $-1 -1 $-1 $513 $514 $49 # coedge $-1 -1 $-1 $494 $494 $515 $516 forward $473 $-1 # coedge $-1 -1 $-1 $495 $495 $474 $496 reversed $517 $-1 # edge $-1 -1 $-1 $518 -3.141592653589793116 $518 3.141592653589793116 $474 $519 forward @7 unknown # loop $-1 -1 $-1 $-1 $475 $520 # vertex $-1 -1 $-1 $476 $521 # ellipse-curve $-1 -1 $-1 -4000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $522 $523 $4 $-1 $524 forward single # point $-1 -1 $-1 -2250 0 -1500 # face $-1 -1 $-1 $500 $525 $4 $-1 $526 reversed single # loop $-1 -1 $-1 $457 $527 $480 # cone-surface $-1 -1 $-1 -1000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $528 $482 # plane-surface $-1 -1 $-1 500.0000000000011369 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $507 $507 $528 $529 reversed $483 $-1 # coedge $-1 -1 $-1 $508 $508 $487 $509 forward $485 $-1 # edge $-1 -1 $-1 $530 -3.141592653589793116 $530 3.141592653589793116 $487 $531 forward @7 unknown # vertex $-1 -1 $-1 $489 $532 # ellipse-curve $-1 -1 $-1 3500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 5250 0 -16500 # loop $-1 -1 $-1 $533 $534 $49 # coedge $-1 -1 $-1 $514 $514 $535 $536 forward $493 $-1 # coedge $-1 -1 $-1 $515 $515 $494 $516 reversed $537 $-1 # edge $-1 -1 $-1 $538 -3.141592653589793116 $538 3.141592653589793116 $494 $539 forward @7 unknown # loop $-1 -1 $-1 $-1 $495 $540 # vertex $-1 -1 $-1 $496 $541 # ellipse-curve $-1 -1 $-1 -5500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $542 $543 $4 $-1 $544 forward single # point $-1 -1 $-1 -3750 0 -1500 # face $-1 -1 $-1 $520 $545 $4 $-1 $546 reversed single # loop $-1 -1 $-1 $477 $547 $500 # cone-surface $-1 -1 $-1 -2500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $548 $502 # plane-surface $-1 -1 $-1 -999.9999999999988631 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $527 $527 $548 $549 reversed $503 $-1 # coedge $-1 -1 $-1 $528 $528 $507 $529 forward $505 $-1 # edge $-1 -1 $-1 $550 -3.141592653589793116 $550 3.141592653589793116 $507 $551 forward @7 unknown # vertex $-1 -1 $-1 $509 $552 # ellipse-curve $-1 -1 $-1 2000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 3750 0 -16500 # loop $-1 -1 $-1 $553 $554 $49 # coedge $-1 -1 $-1 $534 $534 $555 $556 forward $513 $-1 # coedge $-1 -1 $-1 $535 $535 $514 $536 reversed $557 $-1 # edge $-1 -1 $-1 $558 -3.141592653589793116 $558 3.141592653589793116 $514 $559 forward @7 unknown # loop $-1 -1 $-1 $-1 $515 $560 # vertex $-1 -1 $-1 $516 $561 # ellipse-curve $-1 -1 $-1 -7000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $562 $563 $4 $-1 $564 forward single # point $-1 -1 $-1 -5250 0 -1500 # face $-1 -1 $-1 $540 $565 $4 $-1 $566 reversed single # loop $-1 -1 $-1 $497 $567 $520 # cone-surface $-1 -1 $-1 -4000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $568 $522 # plane-surface $-1 -1 $-1 -2499.999999999999091 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $547 $547 $568 $569 reversed $523 $-1 # coedge $-1 -1 $-1 $548 $548 $527 $549 forward $525 $-1 # edge $-1 -1 $-1 $570 -3.141592653589793116 $570 3.141592653589793116 $527 $571 forward @7 unknown # vertex $-1 -1 $-1 $529 $572 # ellipse-curve $-1 -1 $-1 500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 2250 0 -16500 # loop $-1 -1 $-1 $573 $574 $49 # coedge $-1 -1 $-1 $554 $554 $575 $576 forward $533 $-1 # coedge $-1 -1 $-1 $555 $555 $534 $556 reversed $577 $-1 # edge $-1 -1 $-1 $578 -3.141592653589793116 $578 3.141592653589793116 $534 $579 forward @7 unknown # loop $-1 -1 $-1 $-1 $535 $580 # vertex $-1 -1 $-1 $536 $581 # ellipse-curve $-1 -1 $-1 -8500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $582 $583 $4 $-1 $584 forward single # point $-1 -1 $-1 -6750 0 -1500 # face $-1 -1 $-1 $560 $585 $4 $-1 $586 reversed single # loop $-1 -1 $-1 $517 $587 $540} # cone-surface $-1 -1 $-1 -5500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $588 $542 # plane-surface $-1 -1 $-1 -3999.999999999999091 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $567 $567 $588 $589 reversed $543 $-1 # coedge $-1 -1 $-1 $568 $568 $547 $569 forward $545 $-1 # edge $-1 -1 $-1 $590 -3.141592653589793116 $590 3.141592653589793116 $547 $591 forward @7 unknown # vertex $-1 -1 $-1 $549 $592 # ellipse-curve $-1 -1 $-1 -1000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 750 0 -16500 # loop $-1 -1 $-1 $593 $594 $49 # coedge $-1 -1 $-1 $574 $574 $595 $596 forward $553 $-1 # coedge $-1 -1 $-1 $575 $575 $554 $576 reversed $597 $-1 # edge $-1 -1 $-1 $598 -3.141592653589793116 $598 3.141592653589793116 $554 $599 forward @7 unknown # loop $-1 -1 $-1 $-1 $555 $600 # vertex $-1 -1 $-1 $556 $601 # ellipse-curve $-1 -1 $-1 8000 -1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $602 $603 $4 $-1 $604 forward single # point $-1 -1 $-1 -8250 0 -1500 # face $-1 -1 $-1 $580 $605 $4 $-1 $606 reversed single # loop $-1 -1 $-1 $537 $607 $560 # cone-surface $-1 -1 $-1 -7000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $608 $562 # plane-surface $-1 -1 $-1 -5499.999999999999091 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $587 $587 $608 $609 reversed $563 $-1 # coedge $-1 -1 $-1 $588 $588 $567 $589 forward $565 $-1 # edge $-1 -1 $-1 $610 -3.141592653589793116 $610 3.141592653589793116 $567 $611 forward @7 unknown # vertex $-1 -1 $-1 $569 $612 # ellipse-curve $-1 -1 $-1 -2500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -750 0 -16500 # loop $-1 -1 $-1 $613 $614 $49 # coedge $-1 -1 $-1 $594 $594 $615 $616 forward $573 $-1 # coedge $-1 -1 $-1 $595 $595 $574 $596 reversed $617 $-1 # 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point $-1 -1 $-1 8500 -2500 0 # point $-1 -1 $-1 -8499.999999999998181 -2499.999999999999545 0 # face $-1 -1 $-1 $190 $191 $4 $-1 $192 reversed single # loop $-1 -1 $-1 $193 $194 $126 # cone-surface $-1 -1 $-1 2000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $161 $161 $130 $162 forward $127 $-1 # edge $-1 -1 $-1 $195 -3.141592653589793116 $195 3.141592653589793116 $130 $196 forward @7 unknown # point $-1 -1 $-1 5250 1500 -16500 # loop $-1 -1 $-1 $197 $198 $49 # coedge $-1 -1 $-1 $165 $165 $199 $200 forward $134 $-1 # coedge $-1 -1 $-1 $166 $166 $135 $167 reversed $193 $-1 # edge $-1 -1 $-1 $201 -3.141592653589793116 $201 3.141592653589793116 $135 $202 forward @7 unknown # vertex $-1 -1 $-1 $137 $203 # ellipse-curve $-1 -1 $-1 3500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 5250 1500 -1500 # coedge $-1 -1 $-1 $204 $140 $143 $176 forward $173 $-1 # coedge $-1 -1 $-1 $140 $204 $147 $180 reversed $173 $-1 # loop $-1 -1 $-1 $-1 $140 $205 # straight-curve $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 10 8.359326303060003057e-16 0 F 0 F 1700 # coedge $-1 -1 $-1 $143 $142 $206 $207 reversed $144 $-1 # edge $-1 -1 $-1 $145 0 $208 150 $171 $209 forward @7 tangent # face $-1 -1 $-1 $205 $144 $4 $-1 $210 forward single # point $-1 -1 $-1 8500 2500 0 # coedge $-1 -1 $-1 $148 $147 $211 $212 reversed $149 $-1 # edge $-1 -1 $-1 $150 0 $213 150 $147 $214 forward @7 tangent # face $-1 -1 $-1 $155 $149 $4 $-1 $215 forward single # point $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 # coedge $-1 -1 $-1 $211 $206 $152 $184 forward $216 $-1 # edge $-1 -1 $-1 $187 0 $185 1700 $152 $217 forward @7 unknown # vertex $-1 -1 $-1 $212 $218 # straight-curve $-1 -1 $-1 -8499.999999999998181 -2499.999999999999545 0 0 0 -10 I I # vertex $-1 -1 $-1 $154 $219 # straight-curve $-1 -1 $-1 8500 -2500 0 0 0 -10 I I # plane-surface $-1 -1 $-1 8500 -2500 0 -1.671865260612000599e-17 -1 -0 -10 1.671865260612000661e-16 0 forward_v I I I I # face $-1 -1 $-1 $220 $221 $4 $-1 $222 forward single # loop $-1 -1 $-1 $-1 $223 $158 # plane-surface $-1 -1 $-1 2000.000000000001137 1500 -16500 0 0 1 10 0 0 forward_v I I I I # loop $-1 -1 $-1 $-1 $166 $126 # coedge $-1 -1 $-1 $194 $194 $223 $224 reversed $159 $-1 # vertex $-1 -1 $-1 $162 $225 # ellipse-curve $-1 -1 $-1 3500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $226 $227 $49 # coedge $-1 -1 $-1 $198 $198 $228 $229 forward $164 $-1 # coedge $-1 -1 $-1 $199 $199 $165 $200 reversed $230 $-1 # edge $-1 -1 $-1 $231 -3.141592653589793116 $231 3.141592653589793116 $165 $232 forward @7 unknown # vertex $-1 -1 $-1 $167 $233 # ellipse-curve $-1 -1 $-1 2000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 3750 1500 -1500 # coedge $-1 -1 $-1 $172 $171 $234 $235 reversed $173 $-1 # face $-1 -1 $-1 $181 $173 $4 $-1 $236 forward single # coedge $-1 -1 $-1 $183 $234 $175 $207 forward $216 $-1 # edge $-1 -1 $-1 $208 1.570796326794896558 $187 4.712388980384689674 $175 $237 forward @7 unknown # vertex $-1 -1 $-1 $207 $238 # straight-curve $-1 -1 $-1 8500 2500 0 0 0 -10 I I # cone-surface $-1 -1 $-1 8500 0 0 0 0 -1 -2500 0 0 1 I I 0 1 2500 forward I I I I # coedge $-1 -1 $-1 $234 $183 $179 $212 forward $216 $-1 # edge $-1 -1 $-1 $185 1.570796326794896558 $213 4.712388980384689674 $179 $239 forward @7 unknown # vertex $-1 -1 $-1 $235 $240 # straight-curve $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 0 0 -10 I I # cone-surface $-1 -1 $-1 -8499.999999999998181 0 0 0 0 -1 2499.999999999999545 0 0 1 I I 0 1 2499.999999999999545 forward I I I I # loop $-1 -1 $-1 $-1 $183 $49 # straight-curve $-1 -1 $-1 8500 -2500 -1500 -10 1.671865260612000661e-16 0 I I # point $-1 -1 $-1 -8500 -2499.999999999999545 -1500 # point $-1 -1 $-1 8500 -2500 -1500 # face $-1 -1 $-1 $241 $242 $4 $-1 $243 reversed single # loop $-1 -1 $-1 $230 $244 $190 # cone-surface $-1 -1 $-1 500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $223 $223 $194 $224 forward $191 $-1 # edge $-1 -1 $-1 $245 -3.141592653589793116 $245 3.141592653589793116 $194 $246 forward @7 unknown # point $-1 -1 $-1 3750 1500 -16500 # loop $-1 -1 $-1 $247 $248 $49 # coedge $-1 -1 $-1 $227 $227 $249 $250 forward $197 $-1 # coedge $-1 -1 $-1 $228 $228 $198 $229 reversed $251 $-1 # edge $-1 -1 $-1 $252 -3.141592653589793116 $252 3.141592653589793116 $198 $253 forward @7 unknown # loop $-1 -1 $-1 $-1 $199 $190 # vertex $-1 -1 $-1 $200 $254 # ellipse-curve $-1 -1 $-1 500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 2250 1500 -1500 # coedge $-1 -1 $-1 $206 $211 $204 $235 forward $216 $-1 # edge $-1 -1 $-1 $213 0 $208 1700 $204 $255 forward @7 unknown # plane-surface $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 -8.359326303060003303e-17 1 0 10 8.359326303060003057e-16 0 forward_v I I I I # ellipse-curve $-1 -1 $-1 8500 0 -1500 0 0 -1 -2500 -0 -0 1 I I # point $-1 -1 $-1 8500 2500 -1500 # ellipse-curve $-1 -1 $-1 -8499.999999999998181 0 -1500 -0 -0 -1 2499.999999999999545 0 0 1 I I # point $-1 -1 $-1 -8500 2499.999999999999091 -1500 # face $-1 -1 $-1 $256 $257 $4 $-1 $258 forward single # loop $-1 -1 $-1 $-1 $259 $220 # plane-surface $-1 -1 $-1 500.0000000000011369 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $244 $244 $259 $260 reversed $221 $-1 # vertex $-1 -1 $-1 $224 $261 # ellipse-curve $-1 -1 $-1 2000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $262 $263 $49 # coedge $-1 -1 $-1 $248 $248 $264 $265 forward $226 $-1 # coedge $-1 -1 $-1 $249 $249 $227 $250 reversed $266 $-1 # edge $-1 -1 $-1 $267 -3.141592653589793116 $267 3.141592653589793116 $227 $268 forward @7 unknown # loop $-1 -1 $-1 $-1 $228 $241 # vertex $-1 -1 $-1 $229 $269 # ellipse-curve $-1 -1 $-1 -1000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 750 1500 -1500 # straight-curve $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 -1500 10 8.359326303060003057e-16 0 I I # face $-1 -1 $-1 $270 $271 $4 $-1 $272 reversed single # loop $-1 -1 $-1 $251 $273 $241 # cone-surface $-1 -1 $-1 -1000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $259 $259 $244 $260 forward $242 $-1 # edge $-1 -1 $-1 $274 -3.141592653589793116 $274 3.141592653589793116 $244 $275 forward @7 unknown # point $-1 -1 $-1 2250 1500 -16500 # loop $-1 -1 $-1 $276 $277 $49 # coedge $-1 -1 $-1 $263 $263 $278 $279 forward $247 $-1 # coedge $-1 -1 $-1 $264 $264 $248 $265 reversed $280 $-1 # edge $-1 -1 $-1 $281 -3.141592653589793116 $281 3.141592653589793116 $248 $282 forward @7 unknown # loop $-1 -1 $-1 $-1 $249 $270 # vertex $-1 -1 $-1 $250 $283 # ellipse-curve $-1 -1 $-1 -2500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 -750 1500 -1500 # face $-1 -1 $-1 $284 $285 $4 $-1 $286 forward single # loop $-1 -1 $-1 $-1 $287 $256 # plane-surface $-1 -1 $-1 -999.9999999999988631 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $273 $273 $287 $288 reversed $257 $-1 # vertex $-1 -1 $-1 $260 $289 # ellipse-curve $-1 -1 $-1 500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $290 $291 $49 # coedge $-1 -1 $-1 $277 $277 $292 $293 forward $262 $-1 # coedge $-1 -1 $-1 $278 $278 $263 $279 reversed $294 $-1 # edge $-1 -1 $-1 $295 -3.141592653589793116 $295 3.141592653589793116 $263 $296 forward @7 unknown # loop $-1 -1 $-1 $-1 $264 $297 # vertex $-1 -1 $-1 $265 $298 # ellipse-curve $-1 -1 $-1 -4000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 -2250 1500 -1500 # face $-1 -1 $-1 $297 $299 $4 $-1 $300 reversed single # loop $-1 -1 $-1 $266 $301 $270 # cone-surface $-1 -1 $-1 -2500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $287 $287 $273 $288 forward $271 $-1 # edge $-1 -1 $-1 $302 -3.141592653589793116 $302 3.141592653589793116 $273 $303 forward @7 unknown # point $-1 -1 $-1 750 1500 -16500 # loop $-1 -1 $-1 $304 $305 $49 # coedge $-1 -1 $-1 $291 $291 $306 $307 forward $276 $-1 # coedge $-1 -1 $-1 $292 $292 $277 $293 reversed $308 $-1 # edge $-1 -1 $-1 $309 -3.141592653589793116 $309 3.141592653589793116 $277 $310 forward @7 unknown # loop $-1 -1 $-1 $-1 $278 $311 # vertex $-1 -1 $-1 $279 $312 # ellipse-curve $-1 -1 $-1 -5500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $313 $314 $4 $-1 $315 forward single # point $-1 -1 $-1 -3750 1500 -1500 # loop $-1 -1 $-1 $-1 $316 $284 # plane-surface $-1 -1 $-1 -2499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $301 $301 $316 $317 reversed $285 $-1 # vertex $-1 -1 $-1 $288 $318 # ellipse-curve $-1 -1 $-1 -1000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $319 $320 $49 # coedge $-1 -1 $-1 $305 $305 $321 $322 forward $290 $-1 # coedge $-1 -1 $-1 $306 $306 $291 $307 reversed $323 $-1 # edge $-1 -1 $-1 $324 -3.141592653589793116 $324 3.141592653589793116 $291 $325 forward @7 unknown # loop $-1 -1 $-1 $-1 $292 $326 # vertex $-1 -1 $-1 $293 $327 # ellipse-curve $-1 -1 $-1 -7000 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $328 $329 $4 $-1 $330 forward single # point $-1 -1 $-1 -5250 1500 -1500 # face $-1 -1 $-1 $311 $331 $4 $-1 $332 reversed single # loop $-1 -1 $-1 $280 $333 $297 # cone-surface $-1 -1 $-1 -4000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $316 $316 $301 $317 forward $299 $-1 # edge $-1 -1 $-1 $334 -3.141592653589793116 $334 3.141592653589793116 $301 $335 forward @7 unknown # point $-1 -1 $-1 -750 1500 -16500 # loop $-1 -1 $-1 $336 $337 $49 # coedge $-1 -1 $-1 $320 $320 $338 $339 forward $304 $-1 # coedge $-1 -1 $-1 $321 $321 $305 $322 reversed $340 $-1 # edge $-1 -1 $-1 $341 -3.141592653589793116 $341 3.141592653589793116 $305 $342 forward @7 unknown # loop $-1 -1 $-1 $-1 $306 $343 # vertex $-1 -1 $-1 $307 $344 # ellipse-curve $-1 -1 $-1 -8500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $345 $346 $4 $-1 $347 forward single # point $-1 -1 $-1 -6750 1500 -1500 # face $-1 -1 $-1 $326 $348 $4 $-1 $349 reversed single # loop $-1 -1 $-1 $294 $350 $311 # cone-surface $-1 -1 $-1 -5500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $351 $313 # plane-surface $-1 -1 $-1 -3999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $333 $333 $351 $352 reversed $314 $-1 # vertex $-1 -1 $-1 $317 $353 # ellipse-curve $-1 -1 $-1 -2500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $354 $355 $49 # coedge $-1 -1 $-1 $337 $337 $356 $357 forward $319 $-1 # coedge $-1 -1 $-1 $338 $338 $320 $339 reversed $358 $-1 # edge $-1 -1 $-1 $359 -3.141592653589793116 $359 3.141592653589793116 $320 $360 forward @7 unknown # loop $-1 -1 $-1 $-1 $321 $361 # vertex $-1 -1 $-1 $322 $362 # ellipse-curve $-1 -1 $-1 8000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $363 $364 $4 $-1 $365 forward single # point $-1 -1 $-1 -8250 1500 -1500 # face $-1 -1 $-1 $343 $366 $4 $-1 $367 reversed single # loop $-1 -1 $-1 $308 $368 $326 # cone-surface $-1 -1 $-1 -7000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $369 $328 # plane-surface $-1 -1 $-1 -5499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $350 $350 $369 $370 reversed $329 $-1 # coedge $-1 -1 $-1 $351 $351 $333 $352 forward $331 $-1 # edge $-1 -1 $-1 $371 -3.141592653589793116 $371 3.141592653589793116 $333 $372 forward @7 unknown # point $-1 -1 $-1 -2250 1500 -16500 # loop $-1 -1 $-1 $373 $374 $49 # coedge $-1 -1 $-1 $355 $355 $375 $376 forward $336 $-1 # coedge $-1 -1 $-1 $356 $356 $337 $357 reversed $377 $-1 # edge $-1 -1 $-1 $378 -3.141592653589793116 $378 3.141592653589793116 $337 $379 forward @7 unknown # loop $-1 -1 $-1 $-1 $338 $380 # vertex $-1 -1 $-1 $339 $381 # ellipse-curve $-1 -1 $-1 6500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $382 $383 $4 $-1 $384 forward single # point $-1 -1 $-1 8250 0 -1500 # face $-1 -1 $-1 $361 $385 $4 $-1 $386 reversed single # loop $-1 -1 $-1 $323 $387 $343 # cone-surface $-1 -1 $-1 -8500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $388 $345 # plane-surface $-1 -1 $-1 -6999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $368 $368 $388 $389 reversed $346 $-1 # coedge $-1 -1 $-1 $369 $369 $350 $370 forward $348 $-1 # edge $-1 -1 $-1 $390 -3.141592653589793116 $390 3.141592653589793116 $350 $391 forward @7 unknown # vertex $-1 -1 $-1 $352 $392 # ellipse-curve $-1 -1 $-1 -4000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $393 $394 $49 # coedge $-1 -1 $-1 $374 $374 $395 $396 forward $354 $-1 # coedge $-1 -1 $-1 $375 $375 $355 $376 reversed $397 $-1 # edge $-1 -1 $-1 $398 -3.141592653589793116 $398 3.141592653589793116 $355 $399 forward @7 unknown # loop $-1 -1 $-1 $-1 $356 $400 # vertex $-1 -1 $-1 $357 $401 # ellipse-curve $-1 -1 $-1 5000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $402 $403 $4 $-1 $404 forward single # point $-1 -1 $-1 6750 0 -1500 # face $-1 -1 $-1 $380 $405 $4 $-1 $406 reversed single # loop $-1 -1 $-1 $340 $407 $361 # cone-surface $-1 -1 $-1 8000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $408 $363 # plane-surface $-1 -1 $-1 -8499.999999999998181 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $387 $387 $408 $409 reversed $364 $-1 # coedge $-1 -1 $-1 $388 $388 $368 $389 forward $366 $-1 # edge $-1 -1 $-1 $410 -3.141592653589793116 $410 3.141592653589793116 $368 $411 forward @7 unknown # vertex $-1 -1 $-1 $370 $412 # ellipse-curve $-1 -1 $-1 -5500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -3750 1500 -16500 # loop $-1 -1 $-1 $413 $414 $49 # coedge $-1 -1 $-1 $394 $394 $415 $416 forward $373 $-1 # coedge $-1 -1 $-1 $395 $395 $374 $396 reversed $417 $-1 # edge $-1 -1 $-1 $418 -3.141592653589793116 $418 3.141592653589793116 $374 $419 forward @7 unknown # loop $-1 -1 $-1 $-1 $375 $420 # vertex $-1 -1 $-1 $376 $421 # ellipse-curve $-1 -1 $-1 3500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $422 $423 $4 $-1 $424 forward single # point $-1 -1 $-1 5250 0 -1500 # face $-1 -1 $-1 $400 $425 $4 $-1 $426 reversed single # loop $-1 -1 $-1 $358 $427 $380 # cone-surface $-1 -1 $-1 6500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $428 $382 # plane-surface $-1 -1 $-1 8000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $407 $407 $428 $429 reversed $383 $-1 # coedge $-1 -1 $-1 $408 $408 $387 $409 forward $385 $-1 # edge $-1 -1 $-1 $430 -3.141592653589793116 $430 3.141592653589793116 $387 $431 forward @7 unknown # vertex $-1 -1 $-1 $389 $432 # ellipse-curve $-1 -1 $-1 -7000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -5250 1500 -16500 # loop $-1 -1 $-1 $433 $434 $49 # coedge $-1 -1 $-1 $414 $414 $435 $436 forward $393 $-1 # coedge $-1 -1 $-1 $415 $415 $394 $416 reversed $437 $-1 # edge $-1 -1 $-1 $438 -3.141592653589793116 $438 3.141592653589793116 $394 $439 forward @7 unknown # loop $-1 -1 $-1 $-1 $395 $440 # vertex $-1 -1 $-1 $396 $441 # ellipse-curve $-1 -1 $-1 2000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $442 $443 $4 $-1 $444 forward single # point $-1 -1 $-1 3750 0 -1500 # face $-1 -1 $-1 $420 $445 $4 $-1 $446 reversed single # loop $-1 -1 $-1 $377 $447 $400 # cone-surface $-1 -1 $-1 5000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $448 $402 # plane-surface $-1 -1 $-1 6500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $427 $427 $448 $449 reversed $403 $-1 # coedge $-1 -1 $-1 $428 $428 $407 $429 forward $405 $-1 # edge $-1 -1 $-1 $450 -3.141592653589793116 $450 3.141592653589793116 $407 $451 forward @7 unknown # vertex $-1 -1 $-1 $409 $452 # ellipse-curve $-1 -1 $-1 -8500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -6750 1500 -16500 # loop $-1 -1 $-1 $453 $454 $49 # coedge $-1 -1 $-1 $434 $434 $455 $456 forward $413 $-1 # coedge $-1 -1 $-1 $435 $435 $414 $436 reversed $457 $-1 # edge $-1 -1 $-1 $458 -3.141592653589793116 $458 3.141592653589793116 $414 $459 forward @7 unknown # loop $-1 -1 $-1 $-1 $415 $460 # vertex $-1 -1 $-1 $416 $461 # ellipse-curve $-1 -1 $-1 500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $462 $463 $4 $-1 $464 forward single # point $-1 -1 $-1 2250 0 -1500 # face $-1 -1 $-1 $440 $465 $4 $-1 $466 reversed single # loop $-1 -1 $-1 $397 $467 $420 # cone-surface $-1 -1 $-1 3500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $468 $422 # plane-surface $-1 -1 $-1 5000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $447 $447 $468 $469 reversed $423 $-1 # coedge $-1 -1 $-1 $448 $448 $427 $449 forward $425 $-1 # edge $-1 -1 $-1 $470 -3.141592653589793116 $470 3.141592653589793116 $427 $471 forward @7 unknown # vertex $-1 -1 $-1 $429 $472 # ellipse-curve $-1 -1 $-1 8000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -8250 1500 -16500 # loop $-1 -1 $-1 $473 $474 $49 # coedge $-1 -1 $-1 $454 $454 $475 $476 forward $433 $-1 # coedge $-1 -1 $-1 $455 $455 $434 $456 reversed $477 $-1 # edge $-1 -1 $-1 $478 -3.141592653589793116 $478 3.141592653589793116 $434 $479 forward @7 unknown # loop $-1 -1 $-1 $-1 $435 $480 # vertex $-1 -1 $-1 $436 $481 # ellipse-curve $-1 -1 $-1 -1000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $482 $483 $4 $-1 $484 forward single # point $-1 -1 $-1 750 0 -1500 # face $-1 -1 $-1 $460 $485 $4 $-1 $486 reversed single # loop $-1 -1 $-1 $417 $487 $440 # cone-surface $-1 -1 $-1 2000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $488 $442 # plane-surface $-1 -1 $-1 3500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $467 $467 $488 $489 reversed $443 $-1 # coedge $-1 -1 $-1 $468 $468 $447 $469 forward $445 $-1 # edge $-1 -1 $-1 $490 -3.141592653589793116 $490 3.141592653589793116 $447 $491 forward @7 unknown # vertex $-1 -1 $-1 $449 $492 # ellipse-curve $-1 -1 $-1 6500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 8250 0 -16500 # loop $-1 -1 $-1 $493 $494 $49 # coedge $-1 -1 $-1 $474 $474 $495 $496 forward $453 $-1 # coedge $-1 -1 $-1 $475 $475 $454 $476 reversed $497 $-1 # edge $-1 -1 $-1 $498 -3.141592653589793116 $498 3.141592653589793116 $454 $499 forward @7 unknown # loop $-1 -1 $-1 $-1 $455 $500 # vertex $-1 -1 $-1 $456 $501 # ellipse-curve $-1 -1 $-1 -2500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $502 $503 $4 $-1 $504 forward single # point $-1 -1 $-1 -750 0 -1500 # face $-1 -1 $-1 $480 $505 $4 $-1 $506 reversed single # loop $-1 -1 $-1 $437 $507 $460 # cone-surface $-1 -1 $-1 500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $508 $462 # 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coedge $-1 -1 $-1 $635 $635 $614 $636 reversed $657 $-1 # edge $-1 -1 $-1 $658 -3.141592653589793116 $658 3.141592653589793116 $614 $659 forward @7 unknown # loop $-1 -1 $-1 $-1 $615 $660 # vertex $-1 -1 $-1 $616 $661 # ellipse-curve $-1 -1 $-1 3500 -1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $662 $663 $4 $-1 $664 forward single # point $-1 -1 $-1 5250 -1500 -1500 # face $-1 -1 $-1 $640 $665 $4 $-1 $666 reversed single # loop $-1 -1 $-1 $597 $667 $620 # cone-surface $-1 -1 $-1 6500 -1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $668 $622 # plane-surface $-1 -1 $-1 8000.000000000000909 -1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $647 $647 $668 $669 reversed $623 $-1 # coedge $-1 -1 $-1 $648 $648 $627 $649 forward $625 $-1 # edge $-1 -1 $-1 $670 -3.141592653589793116 $670 3.141592653589793116 $627 $671 forward @7 unknown # vertex $-1 -1 $-1 $629 $672 # ellipse-curve $-1 -1 $-1 -7000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -5250 0 -16500 # 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coedge $-1 -1 $-1 $727 $727 $748 $749 reversed $703 $-1 # coedge $-1 -1 $-1 $728 $728 $707 $729 forward $705 $-1 # edge $-1 -1 $-1 $750 -3.141592653589793116 $750 3.141592653589793116 $707 $751 forward @7 unknown # vertex $-1 -1 $-1 $709 $752 # ellipse-curve $-1 -1 $-1 5000 -1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 6750 -1500 -16500 # loop $-1 -1 $-1 $216 $753 $49 # coedge $-1 -1 $-1 $734 $734 $754 $755 forward $713 $-1 # coedge $-1 -1 $-1 $735 $735 $714 $736 reversed $756 $-1 # edge $-1 -1 $-1 $757 -3.141592653589793116 $757 3.141592653589793116 $714 $758 forward @7 unknown # loop $-1 -1 $-1 $-1 $715 $759 # vertex $-1 -1 $-1 $716 $760 # ellipse-curve $-1 -1 $-1 -4000 -1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $761 $762 $4 $-1 $763 forward single # point $-1 -1 $-1 -2250 -1500 -1500 # face $-1 -1 $-1 $740 $764 $4 $-1 $765 reversed single # loop $-1 -1 $-1 $697 $766 $720 # cone-surface $-1 -1 $-1 -1000 -1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $767 $722 # plane-surface $-1 -1 $-1 500.0000000000011369 -1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $747 $747 $767 $768 reversed $723 $-1 # coedge $-1 -1 $-1 $748 $748 $727 $749 forward $725 $-1 # edge $-1 -1 $-1 $769 -3.141592653589793116 $769 3.141592653589793116 $727 $770 forward @7 unknown # vertex $-1 -1 $-1 $729 $771 # ellipse-curve $-1 -1 $-1 3500 -1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 5250 -1500 -16500 # coedge $-1 -1 $-1 $753 $753 $772 $773 forward $733 $-1 # coedge $-1 -1 $-1 $754 $754 $734 $755 reversed $774 $-1 # edge $-1 -1 $-1 $775 -3.141592653589793116 $775 3.141592653589793116 $734 $776 forward @7 unknown # loop $-1 -1 $-1 $-1 $735 $777 # vertex $-1 -1 $-1 $736 $778 # ellipse-curve $-1 -1 $-1 -5500 -1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $779 $780 $4 $-1 $781 forward single # point $-1 -1 $-1 -3750 -1500 -1500 # face $-1 -1 $-1 $759 $782 $4 $-1 $783 reversed single # loop $-1 -1 $-1 $717 $784 $740 # cone-surface $-1 -1 $-1 -2500 -1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # 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face $-1 -1 $-1 $270 $271 $4 $-1 $272 reversed single # loop $-1 -1 $-1 $251 $273 $241 # cone-surface $-1 -1 $-1 -1000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $259 $259 $244 $260 forward $242 $-1 # edge $-1 -1 $-1 $274 -3.141592653589793116 $274 3.141592653589793116 $244 $275 forward @7 unknown # point $-1 -1 $-1 2250 1500 -16500 # loop $-1 -1 $-1 $276 $277 $49 # coedge $-1 -1 $-1 $263 $263 $278 $279 forward $247 $-1 # coedge $-1 -1 $-1 $264 $264 $248 $265 reversed $280 $-1 # edge $-1 -1 $-1 $281 -3.141592653589793116 $281 3.141592653589793116 $248 $282 forward @7 unknown # loop $-1 -1 $-1 $-1 $249 $270 # vertex $-1 -1 $-1 $250 $283 # ellipse-curve $-1 -1 $-1 -2500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 -750 1500 -1500 # face $-1 -1 $-1 $284 $285 $4 $-1 $286 forward single # loop $-1 -1 $-1 $-1 $287 $256 # plane-surface $-1 -1 $-1 -999.9999999999988631 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $273 $273 $287 $288 reversed $257 $-1 # vertex $-1 -1 $-1 $260 $289 # ellipse-curve $-1 -1 $-1 500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $290 $291 $49 # coedge $-1 -1 $-1 $277 $277 $292 $293 forward $262 $-1 # coedge $-1 -1 $-1 $278 $278 $263 $279 reversed $294 $-1 # edge $-1 -1 $-1 $295 -3.141592653589793116 $295 3.141592653589793116 $263 $296 forward @7 unknown # loop $-1 -1 $-1 $-1 $264 $297 # vertex $-1 -1 $-1 $265 $298 # ellipse-curve $-1 -1 $-1 -4000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 -2250 1500 -1500 # face $-1 -1 $-1 $297 $299 $4 $-1 $300 reversed single # loop $-1 -1 $-1 $266 $301 $270 # cone-surface $-1 -1 $-1 -2500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $287 $287 $273 $288 forward $271 $-1 # edge $-1 -1 $-1 $302 -3.141592653589793116 $302 3.141592653589793116 $273 $303 forward @7 unknown # point $-1 -1 $-1 750 1500 -16500 # loop $-1 -1 $-1 $304 $305 $49 # coedge $-1 -1 $-1 $291 $291 $306 $307 forward $276 $-1 # coedge $-1 -1 $-1 $292 $292 $277 $293 reversed $308 $-1 # edge $-1 -1 $-1 $309 -3.141592653589793116 $309 3.141592653589793116 $277 $310 forward @7 unknown # loop $-1 -1 $-1 $-1 $278 $311 # vertex $-1 -1 $-1 $279 $312 # ellipse-curve $-1 -1 $-1 -5500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $313 $314 $4 $-1 $315 forward single # point $-1 -1 $-1 -3750 1500 -1500 # loop $-1 -1 $-1 $-1 $316 $284 # plane-surface $-1 -1 $-1 -2499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $301 $301 $316 $317 reversed $285 $-1 # vertex $-1 -1 $-1 $288 $318 # ellipse-curve $-1 -1 $-1 -1000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $319 $320 $49 # coedge $-1 -1 $-1 $305 $305 $321 $322 forward $290 $-1 # coedge $-1 -1 $-1 $306 $306 $291 $307 reversed $323 $-1 # edge $-1 -1 $-1 $324 -3.141592653589793116 $324 3.141592653589793116 $291 $325 forward @7 unknown # loop $-1 -1 $-1 $-1 $292 $326 # vertex $-1 -1 $-1 $293 $327 # ellipse-curve $-1 -1 $-1 -7000 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $328 $329 $4 $-1 $330 forward single # point $-1 -1 $-1 -5250 1500 -1500 # face $-1 -1 $-1 $311 $331 $4 $-1 $332 reversed single # loop $-1 -1 $-1 $280 $333 $297 # cone-surface $-1 -1 $-1 -4000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $316 $316 $301 $317 forward $299 $-1 # edge $-1 -1 $-1 $334 -3.141592653589793116 $334 3.141592653589793116 $301 $335 forward @7 unknown # point $-1 -1 $-1 -750 1500 -16500 # loop $-1 -1 $-1 $336 $337 $49 # coedge $-1 -1 $-1 $320 $320 $338 $339 forward $304 $-1 # coedge $-1 -1 $-1 $321 $321 $305 $322 reversed $340 $-1 # edge $-1 -1 $-1 $341 -3.141592653589793116 $341 3.141592653589793116 $305 $342 forward @7 unknown # loop $-1 -1 $-1 $-1 $306 $343 # vertex $-1 -1 $-1 $307 $344 # ellipse-curve $-1 -1 $-1 -8500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $345 $346 $4 $-1 $347 forward single # point $-1 -1 $-1 -6750 1500 -1500 # face $-1 -1 $-1 $326 $348 $4 $-1 $349 reversed single # loop $-1 -1 $-1 $294 $350 $311 # cone-surface $-1 -1 $-1 -5500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $351 $313 # plane-surface $-1 -1 $-1 -3999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $333 $333 $351 $352 reversed $314 $-1 # vertex $-1 -1 $-1 $317 $353 # ellipse-curve $-1 -1 $-1 -2500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $354 $355 $49 # coedge $-1 -1 $-1 $337 $337 $356 $357 forward $319 $-1 # coedge $-1 -1 $-1 $338 $338 $320 $339 reversed $358 $-1 # edge $-1 -1 $-1 $359 -3.141592653589793116 $359 3.141592653589793116 $320 $360 forward @7 unknown # loop $-1 -1 $-1 $-1 $321 $361 # vertex $-1 -1 $-1 $322 $362 # ellipse-curve $-1 -1 $-1 8000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $363 $364 $4 $-1 $365 forward single # point $-1 -1 $-1 -8250 1500 -1500 # face $-1 -1 $-1 $343 $366 $4 $-1 $367 reversed single # loop $-1 -1 $-1 $308 $368 $326 # cone-surface $-1 -1 $-1 -7000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $369 $328 # plane-surface $-1 -1 $-1 -5499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $350 $350 $369 $370 reversed $329 $-1 # coedge $-1 -1 $-1 $351 $351 $333 $352 forward $331 $-1 # edge $-1 -1 $-1 $371 -3.141592653589793116 $371 3.141592653589793116 $333 $372 forward @7 unknown # point $-1 -1 $-1 -2250 1500 -16500 # loop $-1 -1 $-1 $373 $374 $49 # coedge $-1 -1 $-1 $355 $355 $375 $376 forward $336 $-1 # coedge $-1 -1 $-1 $356 $356 $337 $357 reversed $377 $-1 # edge $-1 -1 $-1 $378 -3.141592653589793116 $378 3.141592653589793116 $337 $379 forward @7 unknown # loop $-1 -1 $-1 $-1 $338 $380 # vertex $-1 -1 $-1 $339 $381 # ellipse-curve $-1 -1 $-1 6500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $382 $383 $4 $-1 $384 forward single # point $-1 -1 $-1 8250 0 -1500 # face $-1 -1 $-1 $361 $385 $4 $-1 $386 reversed single # loop $-1 -1 $-1 $323 $387 $343 # cone-surface $-1 -1 $-1 -8500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $388 $345 # plane-surface $-1 -1 $-1 -6999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $368 $368 $388 $389 reversed $346 $-1 # coedge $-1 -1 $-1 $369 $369 $350 $370 forward $348 $-1 # edge $-1 -1 $-1 $390 -3.141592653589793116 $390 3.141592653589793116 $350 $391 forward @7 unknown # vertex $-1 -1 $-1 $352 $392 # ellipse-curve $-1 -1 $-1 -4000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $393 $394 $49 # coedge $-1 -1 $-1 $374 $374 $395 $396 forward $354 $-1 # coedge $-1 -1 $-1 $375 $375 $355 $376 reversed $397 $-1 # edge $-1 -1 $-1 $398 -3.141592653589793116 $398 3.141592653589793116 $355 $399 forward @7 unknown # loop $-1 -1 $-1 $-1 $356 $400 # vertex $-1 -1 $-1 $357 $401 # ellipse-curve $-1 -1 $-1 5000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $402 $403 $4 $-1 $404 forward single # point $-1 -1 $-1 6750 0 -1500 # face $-1 -1 $-1 $380 $405 $4 $-1 $406 reversed single # loop $-1 -1 $-1 $340 $407 $361 # cone-surface $-1 -1 $-1 8000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $408 $363 # plane-surface $-1 -1 $-1 -8499.999999999998181 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $387 $387 $408 $409 reversed $364 $-1 # coedge $-1 -1 $-1 $388 $388 $368 $389 forward $366 $-1 # edge $-1 -1 $-1 $410 -3.141592653589793116 $410 3.141592653589793116 $368 $411 forward @7 unknown # vertex $-1 -1 $-1 $370 $412 # ellipse-curve $-1 -1 $-1 -5500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -3750 1500 -16500 # loop $-1 -1 $-1 $413 $414 $49 # coedge $-1 -1 $-1 $394 $394 $415 $416 forward $373 $-1 # coedge $-1 -1 $-1 $395 $395 $374 $396 reversed $417 $-1 # edge $-1 -1 $-1 $418 -3.141592653589793116 $418 3.141592653589793116 $374 $419 forward @7 unknown # loop $-1 -1 $-1 $-1 $375 $420 # vertex $-1 -1 $-1 $376 $421 # ellipse-curve $-1 -1 $-1 3500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $422 $423 $4 $-1 $424 forward single # point $-1 -1 $-1 5250 0 -1500 # face $-1 -1 $-1 $400 $425 $4 $-1 $426 reversed single # loop $-1 -1 $-1 $358 $427 $380 # cone-surface $-1 -1 $-1 6500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $428 $382 # plane-surface $-1 -1 $-1 8000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $407 $407 $428 $429 reversed $383 $-1 # coedge $-1 -1 $-1 $408 $408 $387 $409 forward $385 $-1 # edge $-1 -1 $-1 $430 -3.141592653589793116 $430 3.141592653589793116 $387 $431 forward @7 unknown # vertex $-1 -1 $-1 $389 $432 # ellipse-curve $-1 -1 $-1 -7000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -5250 1500 -16500 # loop $-1 -1 $-1 $433 $434 $49 # coedge $-1 -1 $-1 $414 $414 $435 $436 forward $393 $-1 # coedge $-1 -1 $-1 $415 $415 $394 $416 reversed $437 $-1 # edge $-1 -1 $-1 $438 -3.141592653589793116 $438 3.141592653589793116 $394 $439 forward @7 unknown # loop $-1 -1 $-1 $-1 $395 $440 # vertex $-1 -1 $-1 $396 $441 # ellipse-curve $-1 -1 $-1 2000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $442 $443 $4 $-1 $444 forward single # point $-1 -1 $-1 3750 0 -1500 # face $-1 -1 $-1 $420 $445 $4 $-1 $446 reversed single # loop $-1 -1 $-1 $377 $447 $400 # cone-surface $-1 -1 $-1 5000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $448 $402 # plane-surface $-1 -1 $-1 6500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $427 $427 $448 $449 reversed $403 $-1 # coedge $-1 -1 $-1 $428 $428 $407 $429 forward $405 $-1 # edge $-1 -1 $-1 $450 -3.141592653589793116 $450 3.141592653589793116 $407 $451 forward @7 unknown # vertex $-1 -1 $-1 $409 $452 # ellipse-curve $-1 -1 $-1 -8500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -6750 1500 -16500 # loop $-1 -1 $-1 $453 $454 $49 # coedge $-1 -1 $-1 $434 $434 $455 $456 forward $413 $-1 # coedge $-1 -1 $-1 $435 $435 $414 $436 reversed $457 $-1 # edge $-1 -1 $-1 $458 -3.141592653589793116 $458 3.141592653589793116 $414 $459 forward @7 unknown # loop $-1 -1 $-1 $-1 $415 $460 # vertex $-1 -1 $-1 $416 $461 # ellipse-curve $-1 -1 $-1 500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $462 $463 $4 $-1 $464 forward single # point $-1 -1 $-1 2250 0 -1500 # face $-1 -1 $-1 $440 $465 $4 $-1 $466 reversed single # loop $-1 -1 $-1 $397 $467 $420 # cone-surface $-1 -1 $-1 3500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $468 $422 # plane-surface $-1 -1 $-1 5000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $447 $447 $468 $469 reversed $423 $-1 # coedge $-1 -1 $-1 $448 $448 $427 $449 forward $425 $-1 # edge $-1 -1 $-1 $470 -3.141592653589793116 $470 3.141592653589793116 $427 $471 forward @7 unknown # vertex $-1 -1 $-1 $429 $472 # ellipse-curve $-1 -1 $-1 8000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -8250 1500 -16500 # loop $-1 -1 $-1 $473 $474 $49 # coedge $-1 -1 $-1 $454 $454 $475 $476 forward $433 $-1 # coedge $-1 -1 $-1 $455 $455 $434 $456 reversed $477 $-1 # edge $-1 -1 $-1 $478 -3.141592653589793116 $478 3.141592653589793116 $434 $479 forward @7 unknown # loop $-1 -1 $-1 $-1 $435 $480 # vertex $-1 -1 $-1 $436 $481 # ellipse-curve $-1 -1 $-1 -1000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $482 $483 $4 $-1 $484 forward single # point $-1 -1 $-1 750 0 -1500 # face $-1 -1 $-1 $460 $485 $4 $-1 $486 reversed single # loop $-1 -1 $-1 $417 $487 $440 # cone-surface $-1 -1 $-1 2000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $488 $442 # plane-surface $-1 -1 $-1 3500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $467 $467 $488 $489 reversed $443 $-1 # coedge $-1 -1 $-1 $468 $468 $447 $469 forward $445 $-1 # edge $-1 -1 $-1 $490 -3.141592653589793116 $490 3.141592653589793116 $447 $491 forward @7 unknown # vertex $-1 -1 $-1 $449 $492 # ellipse-curve $-1 -1 $-1 6500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 8250 0 -16500 # loop $-1 -1 $-1 $493 $494 $49 # coedge $-1 -1 $-1 $474 $474 $495 $496 forward $453 $-1 # coedge $-1 -1 $-1 $475 $475 $454 $476 reversed $497 $-1 # edge $-1 -1 $-1 $498 -3.141592653589793116 $498 3.141592653589793116 $454 $499 forward @7 unknown # loop $-1 -1 $-1 $-1 $455 $500 # vertex $-1 -1 $-1 $456 $501 # ellipse-curve $-1 -1 $-1 -2500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $502 $503 $4 $-1 $504 forward single # point $-1 -1 $-1 -750 0 -1500 # face $-1 -1 $-1 $480 $505 $4 $-1 $506 reversed single # loop $-1 -1 $-1 $437 $507 $460 # cone-surface $-1 -1 $-1 500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $508 $462 # plane-surface $-1 -1 $-1 2000.000000000001137 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $487 $487 $508 $509 reversed $463 $-1 # coedge $-1 -1 $-1 $488 $488 $467 $489 forward $465 $-1 # edge $-1 -1 $-1 $510 -3.141592653589793116 $510 3.141592653589793116 $467 $511 forward @7 unknown # vertex $-1 -1 $-1 $469 $512 # ellipse-curve $-1 -1 $-1 5000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 6750 0 -16500 # loop $-1 -1 $-1 $513 $514 $49 # coedge $-1 -1 $-1 $494 $494 $515 $516 forward $473 $-1 # coedge $-1 -1 $-1 $495 $495 $474 $496 reversed $517 $-1 # edge $-1 -1 $-1 $518 -3.141592653589793116 $518 3.141592653589793116 $474 $519 forward @7 unknown # loop $-1 -1 $-1 $-1 $475 $520 # vertex $-1 -1 $-1 $476 $521 # ellipse-curve $-1 -1 $-1 -4000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $522 $523 $4 $-1 $524 forward single # point $-1 -1 $-1 -2250 0 -1500 # face $-1 -1 $-1 $500 $525 $4 $-1 $526 reversed single # loop $-1 -1 $-1 $457 $527 $480 # cone-surface $-1 -1 $-1 -1000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $528 $482 # plane-surface $-1 -1 $-1 500.0000000000011369 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $507 $507 $528 $529 reversed $483 $-1 # coedge $-1 -1 $-1 $508 $508 $487 $509 forward $485 $-1 # edge $-1 -1 $-1 $530 -3.141592653589793116 $530 3.141592653589793116 $487 $531 forward @7 unknown # vertex $-1 -1 $-1 $489 $532 # ellipse-curve $-1 -1 $-1 3500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 5250 0 -16500 # loop $-1 -1 $-1 $533 $534 $49 # coedge $-1 -1 $-1 $514 $514 $535 $536 forward $493 $-1 # coedge $-1 -1 $-1 $515 $515 $494 $516 reversed $537 $-1 # edge $-1 -1 $-1 $538 -3.141592653589793116 $538 3.141592653589793116 $494 $539 forward @7 unknown # loop $-1 -1 $-1 $-1 $495 $540 # vertex $-1 -1 $-1 $496 $541 # ellipse-curve $-1 -1 $-1 -5500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $542 $543 $4 $-1 $544 forward single # point $-1 -1 $-1 -3750 0 -1500 # face $-1 -1 $-1 $520 $545 $4 $-1 $546 reversed single # loop $-1 -1 $-1 $477 $547 $500 # cone-surface $-1 -1 $-1 -2500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $548 $502 # plane-surface $-1 -1 $-1 -999.9999999999988631 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $527 $527 $548 $549 reversed $503 $-1 # coedge $-1 -1 $-1 $528 $528 $507 $529 forward $505 $-1 # edge $-1 -1 $-1 $550 -3.141592653589793116 $550 3.141592653589793116 $507 $551 forward @7 unknown # vertex $-1 -1 $-1 $509 $552 # ellipse-curve $-1 -1 $-1 2000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 3750 0 -16500 # loop $-1 -1 $-1 $553 $554 $49 # coedge $-1 -1 $-1 $534 $534 $555 $556 forward $513 $-1 # coedge $-1 -1 $-1 $535 $535 $514 $536 reversed $557 $-1 # edge $-1 -1 $-1 $558 -3.141592653589793116 $558 3.141592653589793116 $514 $559 forward @7 unknown # 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vertex $-1 -1 $-1 $117 $178 # ellipse-curve $-1 -1 $-1 8500 0 0 0 0 -1 -2500 -0 -0 1 F 1.570796326794896558 F 4.712388980384689674 # coedge $-1 -1 $-1 $179 $118 $172 $180 forward $149 $-1 # coedge $-1 -1 $-1 $118 $179 $120 $153 reversed $149 $-1 # loop $-1 -1 $-1 $-1 $118 $181 # vertex $-1 -1 $-1 $141 $182 # ellipse-curve $-1 -1 $-1 -8499.999999999998181 0 0 -0 -0 -1 2499.999999999999545 0 0 1 F 1.570796326794896558 F 4.712388980384689674 # coedge $-1 -1 $-1 $121 $120 $183 $184 reversed $122 $-1 # edge $-1 -1 $-1 $124 0 $185 150 $120 $186 forward @7 tangent # edge $-1 -1 $-1 $123 0 $187 150 $121 $188 forward @7 tangent # face $-1 -1 $-1 $49 $122 $4 $-1 $189 forward single # point $-1 -1 $-1 8500 -2500 0 # point $-1 -1 $-1 -8499.999999999998181 -2499.999999999999545 0 # face $-1 -1 $-1 $190 $191 $4 $-1 $192 reversed single # loop $-1 -1 $-1 $193 $194 $126 # cone-surface $-1 -1 $-1 2000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $161 $161 $130 $162 forward $127 $-1 # edge $-1 -1 $-1 $195 -3.141592653589793116 $195 3.141592653589793116 $130 $196 forward @7 unknown # point $-1 -1 $-1 5250 1500 -16500 # loop $-1 -1 $-1 $197 $198 $49 # coedge $-1 -1 $-1 $165 $165 $199 $200 forward $134 $-1 # coedge $-1 -1 $-1 $166 $166 $135 $167 reversed $193 $-1 # edge $-1 -1 $-1 $201 -3.141592653589793116 $201 3.141592653589793116 $135 $202 forward @7 unknown # vertex $-1 -1 $-1 $137 $203 # ellipse-curve $-1 -1 $-1 3500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 5250 1500 -1500 # coedge $-1 -1 $-1 $204 $140 $143 $176 forward $173 $-1 # coedge $-1 -1 $-1 $140 $204 $147 $180 reversed $173 $-1 # loop $-1 -1 $-1 $-1 $140 $205 # straight-curve $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 10 8.359326303060003057e-16 0 F 0 F 1700 # coedge $-1 -1 $-1 $143 $142 $206 $207 reversed $144 $-1 # edge $-1 -1 $-1 $145 0 $208 150 $171 $209 forward @7 tangent # face $-1 -1 $-1 $205 $144 $4 $-1 $210 forward single # point $-1 -1 $-1 8500 2500 0 # coedge $-1 -1 $-1 $148 $147 $211 $212 reversed $149 $-1 # edge $-1 -1 $-1 $150 0 $213 150 $147 $214 forward @7 tangent # face $-1 -1 $-1 $155 $149 $4 $-1 $215 forward single # point $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 # coedge $-1 -1 $-1 $211 $206 $152 $184 forward $216 $-1 # edge $-1 -1 $-1 $187 0 $185 1700 $152 $217 forward @7 unknown # vertex $-1 -1 $-1 $212 $218 # straight-curve $-1 -1 $-1 -8499.999999999998181 -2499.999999999999545 0 0 0 -10 I I # vertex $-1 -1 $-1 $154 $219 # straight-curve $-1 -1 $-1 8500 -2500 0 0 0 -10 I I # plane-surface $-1 -1 $-1 8500 -2500 0 -1.671865260612000599e-17 -1 -0 -10 1.671865260612000661e-16 0 forward_v I I I I # face $-1 -1 $-1 $220 $221 $4 $-1 $222 forward single # loop $-1 -1 $-1 $-1 $223 $158 # plane-surface $-1 -1 $-1 2000.000000000001137 1500 -16500 0 0 1 10 0 0 forward_v I I I I # loop $-1 -1 $-1 $-1 $166 $126 # coedge $-1 -1 $-1 $194 $194 $223 $224 reversed $159 $-1 # vertex $-1 -1 $-1 $162 $225 # ellipse-curve $-1 -1 $-1 3500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $226 $227 $49 # coedge $-1 -1 $-1 $198 $198 $228 $229 forward $164 $-1 # coedge $-1 -1 $-1 $199 $199 $165 $200 reversed $230 $-1 # edge $-1 -1 $-1 $231 -3.141592653589793116 $231 3.141592653589793116 $165 $232 forward @7 unknown # vertex $-1 -1 $-1 $167 $233 # ellipse-curve $-1 -1 $-1 2000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 3750 1500 -1500 # coedge $-1 -1 $-1 $172 $171 $234 $235 reversed $173 $-1 # face $-1 -1 $-1 $181 $173 $4 $-1 $236 forward single # coedge $-1 -1 $-1 $183 $234 $175 $207 forward $216 $-1 # edge $-1 -1 $-1 $208 1.570796326794896558 $187 4.712388980384689674 $175 $237 forward @7 unknown # vertex $-1 -1 $-1 $207 $238 # straight-curve $-1 -1 $-1 8500 2500 0 0 0 -10 I I # cone-surface $-1 -1 $-1 8500 0 0 0 0 -1 -2500 0 0 1 I I 0 1 2500 forward I I I I # coedge $-1 -1 $-1 $234 $183 $179 $212 forward $216 $-1 # edge $-1 -1 $-1 $185 1.570796326794896558 $213 4.712388980384689674 $179 $239 forward @7 unknown # vertex $-1 -1 $-1 $235 $240 # straight-curve $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 0 0 -10 I I # cone-surface $-1 -1 $-1 -8499.999999999998181 0 0 0 0 -1 2499.999999999999545 0 0 1 I I 0 1 2499.999999999999545 forward I I I I # loop $-1 -1 $-1 $-1 $183 $49 # straight-curve $-1 -1 $-1 8500 -2500 -1500 -10 1.671865260612000661e-16 0 I I # point $-1 -1 $-1 -8500 -2499.999999999999545 -1500 # point $-1 -1 $-1 8500 -2500 -1500 # face $-1 -1 $-1 $241 $242 $4 $-1 $243 reversed single # loop $-1 -1 $-1 $230 $244 $190 # cone-surface $-1 -1 $-1 500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $223 $223 $194 $224 forward $191 $-1 # edge $-1 -1 $-1 $245 -3.141592653589793116 $245 3.141592653589793116 $194 $246 forward @7 unknown # point $-1 -1 $-1 3750 1500 -16500 # loop $-1 -1 $-1 $247 $248 $49 # coedge $-1 -1 $-1 $227 $227 $249 $250 forward $197 $-1 # coedge $-1 -1 $-1 $228 $228 $198 $229 reversed $251 $-1 # edge $-1 -1 $-1 $252 -3.141592653589793116 $252 3.141592653589793116 $198 $253 forward @7 unknown # loop $-1 -1 $-1 $-1 $199 $190 # vertex $-1 -1 $-1 $200 $254 # ellipse-curve $-1 -1 $-1 500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 2250 1500 -1500 # coedge $-1 -1 $-1 $206 $211 $204 $235 forward $216 $-1 # edge $-1 -1 $-1 $213 0 $208 1700 $204 $255 forward @7 unknown # plane-surface $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 0 -8.359326303060003303e-17 1 0 10 8.359326303060003057e-16 0 forward_v I I I I # ellipse-curve $-1 -1 $-1 8500 0 -1500 0 0 -1 -2500 -0 -0 1 I I # point $-1 -1 $-1 8500 2500 -1500 # ellipse-curve $-1 -1 $-1 -8499.999999999998181 0 -1500 -0 -0 -1 2499.999999999999545 0 0 1 I I # point $-1 -1 $-1 -8500 2499.999999999999091 -1500 # face $-1 -1 $-1 $256 $257 $4 $-1 $258 forward single # loop $-1 -1 $-1 $-1 $259 $220 # plane-surface $-1 -1 $-1 500.0000000000011369 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $244 $244 $259 $260 reversed $221 $-1 # vertex $-1 -1 $-1 $224 $261 # ellipse-curve $-1 -1 $-1 2000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $262 $263 $49 # coedge $-1 -1 $-1 $248 $248 $264 $265 forward $226 $-1 # coedge $-1 -1 $-1 $249 $249 $227 $250 reversed $266 $-1 # edge $-1 -1 $-1 $267 -3.141592653589793116 $267 3.141592653589793116 $227 $268 forward @7 unknown # loop $-1 -1 $-1 $-1 $228 $241 # vertex $-1 -1 $-1 $229 $269 # ellipse-curve $-1 -1 $-1 -1000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 750 1500 -1500 # straight-curve $-1 -1 $-1 -8499.999999999998181 2499.999999999998636 -1500 10 8.359326303060003057e-16 0 I I # face $-1 -1 $-1 $270 $271 $4 $-1 $272 reversed single # loop $-1 -1 $-1 $251 $273 $241 # cone-surface $-1 -1 $-1 -1000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $259 $259 $244 $260 forward $242 $-1 # edge $-1 -1 $-1 $274 -3.141592653589793116 $274 3.141592653589793116 $244 $275 forward @7 unknown # point $-1 -1 $-1 2250 1500 -16500 # loop $-1 -1 $-1 $276 $277 $49 # coedge $-1 -1 $-1 $263 $263 $278 $279 forward $247 $-1 # coedge $-1 -1 $-1 $264 $264 $248 $265 reversed $280 $-1 # edge $-1 -1 $-1 $281 -3.141592653589793116 $281 3.141592653589793116 $248 $282 forward @7 unknown # loop $-1 -1 $-1 $-1 $249 $270 # vertex $-1 -1 $-1 $250 $283 # ellipse-curve $-1 -1 $-1 -2500 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 -750 1500 -1500 # face $-1 -1 $-1 $284 $285 $4 $-1 $286 forward single # loop $-1 -1 $-1 $-1 $287 $256 # plane-surface $-1 -1 $-1 -999.9999999999988631 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $273 $273 $287 $288 reversed $257 $-1 # vertex $-1 -1 $-1 $260 $289 # ellipse-curve $-1 -1 $-1 500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $290 $291 $49 # coedge $-1 -1 $-1 $277 $277 $292 $293 forward $262 $-1 # coedge $-1 -1 $-1 $278 $278 $263 $279 reversed $294 $-1 # edge $-1 -1 $-1 $295 -3.141592653589793116 $295 3.141592653589793116 $263 $296 forward @7 unknown # loop $-1 -1 $-1 $-1 $264 $297 # vertex $-1 -1 $-1 $265 $298 # ellipse-curve $-1 -1 $-1 -4000 1500 -1500 0 0 1 -250 0 0 1 I I # point $-1 -1 $-1 -2250 1500 -1500 # face $-1 -1 $-1 $297 $299 $4 $-1 $300 reversed single # loop $-1 -1 $-1 $266 $301 $270 # cone-surface $-1 -1 $-1 -2500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $287 $287 $273 $288 forward $271 $-1 # edge $-1 -1 $-1 $302 -3.141592653589793116 $302 3.141592653589793116 $273 $303 forward @7 unknown # point $-1 -1 $-1 750 1500 -16500 # loop $-1 -1 $-1 $304 $305 $49 # coedge $-1 -1 $-1 $291 $291 $306 $307 forward $276 $-1 # coedge $-1 -1 $-1 $292 $292 $277 $293 reversed $308 $-1 # edge $-1 -1 $-1 $309 -3.141592653589793116 $309 3.141592653589793116 $277 $310 forward @7 unknown # loop $-1 -1 $-1 $-1 $278 $311 # vertex $-1 -1 $-1 $279 $312 # ellipse-curve $-1 -1 $-1 -5500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $313 $314 $4 $-1 $315 forward single # point $-1 -1 $-1 -3750 1500 -1500 # loop $-1 -1 $-1 $-1 $316 $284 # plane-surface $-1 -1 $-1 -2499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $301 $301 $316 $317 reversed $285 $-1 # vertex $-1 -1 $-1 $288 $318 # ellipse-curve $-1 -1 $-1 -1000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $319 $320 $49 # coedge $-1 -1 $-1 $305 $305 $321 $322 forward $290 $-1 # coedge $-1 -1 $-1 $306 $306 $291 $307 reversed $323 $-1 # edge $-1 -1 $-1 $324 -3.141592653589793116 $324 3.141592653589793116 $291 $325 forward @7 unknown # loop $-1 -1 $-1 $-1 $292 $326 # vertex $-1 -1 $-1 $293 $327 # ellipse-curve $-1 -1 $-1 -7000 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $328 $329 $4 $-1 $330 forward single # point $-1 -1 $-1 -5250 1500 -1500 # face $-1 -1 $-1 $311 $331 $4 $-1 $332 reversed single # loop $-1 -1 $-1 $280 $333 $297 # cone-surface $-1 -1 $-1 -4000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # coedge $-1 -1 $-1 $316 $316 $301 $317 forward $299 $-1 # edge $-1 -1 $-1 $334 -3.141592653589793116 $334 3.141592653589793116 $301 $335 forward @7 unknown # point $-1 -1 $-1 -750 1500 -16500 # loop $-1 -1 $-1 $336 $337 $49 # coedge $-1 -1 $-1 $320 $320 $338 $339 forward $304 $-1 # coedge $-1 -1 $-1 $321 $321 $305 $322 reversed $340 $-1 # edge $-1 -1 $-1 $341 -3.141592653589793116 $341 3.141592653589793116 $305 $342 forward @7 unknown # loop $-1 -1 $-1 $-1 $306 $343 # vertex $-1 -1 $-1 $307 $344 # ellipse-curve $-1 -1 $-1 -8500 1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $345 $346 $4 $-1 $347 forward single # point $-1 -1 $-1 -6750 1500 -1500 # face $-1 -1 $-1 $326 $348 $4 $-1 $349 reversed single # loop $-1 -1 $-1 $294 $350 $311 # cone-surface $-1 -1 $-1 -5500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $351 $313 # plane-surface $-1 -1 $-1 -3999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $333 $333 $351 $352 reversed $314 $-1 # vertex $-1 -1 $-1 $317 $353 # ellipse-curve $-1 -1 $-1 -2500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $354 $355 $49 # coedge $-1 -1 $-1 $337 $337 $356 $357 forward $319 $-1 # coedge $-1 -1 $-1 $338 $338 $320 $339 reversed $358 $-1 # edge $-1 -1 $-1 $359 -3.141592653589793116 $359 3.141592653589793116 $320 $360 forward @7 unknown # loop $-1 -1 $-1 $-1 $321 $361 # vertex $-1 -1 $-1 $322 $362 # ellipse-curve $-1 -1 $-1 8000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $363 $364 $4 $-1 $365 forward single # point $-1 -1 $-1 -8250 1500 -1500 # face $-1 -1 $-1 $343 $366 $4 $-1 $367 reversed single # loop $-1 -1 $-1 $308 $368 $326 # cone-surface $-1 -1 $-1 -7000 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $369 $328 # plane-surface $-1 -1 $-1 -5499.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $350 $350 $369 $370 reversed $329 $-1 # coedge $-1 -1 $-1 $351 $351 $333 $352 forward $331 $-1 # edge $-1 -1 $-1 $371 -3.141592653589793116 $371 3.141592653589793116 $333 $372 forward @7 unknown # point $-1 -1 $-1 -2250 1500 -16500 # loop $-1 -1 $-1 $373 $374 $49 # coedge $-1 -1 $-1 $355 $355 $375 $376 forward $336 $-1 # coedge $-1 -1 $-1 $356 $356 $337 $357 reversed $377 $-1 # edge $-1 -1 $-1 $378 -3.141592653589793116 $378 3.141592653589793116 $337 $379 forward @7 unknown # loop $-1 -1 $-1 $-1 $338 $380 # vertex $-1 -1 $-1 $339 $381 # ellipse-curve $-1 -1 $-1 6500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $382 $383 $4 $-1 $384 forward single # point $-1 -1 $-1 8250 0 -1500 # face $-1 -1 $-1 $361 $385 $4 $-1 $386 reversed single # loop $-1 -1 $-1 $323 $387 $343 # cone-surface $-1 -1 $-1 -8500 1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $388 $345 # plane-surface $-1 -1 $-1 -6999.999999999999091 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $368 $368 $388 $389 reversed $346 $-1 # coedge $-1 -1 $-1 $369 $369 $350 $370 forward $348 $-1 # edge $-1 -1 $-1 $390 -3.141592653589793116 $390 3.141592653589793116 $350 $391 forward @7 unknown # vertex $-1 -1 $-1 $352 $392 # ellipse-curve $-1 -1 $-1 -4000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # loop $-1 -1 $-1 $393 $394 $49 # coedge $-1 -1 $-1 $374 $374 $395 $396 forward $354 $-1 # coedge $-1 -1 $-1 $375 $375 $355 $376 reversed $397 $-1 # edge $-1 -1 $-1 $398 -3.141592653589793116 $398 3.141592653589793116 $355 $399 forward @7 unknown # loop $-1 -1 $-1 $-1 $356 $400 # vertex $-1 -1 $-1 $357 $401 # ellipse-curve $-1 -1 $-1 5000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $402 $403 $4 $-1 $404 forward single # point $-1 -1 $-1 6750 0 -1500 # face $-1 -1 $-1 $380 $405 $4 $-1 $406 reversed single # loop $-1 -1 $-1 $340 $407 $361 # cone-surface $-1 -1 $-1 8000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $408 $363 # plane-surface $-1 -1 $-1 -8499.999999999998181 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $387 $387 $408 $409 reversed $364 $-1 # coedge $-1 -1 $-1 $388 $388 $368 $389 forward $366 $-1 # edge $-1 -1 $-1 $410 -3.141592653589793116 $410 3.141592653589793116 $368 $411 forward @7 unknown # vertex $-1 -1 $-1 $370 $412 # ellipse-curve $-1 -1 $-1 -5500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -3750 1500 -16500 # loop $-1 -1 $-1 $413 $414 $49 # coedge $-1 -1 $-1 $394 $394 $415 $416 forward $373 $-1 # coedge $-1 -1 $-1 $395 $395 $374 $396 reversed $417 $-1 # edge $-1 -1 $-1 $418 -3.141592653589793116 $418 3.141592653589793116 $374 $419 forward @7 unknown # loop $-1 -1 $-1 $-1 $375 $420 # vertex $-1 -1 $-1 $376 $421 # ellipse-curve $-1 -1 $-1 3500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $422 $423 $4 $-1 $424 forward single # point $-1 -1 $-1 5250 0 -1500 # face $-1 -1 $-1 $400 $425 $4 $-1 $426 reversed single # loop $-1 -1 $-1 $358 $427 $380 # cone-surface $-1 -1 $-1 6500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $428 $382 # plane-surface $-1 -1 $-1 8000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $407 $407 $428 $429 reversed $383 $-1 # coedge $-1 -1 $-1 $408 $408 $387 $409 forward $385 $-1 # edge $-1 -1 $-1 $430 -3.141592653589793116 $430 3.141592653589793116 $387 $431 forward @7 unknown # vertex $-1 -1 $-1 $389 $432 # ellipse-curve $-1 -1 $-1 -7000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -5250 1500 -16500 # loop $-1 -1 $-1 $433 $434 $49 # coedge $-1 -1 $-1 $414 $414 $435 $436 forward $393 $-1 # coedge $-1 -1 $-1 $415 $415 $394 $416 reversed $437 $-1 # edge $-1 -1 $-1 $438 -3.141592653589793116 $438 3.141592653589793116 $394 $439 forward @7 unknown # loop $-1 -1 $-1 $-1 $395 $440 # vertex $-1 -1 $-1 $396 $441 # ellipse-curve $-1 -1 $-1 2000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $442 $443 $4 $-1 $444 forward single # point $-1 -1 $-1 3750 0 -1500 # face $-1 -1 $-1 $420 $445 $4 $-1 $446 reversed single # loop $-1 -1 $-1 $377 $447 $400 # cone-surface $-1 -1 $-1 5000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $448 $402 # plane-surface $-1 -1 $-1 6500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $427 $427 $448 $449 reversed $403 $-1 # coedge $-1 -1 $-1 $428 $428 $407 $429 forward $405 $-1 # edge $-1 -1 $-1 $450 -3.141592653589793116 $450 3.141592653589793116 $407 $451 forward @7 unknown # vertex $-1 -1 $-1 $409 $452 # ellipse-curve $-1 -1 $-1 -8500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -6750 1500 -16500 # loop $-1 -1 $-1 $453 $454 $49 # coedge $-1 -1 $-1 $434 $434 $455 $456 forward $413 $-1 # 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loop $-1 -1 $-1 $473 $474 $49 # coedge $-1 -1 $-1 $454 $454 $475 $476 forward $433 $-1 # coedge $-1 -1 $-1 $455 $455 $434 $456 reversed $477 $-1 # edge $-1 -1 $-1 $478 -3.141592653589793116 $478 3.141592653589793116 $434 $479 forward @7 unknown # loop $-1 -1 $-1 $-1 $435 $480 # vertex $-1 -1 $-1 $436 $481 # ellipse-curve $-1 -1 $-1 -1000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $482 $483 $4 $-1 $484 forward single # point $-1 -1 $-1 750 0 -1500 # face $-1 -1 $-1 $460 $485 $4 $-1 $486 reversed single # loop $-1 -1 $-1 $417 $487 $440 # cone-surface $-1 -1 $-1 2000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $488 $442 # plane-surface $-1 -1 $-1 3500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $467 $467 $488 $489 reversed $443 $-1 # coedge $-1 -1 $-1 $468 $468 $447 $469 forward $445 $-1 # edge $-1 -1 $-1 $490 -3.141592653589793116 $490 3.141592653589793116 $447 $491 forward @7 unknown # vertex $-1 -1 $-1 $449 $492 # ellipse-curve $-1 -1 $-1 6500 0 -16500 0 0 -1 -250 -0 -0 1 I I # 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coedge $-1 -1 $-1 $374 $374 $395 $396 forward $354 $-1 # coedge $-1 -1 $-1 $375 $375 $355 $376 reversed $397 $-1 # edge $-1 -1 $-1 $398 -3.141592653589793116 $398 3.141592653589793116 $355 $399 forward @7 unknown # loop $-1 -1 $-1 $-1 $356 $400 # vertex $-1 -1 $-1 $357 $401 # ellipse-curve $-1 -1 $-1 5000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $402 $403 $4 $-1 $404 forward single # point $-1 -1 $-1 6750 0 -1500 # face $-1 -1 $-1 $380 $405 $4 $-1 $406 reversed single # loop $-1 -1 $-1 $340 $407 $361 # cone-surface $-1 -1 $-1 8000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $408 $363 # plane-surface $-1 -1 $-1 -8499.999999999998181 1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $387 $387 $408 $409 reversed $364 $-1 # coedge $-1 -1 $-1 $388 $388 $368 $389 forward $366 $-1 # edge $-1 -1 $-1 $410 -3.141592653589793116 $410 3.141592653589793116 $368 $411 forward @7 unknown # vertex $-1 -1 $-1 $370 $412 # ellipse-curve $-1 -1 $-1 -5500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -3750 1500 -16500 # loop $-1 -1 $-1 $413 $414 $49 # coedge $-1 -1 $-1 $394 $394 $415 $416 forward $373 $-1 # coedge $-1 -1 $-1 $395 $395 $374 $396 reversed $417 $-1 # edge $-1 -1 $-1 $418 -3.141592653589793116 $418 3.141592653589793116 $374 $419 forward @7 unknown # loop $-1 -1 $-1 $-1 $375 $420 # vertex $-1 -1 $-1 $376 $421 # ellipse-curve $-1 -1 $-1 3500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $422 $423 $4 $-1 $424 forward single # point $-1 -1 $-1 5250 0 -1500 # face $-1 -1 $-1 $400 $425 $4 $-1 $426 reversed single # loop $-1 -1 $-1 $358 $427 $380 # cone-surface $-1 -1 $-1 6500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $428 $382 # plane-surface $-1 -1 $-1 8000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $407 $407 $428 $429 reversed $383 $-1 # coedge $-1 -1 $-1 $408 $408 $387 $409 forward $385 $-1 # edge $-1 -1 $-1 $430 -3.141592653589793116 $430 3.141592653589793116 $387 $431 forward @7 unknown # vertex $-1 -1 $-1 $389 $432 # ellipse-curve $-1 -1 $-1 -7000 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -5250 1500 -16500 # loop $-1 -1 $-1 $433 $434 $49 # coedge $-1 -1 $-1 $414 $414 $435 $436 forward $393 $-1 # coedge $-1 -1 $-1 $415 $415 $394 $416 reversed $437 $-1 # edge $-1 -1 $-1 $438 -3.141592653589793116  $438 3.141592653589793116 $394 $439 forward @7 unknown # loop $-1 -1 $-1 $-1 $395 $440 # vertex $-1 -1 $-1 $396 $441 # ellipse-curve $-1 -1 $-1 2000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $442 $443 $4 $-1 $444 forward single # point $-1 -1 $-1 3750 0 -1500 # face $-1 -1 $-1 $420 $445 $4 $-1 $446 reversed single # loop $-1 -1 $-1 $377 $447 $400 # cone-surface $-1 -1 $-1 5000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $448 $402 # plane-surface $-1 -1 $-1 6500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $427 $427 $448 $449 reversed $403 $-1 # coedge $-1 -1 $-1 $428 $428 $407 $429 forward $405 $-1 # edge $-1 -1 $-1 $450 -3.141592653589793116 $450 3.141592653589793116 $407 $451 forward @7 unknown # vertex $-1 -1 $-1 $409 $452 # ellipse-curve $-1 -1 $-1 -8500 1500 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -6750 1500 -16500 # loop $-1 -1 $-1 $453 $454 $49 # coedge $-1 -1 $-1 $434 $434 $455 $456 forward $413 $-1 # coedge $-1 -1 $-1 $435 $435 $414 $436 reversed $457 $-1 # edge $-1 -1 $-1 $458 -3.141592653589793116 $458 3.141592653589793116 $414 $459 forward @7 unknown # loop $-1 -1 $-1 $-1 $415 $460 # vertex $-1 -1 $-1 $416 $461 # ellipse-curve $-1 -1 $-1 500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $462 $463 $4 $-1 $464 forward single # point $-1 -1 $-1 2250 0 -1500 # face $-1 -1 $-1 $440 $465 $4 $-1 $466 reversed single # loop $-1 -1 $-1 $397 $467 $420 # cone-surface $-1 -1 $-1 3500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $468 $422 # plane-surface $-1 -1 $-1 5000.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $447 $447 $468 $469 reversed $423 $-1 # coedge $-1 -1 $-1 $448 $448 $427 $449 forward $425 $-1 # edge $-1 -1 $-1 $470 -3.141592653589793116 $470 3.141592653589793116 $427 $471 forward @7 unknown # vertex $-1 -1 $-1 $429 $472 # ellipse-curve $-1 -1 $-1 8000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -8250 1500 -16500 # loop $-1 -1 $-1 $473 $474 $49 # coedge $-1 -1 $-1 $454 $454 $475 $476 forward $433 $-1 # coedge $-1 -1 $-1 $455 $455 $434 $456 reversed $477 $-1 # edge $-1 -1 $-1 $478 -3.141592653589793116 $478 3.141592653589793116 $434 $479 forward @7 unknown # loop $-1 -1 $-1 $-1 $435 $480 # vertex $-1 -1 $-1 $436 $481 # ellipse-curve $-1 -1 $-1 -1000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $482 $483 $4 $-1 $484 forward single # point $-1 -1 $-1 750 0 -1500 # face $-1 -1 $-1 $460 $485 $4 $-1 $486 reversed single # loop $-1 -1 $-1 $417 $487 $440 # cone-surface $-1 -1 $-1 2000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $488 $442 # plane-surface $-1 -1 $-1 3500.000000000000909 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $467 $467 $488 $489 reversed $443 $-1 # coedge $-1 -1 $-1 $468 $468 $447 $469 forward $445 $-1 # edge $-1 -1 $-1 $490 -3.141592653589793116 $490 3.141592653589793116 $447 $491 forward @7 unknown # vertex $-1 -1 $-1 $449 $492 # ellipse-curve $-1 -1 $-1 6500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 8250 0 -16500 # loop $-1 -1 $-1 $493 $494 $49 # coedge $-1 -1 $-1 $474 $474 $495 $496 forward $453 $-1 # coedge $-1 -1 $-1 $475 $475 $454 $476 reversed $497 $-1 # edge $-1 -1 $-1 $498 -3.141592653589793116 $498 3.141592653589793116 $454 $499 forward @7 unknown # loop $-1 -1 $-1 $-1 $455 $500 # vertex $-1 -1 $-1 $456 $501 # ellipse-curve $-1 -1 $-1 -2500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $502 $503 $4 $-1 $504 forward single # point $-1 -1 $-1 -750 0 -1500 # face $-1 -1 $-1 $480 $505 $4 $-1 $506 reversed single # loop $-1 -1 $-1 $437 $507 $460 # cone-surface $-1 -1 $-1 500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $508 $462 # plane-surface $-1 -1 $-1 2000.000000000001137 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $487 $487 $508 $509 reversed $463 $-1 # coedge $-1 -1 $-1 $488 $488 $467 $489 forward $465 $-1 # edge $-1 -1 $-1 $510 -3.141592653589793116 $510 3 .141592653589793116 $467 $511 forward @7 unknown # vertex $-1 -1 $-1 $469 $512 # ellipse-curve $-1 -1 $-1 5000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 6750 0 -16500 # loop $-1 -1 $-1 $513 $514 $49 # coedge $-1 -1 $-1 $494 $494 $515 $516 forward $473 $-1 # coedge $-1 -1 $-1 $495 $495 $474 $496 reversed $517 $-1 # edge $-1 -1 $-1 $518 -3.141592653589793116 $518 3.141592653589793116 $474 $519 forward @7 unknown # loop $-1 -1 $-1 $-1 $475 $520 # vertex $-1 -1 $-1 $476 $521 # ellipse-curve $-1 -1 $-1 -4000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $522 $523 $4 $-1 $524 forward single # point $-1 -1 $-1 -2250 0 -1500 # face $-1 -1 $-1 $500 $525 $4 $-1 $526 reversed single # loop $-1 -1 $-1 $457 $527 $480 # cone-surface $-1 -1 $-1 -1000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $528 $482 # plane-surface $-1 -1 $-1 500.0000000000011369 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $507 $507 $528 $529 reversed $483 $-1 # coedge $-1 -1 $-1 $508 $508 $487 $509 forward $485 $-1 # edge $-1 -1 $-1 $530 -3.141592653589793116 $530 3.141592653589793116 $487 $531 forward @7 unknown # vertex $-1 -1 $-1 $489 $532 # ellipse-curve $-1 -1 $-1 3500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 5250 0 -16500 # loop $-1 -1 $-1 $533 $534 $49 # coedge $-1 -1 $-1 $514 $514 $535 $536 forward $493 $-1 # coedge $-1 -1 $-1 $515 $515 $494 $516 reversed $537 $-1 # edge $-1 -1 $-1 $538 -3.141592653589793116 $538 3.141592653589793116 $494 $539 forward @7 unknown # loop $-1 -1 $-1 $-1 $495 $540 # vertex $-1 -1 $-1 $496 $541 # ellipse-curve $-1 -1 $-1 -5500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $542 $543 $4 $-1 $544 forward single # point $-1 -1 $-1 -3750 0 -1500 # face $-1 -1 $-1 $520 $545 $4 $-1 $546 reversed single # loop $-1 -1 $-1 $477 $547 $500 # cone-surface $-1 -1 $-1 -2500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $548 $502 # plane-surface $-1 -1 $-1 -999.9999999999988631 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $527 $527 $548 $549 reversed $503 $-1 # coedge $-1 -1 $-1 $528 $528 $507 $529 forward $505 $-1 # edge $-1 -1 $-1 $550 -3.141592653589793116 $550 3.141592653589793116 $507 $551 forward @7 unknown # vertex $-1 -1 $-1 $509 $552 # ellipse-curve $-1 -1 $-1 2000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 3750 0 -16500 # loop $-1 -1 $-1 $553 $554 $49 # coedge $-1 -1 $-1 $534 $534 $555 $556 forward $513 $-1 # coedge $-1 -1 $-1 $535 $535 $514 $536 reversed $557 $-1 # edge $-1 -1 $-1 $558 -3.141592653589793116 $558 3.141592653589793116 $514 $559 forward @7 unknown # loop $-1 -1 $-1 $-1 $515 $560 # vertex $-1 -1 $-1 $516 $561 # ellipse-curve $-1 -1 $-1 -7000 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $562 $563 $4 $-1 $564 forward single # point $-1 -1 $-1 -5250 0 -1500 # face $-1 -1 $-1 $540 $565 $4 $-1 $566 reversed single # loop $-1 -1 $-1 $497 $567 $520 # cone-surface $-1 -1 $-1 -4000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $568 $522 # plane-surface $-1 -1 $-1 -2499.999999999999091 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $547 $547 $568 $569 reversed $523 $-1 # coedge $-1 -1 $-1 $548 $548 $527 $549 forward $525 $-1 # edge $-1 -1 $-1 $570 -3.141592653589793116 $570 3.141592653589793116 $527 $571 forward @7 unknown # vertex $-1 -1 $-1 $529 $572 # ellipse-curve $-1 -1 $-1 500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 2250 0 -16500 # loop $-1 -1 $-1 $573 $574 $49 # coedge $-1 -1 $-1 $554 $554 $575 $576 forward $533 $-1 # coedge $-1 -1 $-1 $555 $555 $534 $556 reversed $577 $-1 # edge $-1 -1 $-1 $578 -3.141592653589793116 $578 3.141592653589793116 $534 $579 forward @7 unknown # loop $-1 -1 $-1 $-1 $535 $580 # vertex $-1 -1 $-1 $536 $581 # ellipse-curve $-1 -1 $-1 -8500 0 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $582 $583 $4 $-1 $584 forward single # point $-1 -1 $-1 -6750 0 -1500 # face $-1 -1 $-1 $560 $585 $4 $-1 $586 reversed single # loop $-1 -1 $-1 $517 $587 $540 #  cone-surface $-1 -1 $-1 -5500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $588 $542 # plane-surface $-1 -1 $-1 -3999.999999999999091 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $567 $567 $588 $589 reversed $543 $-1 # coedge $-1 -1 $-1 $568 $568 $547 $569 forward $545 $-1 # edge $-1 -1 $-1 $590 -3.141592653589793116 $590 3.141592653589793116 $547 $591 forward @7 unknown # vertex $-1 -1 $-1 $549 $592 # ellipse-curve $-1 -1 $-1 -1000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 750 0 -16500 # loop $-1 -1 $-1 $593 $594 $49 # coedge $-1 -1 $-1 $574 $574 $595 $596 forward $553 $-1 # coedge $-1 -1 $-1 $575 $575 $554 $576 reversed $597 $-1 # edge $-1 -1 $-1 $598 -3.141592653589793116 $598 3.141592653589793116 $554 $599 forward @7 unknown # loop $-1 -1 $-1 $-1 $555 $600 # vertex $-1 -1 $-1 $556 $601 # ellipse-curve $-1 -1 $-1 8000 -1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $602 $603 $4 $-1 $604 forward single # point $-1 -1 $-1 -8250 0 -1500 # face $-1 -1 $-1 $580 $605 $4 $-1 $606 reversed single # loop $-1 -1 $-1 $537 $607 $560 # cone-surface $-1 -1 $-1 -7000 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $608 $562 # plane-surface $-1 -1 $-1 -5499.999999999999091 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $587 $587 $608 $609 reversed $563 $-1 # coedge $-1 -1 $-1 $588 $588 $567 $589 forward $565 $-1 # edge $-1 -1 $-1 $610 -3.141592653589793116 $610 3.141592653589793116 $567 $611 forward @7 unknown # vertex $-1 -1 $-1 $569 $612 # ellipse-curve $-1 -1 $-1 -2500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -750 0 -16500 # loop $-1 -1 $-1 $613 $614 $49 # coedge $-1 -1 $-1 $594 $594 $615 $616 forward $573 $-1 # coedge $-1 -1 $-1 $595 $595 $574 $596 reversed $617 $-1 # edge $-1 -1 $-1 $618 -3.141592653589793116 $618 3.141592653589793116 $574 $619 forward @7 unknown # loop $-1 -1 $-1 $-1 $575 $620 # vertex $-1 -1 $-1 $576 $621 # ellipse-curve $-1 -1 $-1 6500 -1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $622 $623 $4 $-1 $624 forward single # point $-1 -1 $-1 8250 -1500 -1500 # face $-1 -1 $-1 $600 $625 $4 $-1 $626 reversed single # loop $-1 -1 $-1 $557 $627 $580 # cone-surface $-1 -1 $-1 -8500 0 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $628 $582 # plane-surface $-1 -1 $-1 -6999.999999999999091 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $607 $607 $628 $629 reversed $583 $-1 # coedge $-1 -1 $-1 $608 $608 $587 $609 forward $585 $-1 # edge $-1 -1 $-1 $630 -3.141592653589793116 $630 3.141592653589793116 $587 $631 forward @7 unknown # vertex $-1 -1 $-1 $589 $632 # ellipse-curve $-1 -1 $-1 -4000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -2250 0 -16500 # loop $-1 -1 $-1 $633 $634 $49 # coedge $-1 -1 $-1 $614 $614 $635 $636 forward $593 $-1 # coedge $-1 -1 $-1 $615 $615 $594 $616 reversed $637 $-1 # edge $-1 -1 $-1 $638 -3.141592653589793116 $638 3.141592653589793116 $594 $639 forward @7 unknown # loop $-1 -1 $-1 $-1 $595 $640 # vertex $-1 -1 $-1 $596 $641 # ellipse-curve $-1 -1 $-1 5000 -1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $642 $643 $4 $-1 $644 forward single # point $-1 -1 $-1 6750 -1500 -1500 # face $-1 -1 $-1 $620 $645 $4 $-1 $646 reversed single # loop $-1 -1 $-1 $577 $647 $600 # cone-surface $-1 -1 $-1 8000 -1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $648 $602 # plane-surface $-1 -1 $-1 -8499.999999999998181 0 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $627 $627 $648 $649 reversed $603 $-1 # coedge $-1 -1 $-1 $628 $628 $607 $629 forward $605 $-1 # edge $-1 -1 $-1 $650 -3.141592653589793116 $650 3.141592653589793116 $607 $651 forward @7 unknown # vertex $-1 -1 $-1 $609 $652 # ellipse-curve $-1 -1 $-1 -5500 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -3750 0 -16500 # loop $-1 -1 $-1 $653 $654 $49 # coedge $-1 -1 $-1 $634 $634 $655 $656 forward $613 $-1 # coedge $-1 -1 $-1 $635 $635 $614 $636 reversed $657 $-1 # edge $-1 -1 $-1 $658 -3.141592653589793116 $658 3.141592653589793116 $614 $659 forward @7 unknown # loop $-1 -1 $-1 $-1 $615 $660 # vertex $-1 -1 $-1 $616 $661 # ellipse-curve $-1 -1 $-1 3500 -1500 -1500 0 0 1 -250 0 0 1 I I # face $-1 -1 $-1 $662 $663 $4 $-1 $664 forward single # point $-1 -1 $-1 5250 -1500 -1500 # face $-1 -1 $-1 $640 $665 $4 $-1 $666 reversed single # loop $-1 -1 $-1 $597 $667 $620 # cone-surface $-1 -1 $-1 6500 -1500 -1500 0 0 -1 -250 0 0 1 I I 0 1 250 forward I I I I # loop $-1 -1 $-1 $-1 $668 $622 # plane-surface $-1 -1 $-1 8000.000000000000909 -1500 -16500 0 0 1 10 0 0 forward_v I I I I # coedge $-1 -1 $-1 $647 $647 $668 $669 reversed $623 $-1 # coedge $-1 -1 $-1 $648 $648 $627 $649 forward $625 $-1 # edge $-1 -1 $-1 $670 -3.141592653589793116 $670 3.141592653589793116 $627 $671 forward @7 unknown # vertex $-1 -1 $-1 $629 $672 # ellipse-curve $-1 -1 $-1 -7000 0 -16500 0 0 -1 -250 -0 -0 1 I I # point $-1 -1 $-1 -5250 0 -16500 # 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r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<|FFF{FFFzFFFyFFFxFFFKwFFFJvFFFMuFFFtFFFsFFFRrFFFqFFF\VpFFFToFFFnFFFmFFFlFFFqkFFFrjFFFiFFFhFFFgFFFfFFFeFFFdFFF|cFFFzbFFFaFFFv`FFF_FFF^FFF]FFF\FFF[FFFZFFFuYFFFXFFFWFFFVFFFUUFFFTFFFSFFFZRFFFQFFF^PFFFOFFFdNFFFMFFFLFFFKFFFcJFFFIFFFbHFFFGFFFFFFFEFFF DFFFCCFFFlBFFFAFFF@FFFq?FFF@>FFFp=FFF><FFFt;FFF=:FFF;9FFFz8FFF97FFF6FFF5FFF64FFF23FFF2FFF1FFF0FFF//FFF.FFF--FFF,FFF++FFF**FFF)FFF(FFF)'FFF&FFF&%FFF$FFF#FFF$"FFF5!FFF# FFFCFFFFFFFFFBFFFFFFAFFFFFF<FFFFFF6FFFRFFFFFFQFFFFFFNFFFO[FuFFFuFF ntQ. \9 g D ! r O , } Z 7  f C q N + |Y6dAoL)zW4b?mJ'xU2`=jG9G6G:hkiG3G.G6`mdhG9G5G6gdjgG5G9G8hffG5G8G7geeG5G7G4fbdG3G6G5ihccG3G5G2db`bG2G5G4ceaaG)G2G4^b`G3G2G.c_i_G.G2G/`^Z^G/G2G)_a]]G*G/G)\^U\G-G/G*c]X[G0G/G1ZdnZG.G/G0_[mYG,G-FbXWXG-G*F\VYWG+G,F]YZVG*FFUXUG*G)F]TVTFFG)USSFG)G(TRRFFG(SQQFG(G#RPPG"FG#OQ?OG%FG"NPDNG'FG%MOIMG'FFLNLG&FG'KMFKG&FFGLJFFG IG'G%GNHFHG$GG%EIBGG&GFFKFG&G'GLIGEG$FGCHDG%G"FO@BCG$FFBEBG$G%FHDCAFG#G!?>@G"FF?D?G"G#FPA@>FFG!A==FFG!><<G FG!;=;FFG <::GFG 9;9FGF:88FGG967GGFp236FGF855GGF464FGG533GFG74o2FFG711GFG/20GFG-//GFF01.GFG+--GFF.0,GFG*++GFF,.*FFG,))FFG*((FGG)''GFG&(&FGF'%%GFG$&$GFF#%#FFG$""FGG#!!G:F " F:=i!v#GG G GG GGGG GFG GG FG GGG GGG GG G G Gb G GG G G G aG G G cGFFGFF FGFFFGFGG FGF  FGF  FGG   FGF  FFF  GFGJGFG GGGFEGFF GGGGGGGGG GGGGGFGGFFFG~FGF}FFF ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<XG7GnGm*WG7GmGl%VG4G7GleUG4GlGk TG4GkG)aSG)GkGjRG(G)GjSQG#G(GjQPG#GjGiOG!G#GiANG!GiGhMG!GhG <LG GhGgKG GgG:JGGgGeIGGGe8HGGGe5GGfGGeFGfGG4EGfGG=Gdw@G>GdGc?G@G>Gcy>G@GcGb =G@GbG?x<G?GbGa ;G^G?Ga:G^GaG_9G^G_G`8GAG?G^{7GAG^GC ~6GCG]GB!}5G\GBG]4GDG[GZ3GDGBG\2G[GDG\1GGDGZ0GYGGZ/GGYG1.GXGGY-GGXG0,GWGGX+GGWG.*GVGGW)GGVG,(GUGGV'GUGG(&GGGU'%GGUGT$GGTG%#GSGGT"GGR:!!GGGS" GRGGSFGPGQw FGPFGPFGMFGMFGOGMFGOFFGOFFGOFGMFGHFFGNGMuFGMFFFGLFGLGKFFGKFGKGJFFGJFFGJFFGJ FGJGI FFGI FGIGG FFGH GHFGFGFFGGiFGFJGGFGEFGGEFFFGDGqFGDFFGDFFGBGDFFGB|~GAGCF}{}GBFGC|~|FGBF}{GAFG?~zzFG?Fx{yG>G@FxvxG?FG@zywFG=G>uvvG>FFywuFG=FtwtG=FG<ursFGG<orrFGFGGGDGgEGGGCDeDGGGEFCGGGEBBGGGACcAGGGB@@GGG?A`?GGG~@>>GG~G<?^=GG}G;<\<GG}G~=>;G}GG|=::GG|G9;[9GG{G|8:8GzG{G977GzGG8X66:GzG7Y5GrGtGw44GrGwGx533GsGrGx42GqGGR11GqGGp200GGpG/1P/GGoGp.0.GGGoN-/-GnGoG.,,GGnG+-L+GGnG*, *GGmGn)+)GGmG(*(GGmG') 'GGmG&( &GGmG%'%GGlGm$&$GGlG#%#GGlG"$"GGlG!#!GGlG " GGkGl!GGkG GGkGGGjGkGGiGjGGGiGGGh!GGhGiGGGhGGgGGGgGhGGGg"GGeGgGGGd#GGdGeGGGdGGGc& GGcGdGGGc$ GGbGc  GGGb'  GGaGb  GGGa(  GGG_+GG_Ga GGG_) G`G_G G]GG\"G\GGKG[G\GG[GGIGZG[GGGZGGGGYGC~GZGGY}GGYGD|GYGGX{GGXGAzGXGGWyG~GWG?xGWG~GVwGUGVG~vGUG~G}<uGTGUG}tG|GTG};sGSG{Gz8rGTG|GSqG{GSG|9pGR::po::GRptnGSGzGRm:GRGz6lGMGyGPykGNGyGMjGxGwGL4iGLGwGt5hGvGLGtgGvGKGLfGuGKGveGuGJGKdGvGtGIcGuGIGJbGuGvGIaGGGIGt`GGGtGr5_GGGrGs3^GpG:GqK1]G:GpG9j\GoG9Gp/[GoG8G9gZG7G8GofYG7GoGn- ntQ. \9 h F # t Q .  \ 9  g D ! r O , }Z7eBpN, }Z7eBpM*{X5cA4GG;y3;y;eGq2;e;RGq1GGG'0GGG/GGG.GGG-GGG,GGG+GGG*GGG)GGG(GGG'GGG&GGG%GGG$GGG#GGG"GGG!GG;R GGGGGGGGG&GGGGGGGGGGGGGGGGGGGGGGGGGGG|GGGGGGGGG~GGGGGGzGGG;R;:Gq ;%G;:yq] GGGw ;RGG GGGrv GGGoGGGmGGG%jGGGGGGhGGGGGGfGGGGGGGGGdGGG}b~GGG{|}GGGa||GGG}~{GGG~z_zGGGx{yGG;%wWxGGGzw]wGGGyxvGGGuuGGGvttGGGVussGGGUtrrGGGsqqGGGSrppGGGQqooGGGpnnGGGOommGGGnllGGGMmkGGG$jJjGGGikiGGGhHjhGGGgigGGGhfFfGGGegeGGGfdEdGGGcecGGGdbBbGGG`caGGG^`}`GGGa@b_GGG\^{^GGG_>a]GGG[\x\GGG]=_[GGG]X:ZG;%; Wq4YY:G; 6Zq XGGG7[WWGG;%XyZVGGGtUUGGGVsTTGGGUSSGGGTqRRGGG2SQQGGGRpPPGGGQO0OGGGPnNNGGG.OMMGGGNlLLGGGM,KGGG#JJGGGIKkIGGGJHHGGGGIiGGGGHF ntQ. \9 g D ! r O , } Z 7  e B  r O , }Z7eBpM*|Y6dAoL)zW4b?"GGH%!!HGH "C GHG!HGH AGHGGHH ?H GGH H G=GGH GGH H GH <HGG HGHHGH HH H :HHH HHH HH H 7HH H5 HHHHHH  HHH  HHH 3 HHG  HHH  GHG HGH HHG1GHGGHH/GGHGGHGHG,GGGGGG)GG;*~;;Gr}GGG*|GGG'{GGGzGGG$yGGG"xGGG wGGGvGGGuGGGtGGGsGGGrGGGqGGGpGGG oGGGnGGGmGGGlGGGkGGGjGGGiGGGhGGGgGGGfGGGeGGGd;x;yGqcGGGbG;Ga;;xGq`GGG)_GGG^GGG]GGG\GGG[GGGZGGGYGGGXGGGWGGGVGGGUGGGTGGGSGGGRGGGQGGGPGGGOGGGNGGGMGGGLGGGKGGGJGGGI;yGGHGGG(GGGGFGGGEGGGDGGGCGGGBGGGAGGG@GGG?GGG>GGG=GGG<GGG;GGG:GGG9GGG8GGG7GGG6GGG5GGG ntQ. ]: h E " t Q .  \ 9  g D ! 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HIII S< III"olIII.+-HIIP/QHHH214HHHxz@HHHHHHvHHH HHH HHH HHH HHHk HHHHHHHHHHHHgHHHpHHH~HHHHHHHHHHHH{qHHH|~~HHH}HHHw||HHH}{{HHHz|zHHHy{lyHHHvzrxHHHtwwHHHx}vvHHHswyuHHHnttHHHuxssHHHrtvrHHHymsqHHHplpHHHhqoHHHninHHHoummHHHlnr ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI'zX5c@HIzI|= BIGGIz= IH*FFIzIIG+EEIzII~F0DDIzI~I}EOCCIzI}I{DNBBIzI{I|CLHAIqHIy(?@H<@%<H=g<7u\;;H<< IWHIXHIWHEIVHIWHHIVHHIVIUHIUITHITHG~HITIS}HHISI|HISIR{HHIR\zHIRIQyIQHH^xIQIPHwHIPILvHHILauIJIOHtINHIOsINIMHkrHIMIIiqHHILcpHILIKoIJHIKnIIHHfmIIIHHglHIHIGekHIGHjjHHIGoiHIGIFbhHHIFugHHIFxfHIFI-^eI.I/HdI/I1HcHHI-}bI.HI-aHHI1`I?HID_HHID~^IDHI1]IEIDI1F\IAI?ID[ICIDIE nuR/ ]: k H %  v S 0 ^ ;  i F # t Q . \9gE"tQ. \9gD!rO, }Z7eB6III5III4III3IIKI2IIIK1III0III/III.III-III],IIIJ+III*III)III(III'IJIIO&IOII%IINIOn$IIOI#IIOI"IIIm!IIIl IIIIIIIII\IIItInIIr*IIIr|IIIrsIIIrIrIIIrIIqItIrI-IItIpIsItI,IuIsI/IuIImIuIIv2IvIIlIvIFjIvFF FFIvT1 IwFF4 =i=hIxu^9 IxIwF: =iIxF Iy<=e@uYIy=eI[IyIIqAIqIIYIpIqI'IpIIVInIoI%{IpIIo&IoIITIIoIz5~IIIx}}III~v|III{w{IIoIz|zIIIoy{yIIIxz6xIII3~ywIII|vsvIIIw}uuIIIvqtIIIsrsIIIwtrIIItqlqIIIruppIIIoqfoIIIjphnIIINmkmIIIlnlIIIrmkINIIMnjjIIMIikoiIIIIMhjhIIIIogigIIHIIfhfIIIHpegeIGIHIfddIGIIebcIIIF.^_bIGIIFdaaIIIF`b`IFIIa__IIFIc`-^I-IFIc]]I-II^X\I=I,f[V[I,==c\vhZZI,=c<[uXYY<lI&wT1_<$III%#III"&"III!#!IIGQ"w IFGQIGQI !G IIcGIG GFI IIIIIIIIIIIIIIIIIIIIIIII"III IIIIIIIIIIII#III $ III  III  G IG  G GI  III{GII GIIbIIIIIIIIIyIII|IIIvIIIbIImIImIIl$~IIlI}IlIIk"|IIkI{IjIkI zIjIIyIiIjIxIiIIwIhIiIvIIhIuIhIIgtIgIIsIIIcrI`IaIqII`IzpI`II_oII_InI_II^mII^IlI^II]kI]IIjIII\ iIII\$hI\I]IgII\I fII[I\ eIII[%dIZI[I cIZIIsbIIYIZaIIZI`IIZI_FIIu^III]IIF\GHIF[GHGFIZIIIYIIIXIIGFWIGFIiVIIIfUIIIYTIIISIYIIX RIXIIQIXIIdPIXIIWOIWIIbNIWIIVMIVII`LIUIVIKIIUIJIIUIIIIUIHIITIUGIITIFIITIEIITIDIISITCIISIBIIRISAIIIQ@IIQIR?IIIQ>IIPI=IIPI<IIPIQ;IIIP:IILIP9IIJIK8IIKIL7IIIK nuS1_< j G %  x U 2  ` =  k H %  v S 0 _<jG$uR/ ]:hE"sP- ~[8fC IJ JJ IIsIJIIJJIIJ JIJ JIJ JIJ JII JIIJJIJIJJIIJJIIG IaIIG cJIIJJI|JIIJJI~JJJr}JJJsz|IIJ{{IJJ|zzJIJ {yIGPGywxxIGyJytwGQGPIy!vIJGNsuuIGNFvtIIJ&xssIJItvrJJ I^q\qIIJ rppJ IIoqoJ JInpnIJJommIIJnllIIJmkkIJJljjFIJkiIGFGGhhIGGJiggIJJ hffIIJ geeIJ J fddIIJ eccIJ J dbbIIJ caaIJ J b``IIJ a__IJ J `^^JIJ ]_r]JII\^\JIIr][=e=IvZZJI=Y[eYJIIXZXJIJWYdWJIJVXSVJIITWUJ=Id8STJIISVSJJIWUTRIBIC??I;I>I@>>I;II?R=IIInS<III3;== ItJ9:=I=97v9I==:u;8II=4U77I=I8:K6IIIy535III464III58M3III61x2I~II011I~II23O0III~-2E/III+..III-/c-III_0.,III+'+III,/F*I= =Gt))==Iu(*(I==)vk''II=,(g&III#t%%III$& ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<JoJ3Jp/JlJmJn.3~JjJkJd}JiJJ~e|JgJJha_=`{JWJfJXzJeJ+JOyJ+JeJ*xJ*JeJc%wJ)J*JcvJ)JcJd$uJ`JaJb qLtJ_J^J osJ J^J]rJJ J]qJJ]J\=pJJJ\oJJJ\{/nJYJZJ[0mJWJXJSlJTJUJV=3kJPJSJRjJOJPJRiJQJPJLhJLJPJMgJPJOJMfJMJOJ+eJ,JMJ+dJNJMJ, cJLJMJN bJGyGNxvaJHJIJ`JEJHJ_JIJJn^JIJJJ]FFJj\JJJJk[JJJGxZJGxGLYFJGLXJGGGshWJGsJKVJ JJKgUJ JKJJTJIJ JJSJHJ JIRJGJ JHQJGJ J ePJFJ JGOJFJ J cNJGJHJ MJEJ JHLJFJ J aKJFJGJ JJEJ J _IJEJJ oHJ9JDIGJ6JDJ9FIJDIDEIJDJCqDIIJCCCIIJC>\BJ@JAJBN]4AJJ?J>@JJ>JQ?JJ>J=>JJJ=L=IJJ=J<IJ=J<;IIJ<I:IIJ<G9IJlI&wT2a>nJJJommJJJnllJJJmpkkJJJlqjjJJJk|iiJJJojhJ4==gvifgI=J4'hfJ4=Ih\eJ==ZvddJJ=XeUcG IG bGG IaaIG G b`JJJ_dW_JJJ^`T^JJJQ_R]JJJ[l]\JJJYi[[JJJ\]HZJJJWhYYJJJZ\XXJJJUYIWJJJ`ZVVJJJWUTUJJJFVXTJJJ_VSSJJJTLRRJJJ^SPQJJJPC^PJJJRMQOJJJ=;9NJJJ@K>MJJJJPLLJJJMSGKJJJJ,NJJJJAMKIJJJXHFHJJJI[EGJJJ*LFFJJJIGUEJJJH^'DJJJ4gCCJJJDQBBJJJ2CAAJJJ@BJ@JJJ?AN?JJJ>0@>JJJN.?=J{JJ<O6<JJJ{=;JJJ8O:JJJ= 9JJJO878JJJ9;#7JJJz9&66J{JJz=75JvJwJx4JnJJ/D33JnJJl422JlJJ3B11JpJlJ200JpJJ1?//JpJJo0..JoJJ/>--JoJJq.,,JqJJ-K++JsJqJ,**JJsJ)+G)JJrJs(*(JrJJt)' 'JJtJ+(E&JJeJz%7%JcJeJ&$$JdJcJ%##JdJJ$8"JJJ !JJJK5 J^J_JVJ]J^J CJ|J}J~?GJzJRJ{6JRJzJOJOJzJe&GsGxJJ3JKGsJJJyJ?JxJyJ>J?JyJ=J>JyJxJ=JlI&wT1_<\JJJ_[JJJZJJJ`YJJJXJJJWJJJVG1JJdUJJJTJJJSG1JG;nRJJJQG;JJePJG;JOJJJNJJJMJJJiLJJJhKJJJgJJJJIJJJHJJJGJJJkFJJJ|EJJJmDJJJoCJJJ{BJJJxAJJJy@JJJq?JJJ>JJJ=JJJ<JJJ ;JJJ:JJJ9JJJ 8JJJ)7JJJ'6JJJ/5JJJ,4JJJ+3JJJ2JJJ71JJJ40JJJ=/JJJ9.JJJ-JJJ,JJJ+JJJ>*JJJB)JJJ(JJJ'JJJ&JJJW%JJJQ$JJJ#JJJ"JJJ!JJJ JJJYJJJJJJJJJJJJ%JJJ!JJJJJJJJJJJJJJJJJJJJJJJJJJJ JJJJJJJJJJJJ JJJ JJJ FFJ? JFF JFJ JFJ}JJJJJJJJJJJJJJJJJJ}JJJJJJFJJ~~FJF}@}JJF~|JJJzj{JJJwzzJJJ{|vyJJJxtxJJJywwJJJx{vvJJJwzquJJJrttJJJyusJJJrprJJJsuqqJJJrvkpJJJsloJJJni ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<JK0K3K/UIFIK3K4K/MtJHK1K/K2LNIGK-K0K+TFCFK0K/K+JEGEK/K.K+KDFDK+K.K*E@CK,K-K+XGABJK,JWAAK,K+JC@B@JK+K*AD??JK*K)@>>JK)J?==JJK)><<JK)K'=9;K&K(J:8:JK(K%;79JJK'<88K&JK';97JJK%:66JK%K$735K#KK"0.4JJK#3/3JK$K#6242K#K$K311KK#K020KKK#51/JK#J4..JK#K"/5--JK"K!.,,JJK!-++JJK!,**JK!K +))JJK *((KJK ') 'JJK(&&JKK' %%JJK&$$KJK %#KKKO"o"KJKY!#!JJK " KKJ!$KKKq KKK$KKKKKKJJK[JKF\FFJJJJJJJJJJJJJJJJJJJJKJJJJJKJKJJ JKK   KJK FKJ  KJK  JKJ  JJJJJKKKKtKKJJKJ JJKJKKwJKKJJKtJK KyJKJu~KJJs}K K K {|K K J{KK JzKK KyK K K}xKK K wKKK vK KK uKJKtKKK sKK KrKKKqKKKpJKKoJKKnJKKmJJKplKKJ1kJKJmjKJK0iJJKhJKJngJJJfJJJeJJJdJJJcJJJobJJJaJJJ`JJJ_JJJ^JJJ]JJJ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<8KkK'Ki7KLKHKk6KNKKKj5KKKLKj4KLKkKj3KjKkKi2KVKNKj1KVKjKg0KgKjKi/KgKiKh.KgKhKb-KUKVKg,KTKUKf+KUKgKf*KfKgKb)KdKfKb(KSKTKe'KTKfKe&KdKeKf%KZKRKc$KRKSKc#KSKeKc"KdKcKe!KdKbKc KZKcK_K_KcKbK_KbK^KYKZK_K]KaK\yK\KaK`xK[K\K`vKYK_K\K\K_K^K]K\K^KYK\KXKXK\K[KXK[KWsKZKXKRKYKXKZKRKXKQKXKWKQKQKWKPoKVKQKN KUKQKV KTKQKU KSKQKT KRKQKS KNKQKMKMKQKPKMKPKOiKMKOKFgKNKMKKKKKMKJKJKMKFKGKJKF~zKLKJKHKKKJKLKHKJK ~|~KGK KJ{}KIK K ||KHK KI}{KGK K z~zKGKFK y{yKK KFzxxKKFKEyfwwKKKExvvKKEKCwdtuKAKDK[rtKKKCvssKKCKBtbrrKAKKBus\qJJK@ppJK@K?qWooJJK?pnnJK?K>oUmmJK>JnllK=JK>kmTkJJK=ljjJK=K<kRiiJKlI&wT1_<&KKK'(%%KKK&"$KKK'#,#KKK$""KKK#%!!KKK"  GKK!IKG FKKKKKKFF KKK)KKKKKK KKK(KKKKKKKKK JKKKJKK"KK5K"KKK!K"K-K K!K*K KK  K KK  K KK  K KK ( KKK&  KKK KKK KKKKKK;KKKKKK$2K KK$KIK K}K K KKK K$KmKIK~K&KlK(;}KlKmK(|KmKK({K%K(K:zK%KK$6yKKK>xKKKGJwKKKvKKKuKKKAtKKK@sKKKrKKKqKKKpKKKoKKKnKKKmKKKlKKKkKKKjKKKiKKKhKKKgKKKfKKK~eKKK~dKKKDcKKKbKKKaKKK`KKK_KKKE^KKKC]KKK\KKK[KK~KZKK}KxHYKKK}XK}KK~WK}K~K|VKwKxK}UK{KtKz0TKuKzKtSKwK}KzRKzK}K|QK{KzK|/PKwKzKvOKuKvKzNKyKvK1IMKxKvKyGLKwKvKxKK1KvK5LJKuK5KvIKuKtK5HKtKsK51GKsK.K5KFKsKqK.2EKrKpK*7DKqK*K.DCKqKrK*3BKpK)K*?AKpKoK)8@KoK'K)<?KoKnK'>K'KnKi=K&K'Kl8<KHKIKk|;KmKkKI:KlKkKm9KlK'Kk ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<KKKhKKKpKKKKKKKKKYKKK]KKK KKK KKK KKK KKK~ KKKKKKKKKKKKKKKnKKKtKKKqKKKKKKKKK~}KKK~{~KKK}KKK{ |KKK {{KKK|}zKKKayyKKaK]zxK`KaKwwK`KKxvvK`KK[wuuK[KKvstKKKWoqsKWK[KurrKWKKsqqKKWKtrpKKKPinoKKPKWntnKKKPpomKKOKlh_lKKOKkmakKKOKjlcjKKOKgkeiKKOKPhphKKKOmigKKFKOfjfKKEKFexgeKKKEjdfdKKCKEcvecKKKCkbdbKKBKCascaKKKBl`b`KKKB_\a_KKKm^`^KKK]_]KKKZ^\KAKBKr`[[KAKKD\ZuZKKDKY[]YKKKDXZXKDKKY WK?K@KpVVKK?KUWUK>K?KnVTTK=K>KlUSSK=KKTRRK?KKKA@>KKK@M=KK|K6<<KKK5=;;KKK<::KKK;99KKKo:88KpKKo797KrKKp486KK|K/=55KKK6<44KrKK3573KqKKr242KsKKq131KtKKs020K{KKt/1/K{K|K60.KKK<--KKK.*,KKK$++KKK,*'*KKK+-))KKK(*(KKK&)'KKK+&$ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<LL L LL L LL L LLL~LLL}LKK|LKL {KLLzKLKyKLLxKLKwKLKvKLLuKKKtKKKsKKKrKKKqKKKpKKKQoKKKnKKKmKKKlKKKkKKKjKKKiKKKhKKKgKGGufGGKVeKKKdKKKcKKKbKKKaKKK`KKK_KKKr^KKK]KKK\KKK[KKKwZKKKYKKKuXKKKXWKKK| VKKKVUKKKTKKKSKKKSRKKKQKKKQPKKKOKKKNGKKMGKKPLKKGNKKGGTJGqKGL2IGEGKHGGKGGEKFFFKKEKKKDGGK CKKK%BGKKAKKK@KKK?KKK>KKK =KKK <KKK ;KKK-:KKK9KKK.8KKK=:7KKK6KKK5K~KK4K~KK3K|K~K2K|KK1KK|K=0KKK/KKK;.KKK-KKK:,KKK+KKK*KKK)KKoK9(KKnKo'KKKn&KKiKn%KKKi$KKKh#KhKK"KKhKi!KKKh KbKhKK^KbKK^KKKK^KKK]KyK]K^KKKK^KKKKKKzKKKKKKKKK^ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<pL;LOL:on?oL;LLOqjpnLNL:LOdpkmLLLL^llLLLNLckmkLNLOLnjljLLOLkoiiLLLjhhLLLiggLLLhffLLLgeL:LMLdb>dLNLML:cencLLLMLN_dlbLLMLea aLLLMb``LLLMa__LLLLM^`c^LLLL_m]L*LKLF\vS\L,LKL*[]-[LKL,LI\XyZL-LHLJW}YYLIL-LJXZ{XL-LIL,Y[*WLHL-L'Z+VVLHL'LGWTULDLGL)TQTL)LGL'UV&SL)L*LF']RRLEL)LFQSsQLDL)LEURtPLALBL%ONOL%LBLCPNL"LAL%MP$MLAL"L@NLLL#L@L"KM!KL@L#L?LIJL$L>L?HIIL$L?L#JK"HL=L>L$EJGGL!L=L$DH#FLL ECEL L>L=FHDDL!L L=EGCL@>L:LLe ?=L7LLA<<L7LL= 9;LL5L96::LL9L8;99L7LL8<:A8L4L6L757LL6L5866LL5L7;5L4LL3834L L0L3/33L L3L452L.L2L 1.1L L2L1200L L1L01//L L0L 04.L.L L/2-L+L,L*,\(,L,L+L(-)*+L(L'L-%W**L,L(L-,+X)L&L(L+%,((L&L+L*)-''L&L*L)(S&&L&L)L''T%%L&L'L(&+)$L%LL" N#L!L$LG""L#LL$!#I!LL#L""L  LL"L!$L!LL #DLLL BLL LLLL@LLL=LLLLLLgLLLiLLLqLLLhLLLfLLLmLLLLLL`LLL^L LLaL LLL LL  LLLb  LLL  LLL <  LLL > LLL LLL 6L L L3L LLL LL L LL  LL L / ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<^LLL]LLL\LLL[LLLZLLLYLLLXLLL`WLLLaVLLLULLLTL/LLSL/LLRLL/LQLLL~ PL.L/L.OL.LL22NL2LL~ML1L2L~1LL}L1L~ KL0L1L}0JL3L0L}4ILtL4L|HL4L3L|5GL|L3L}FL{L|L} ELwLtL|DLwL|LyCLyL|L{BLyL{LzALvLwLy@LxLyLz?LxLzLn>LvLyLx=LvLxLu<LuLxLn;LrLuLn:LwLuLt9LvLuLw8LtLuL67LrL6Lu6LqL6Lr5LsL6Lq4LtL6L483LsL5L672LpL9Lq1LsL9L5;0LsLqL9/LgLFL>LeLdLbL>LdLaLcL?L?LcL`L?L>LbJLaL?LbL?L`L@KL@L`L_L@L_LAM LAL_L^ LBLAL^P LBL^L] LCLBL]O LPLCLQ[rLQLCL\L\LCL]L\L]L[LQL\LDtLDL\LGULGL\L[LZLGL[LXLWLH}~LGLZLHVLHLZLY~~LXLHLY}LJLHLWZ||LVLJLW{}{LJLVLI|zYzLULILVy{yLULKLIx[zxLULTLKwywLKLTLSxvvLFLKLS]wuuLRLFLSsvtLQLDLEQrsLFLRLEuRrLPLQLEtqLLL;o@ ntQ. \9 g D ! 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r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<JhhhHKIhh}h@LDHhhhGDJGhhhFHFhhhEGEhhhBFDhhhIHCChhh|DB@Bh|hhCEAAh|hhBD?@hh|h}CĻI?h|hh{A>ĵ>hh{h=?B=hzh{hij><<hhzh;=E;hzhhy<:ı:hhyh9;G9hyhhx:Į8hhh7hhhh6hhhch5hhh4hhh5!(3hhh562hhh8671hhh97:0hhvh.cR/hhvhc]c[hr.hhhv0 -hhh,%,hhh-0D+hhhFDG*hhhA)hhh7$?(hhh4"#'hhh& &hhh%'%hhh-$&$hhh#%)#hhh6($"hhh (!!hhh"J hhh'"hhh hhh!hhhMhhhEhhhFhhh'hhhhhhhhhGhhhJhhh /hhh-hhh&hhh hhhŲhhh Űhhh +hhh,  hhh hhh  hhh   hhh  hhh Ůhhh hhhhhhhhh hhhŬhhhhhhhhhhhhũhhh~hhh}hhhb$|hhh{hhhbmzhhhyhhhxhhhwhhhvhhhuhhhthhhshhhrhhh|qhhh phhh^-ohhh+nhhhlmhhhmlhhhkhhhjhhhc-ib>b?h^,hhhh^+^)^,ghhh^)ťfbhhhšeb>hbhde hqe Īpce e%hqbhhqe%ŝahphqhĩ`hohphĦ_hhohś^hnhohĥ]hmhnhģ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<8hiEiDŹ,ŷ7hhiDRŸŶ6hiDiCŷ+ŵ5hhiCOŶŴ4hiCiBŵ)ų3hiBhŴŲM2hhiBųű1iAhiBŰŲ'0hhiAűů/i@hiAŮŰ%.hi@hůŭ -i?hi@ŬŮ#,hhi?ŭū+hi?i>Ŭ!Ū*hi>i=ūũ)hhi=Ū(i:i;i<]]]'i7i8i9]]]&i4i5i6`"^`#%hhi3^Ť$hi3i2ť Š#i0bbŞ.Ţ"bhi0bšţ!bhhi0ŠŢ i0hi2šŤşi0i2i1ŠŞbi0i1ţşe%i/hŜi.hi/śŝi.hhŚŜi.i-hřśhi-i,ŚŘhhi,řŗi+hi,ŕŘhi+i)ŕŒi+hhŖŗi*hiœŏǑhhi*Ŕǐhi)hŖői(hi)ŐŒi'hi(ŌőiihŔōiii&~ōŋ ihi&ŏŌŎ i&hi'ōŐʼn i#ii&ŅŎŊ i#i&i%ŋʼnň i%i&i'ŊŌRi"i#i%ńŊŇi"i%i$ňSņi"i$i!Ň;ńi#i!ińŃŋi"i!i#ņŅňii!iŅł~iii!|Ń<i iiŀ}Ljiii Łǒiii~ŀŏ~iiiŃŎ}iiiŁ|x|iiił{}{iii|vziiiwywyiiiǁxzxiii}yǃwiiizvtviiiw{uuiiivstiiiwsqsiiiturriiinsqiiitoypii ii}ooiiipqnniiimormiiilnli iikmkii i leiji i i if|ii i ijpkhii idagii iǀfbfii i gjeei ii dfkdi ii heciiib]biiigacaiiih`b`iiia[_iih^\ǎ^iii]_Ǎ]iiidžc^\hih_[[hii\`ZZhii[YYhihZžXXhhhYWWhhhVXżVhhhUWUhhhVTĿThhhUźSShhhĽTRRhhhSŷQQhhhļRPPhhhĹQOOhhhPŵNNh~hhĸOMMh~hhNųKLh}h~hķKIKhh~hLMJ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<&iAii'Ƅ%%iAii@&$ů$ii@i#%Ɔ#i@ii?$"ŭ"i?ii#Ɖ!!i>i?iū"  i>ii!ƌii>i Ǝi=i>iŪiiiii=i]siii{@ssiiisssiiimjliii<זiiiuiiHhiŽY=iHiIh5ſž<hiGhſŻW;hiGiFż.ź:hhiFTŻŹ9hiFiEź-Ÿ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<iiiƕƙciii{`psiiiss{BiiiƎƐiiisƑliiiƌƾƎiiiƏƑ iiivƌƋ iiiƍƏ  iii{ƍƉ iiizƉƈ iiiƋ"ƊiiiƊƆyiiiƄƆiiiƇƈ$iiiƃƄiiiƅƇ&iiiƂƅ(iiiƀƃ*iii~ƀiiiƁƂ/iii|~~iiiƁ1}iiiy||iii}6{iiizxƋziiiy{Ɗyiiiƈ}zxiii{9vwiiitƻvviiixwƍuiiisƺttiiiuw:siiiruAriiiqƷsqiiiGprpiiiqOooiiiplƵniiikƲmmiiinƳlliiimoPkiiin*jiiiifƛiiiijޢphiiiep[giiibƘffiiigjeeiiidfhdiiiae\ciii^Ɣbbiiicgaaiii`bd`iii]aY_iiippp^iiipc]]iiiZ^`\iiid[Y[iiihp\ZiiiYp]Yiii`\ZXiiih_wKWiieishVstVibiieUWUiibi`VTTii`iURƝSiaiiޮERRiaii`STQiRiSiȫȯPiiPiNȶlOiOiiNpMNiiOiPOPMiOiiNOLLiMiNiMHKiLiMiIǕJiiiEǙIIiiiMJKHHiiMiILGGiiiDHqFiiiCǛEEiiiFJDDiiiBEGCiii?FBBiiiCDAAiiiBs>@iii<Ǜ??iii@C>>iii?A;=iii8ǚ<<iii=@;;iii<>::iii;t99iii:x78iii3=77iii8966iii7|25iHiiIǜ4Ž4iIii5ǘ33iIii4822iIii3611iIii2~00iGiIiſ1//iGii0ƀ..iFiGiŻ/--iEiFiŹ.,,iDiEiŸ-++iCiDiŶ,**iCii+Ƃ))iCiiB*(Ŵ(iiiBƃ')'iBiiA(&ű ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<jAjGjDjEjDjGjDjEjF1jDjBjA2~j@j?jC}j@jCjA|j@jAjBq{j6j?j@zj?j6j>yj5j=j> xj5j>j6wj4j=j5vj=j4j< uj3jj iiƏƼ=ijj!ƻƼ<j ij!ƾƽ;ijiƺƽw:jiiƻuƸ9ijjƷƸ8jijƺƹ7iijrƶƹ6jijƷƵ5ijiƴƶo4jijƵƳ3ijiƲƴm2jiiƳnn1jitjưƭi0jjitJƱ/iwjjgƮ.iwjjƯhƭ-iwjitƮƱ,i{jiw+jji}-6*jjjƧg)jjj(jj jƦeƧ'jjjƨƪ&j j jƢƨƥ%jj jƤƦ$jj jsyƥs#ijj ƝdƢ"ij j ƣƦsx!j j j szsxsy jjj ssu{TjjijƞƜjijƝƟdijiƞƣTjijƟFijiƚޥjjijƛƘiijƔƘijiƙƚgijipƖiiiƗƕiiiƖƔ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<pjjjkzoojjjqprnjjjkqmmjjjnulljjjmvkkjjjlpnjjjjihƟijjjƱjhjjjfjƮgjjjeƯƪfj jjdheej jjfgƨdjjj ƞfƣciij^ ^biija]ajiib_``jiia\_iiia^^iij_c^]ijib\ \jii`[][iiiZ\Ziii [UYbibW3Xbbi0WWibiXYVViiiWUUiiiVZTTiiiUSSiiidTRjzjj{QHQj~jjzKRPPjyj~jzNQOOjxjyjzCPFNhj~jyJPMMhjyhNDLjjjKhjj~QJJhj~hKN!Ij|hj}kHj{hjzGRGjzhhH:EFhjxjzBOEEhjzhFG<DhhjyAMCChjyjxDOBBhjxhCF>Aiqj[iv@3@j_j[iq$A??inj_iq>@>j^j_in#?==j^inip><<j^ipc=;;c j^c:<:jdj^c ';9jujvjw8jsjijt7jriji66jfjii)755jqjfi664jnjojpQH3jXivj[1A2jXjWiy11jXiyiv230jmhhR,//jmhh0..hjmhW/--hhh.,,hhh-++hhh,*jjjkjlIS)jhjijf867(jejfjg'j]j^jd":&jbj`jcnx%j`jaj]$jZj[j_@##jZj_j^$>""jZj^j]#'!!jZj]j\"  jZj\jY!jVjXj[3jVj[jZ$jVjZjY jVjYjWjVjWjX2jSjUjTjSjTjRj8jSjRjQj8jRj7j8jQj7jQjPj9j7jPj9jPjOj9jOj;jOjNj;j;jNjMj;jMj:jLj:jM  j:jLj<  jj=jJ jIj>jJ jIj?j>jCj?jIjCjIjHjAjCjHjGjAjH ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<^jjEj]jjjE\jjj[jjjZjjjYjjjXjjjWjjjVjjjUjjjTjjjSjjjRjjjQjjjPjjjOjjjNiii}MiiiƇLiiiƅƁKjjjʾJjjjǿIjjjHjjjǽGjjjǻFjjjEjjjǹDjjjǷCjjjBjjjǵAjjjʹ@jjjǦ?iTjjǼǾ>iTjiUǿʿ=jiVjǼǺ<iTiVjǽǿ;iWjjǸǺ:iWjiVǻǽ9iXjjǶǸ8iXjiWǹǻ7iYjjǴǶ6iYjiXǷǹ5iZjjdzǴ4iZjiYǵǷ3jjiZǥǵǰ2jji[ǨDZǭ1jji[ǤǰDz0jiZi[dzDZ/e2eAi[Ǯ.ji[eAǭǯ7-jji[ǫDzǮ,jej9ǠǪ+jjjǪǩǭ*jjjǬǫ7)jjjǫǡǨ(jjjǩǧDz'jjjǨǢǤ&jjjǣǥ%jjjǤǦdz$jjjǧǥDZ#jjjʼǦǝ"jjjǞǧǡ!jjjǢǩǠ jjeǡǬǟjeeǠǓjjjǝǢǔjjjǞyǣiKiiHǗ5iiiF@ǚiiiǛ=ǙiiiJǚǘiiiǙ4ǗiKiiǖǘǜiJiiKǕǗiLiiJKǖjjjRǞǓjjeǔǟTii jŀljǑi*ijŔǒǏhi*hœǏi*jhǑNjǐihh_nj iij^njdž ihjǎNjǍ jhjnjǏNJ jjjDžNjlj i jjLjNJǒi ijŁǃlji^i]idsGijiǍDž]ijjdžNJDŽiijǂDžǃiijxDŽLjjii~DŽǁjiiǂyxji i{gjiiǀc~~jijǂt}jii zp||ji i }j{{ji j|ǀrzjijy}pyjiivqzxjjiuǁwwjiixzvvjjilwyujjjsxmtjjjr~ssjjjtuqrjjjo{tqjjjosn ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<LjjjOKMKjjjLPJJjjjIKʚIjjjNJʛHjjjNGFGjjjH[DFjjjMHEEjjjFDADjjjEGCCjjj?DYBjjjA@OAjjjEBM@jjjB?:?jjj@C>>jjj?X==jji>U<<ii!jł;=;i$ji!:<ņ:jji$@;T9eejǬ88ejeA977jjeAǪǮ86jjj$(55jjj"644jjj5+33jjj4/ 2jjj.01jjj00jjj21/jjj-3,.jjj-2-jjj/.,jjj/++jjj,4**jjj)+&)jjj' *(jjj&6%'jjj& )&jjj*('%jjj($ $jjj%6##jjj$""jjj#5!!jjj"  jjj!3jjj jjj-jjj2jjj1jjjjjj0jjjjjjjjj jjjjjjjjj1jjjjjj.jjjjjjjjj,jjj  jjj)  jjj '  jjj  jjj % jjj jjj #jjjjjj!jjjjjjjjjjjjjjjjjjjjj~jUjj˻}jjjT|jjTj{jTjUjzjTjjyjjTjxjRjjwjjRjTvjRjjQujQjjtjQjjPsjjPjrjOjPjqjOjjpjOjjNojMjNjnjjMjmjMjjLljjjLkjKjLj jjKjjijKjjJ hjjJjgjJjjIfjjjI ejjHjIdjjHj cjHjjGbjGjjajjGj`jEjj_jGjjE ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<:k fg+Ȼȹ9k g+g>Ⱥȸ8k g>kȹ3ȼ7kik*ȶȳ6iPkiȵȷP5iPiQkȱȶ4kkkȳȲ3kkkȷȴ2kkkȭȴȱ1kiQkȵȰȲ0iRkiQȯȱ/iRikQȮȰ.ikkȭȯ-kkkȲȮ,jkiȪȫ+iSjiVȬQ*jkjȩȬW)kjkȪȨ(jkjȦȩZ'jkkȥȦ&kjkȨȧ%jjk\ȡȧ$kjjȠfȚ#kkkȜȢ"kkkȡȣ!jkkȠȢȥ kkjȟȡȤkkkțȠȗkk kșȝkkkȞȜkkkȝȣțkkkȘȜȟkjk Ȥȕȗk k kȖȞȘkk kȗșțkkk ȟȚȘjk k Ȕșȕjjk _ȖȚjk jȓȖ`jk jȒȔijk jȑȓlk jk Ȓȏjkk ȋȏjk jȐȑmfk jȻȍs jk k ȎȼȌ jk kȍȽȋ jkjȌȐr kg(fȉ| g(kgȊȈMkgkȆȉfg&kȆȃgkg&ȈȇPkffȂȄffkȃȅkkfȀȄȇfkkȅȁXkkk~ȂȀkkkȃȁkkk}ȀȈ~kkkyYȁ}kkk|y|fkk{}Ȋ{kff|zzfkkzy{ykkk}z~xjkjqwqwjjkvxmvjjjʑuwujjfvʍttjffussjfjtȎrrjjjnsȋqjjjxorpjjjkDoojjjqnpnjjjrmomjjjlnȏljjjmȒjkjjjpgGjjjjligijjjjȓahjjjbIggjjjhkjfjjjȤ]_ejjjd^ʛdjjjceʕcjjjtbdbjjjchaajjjbi``jjjaȔ__jjjf`ȕ^jjje]N]jjjf\^\jjj[]ȥ[jjjG\ZZjjjY[ȨYjjjXCZXjjj>YWWjjjXȪVViSjjUWȫUijiS=VTji$j:SOSi$i%jŇRTRji%i'SʼnQQi'iUjPRPjjiUKQʙOjjjBTLNjjj^HIMjjjALF ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<(kdkekf%l+'kdkakb)"%&kbkcke#h%%kdkbke'&($kck_k`#g#k_kckb$&""k_kbka#'!!k^k_ka"ʩ k]kRk`ek`k_k]$ k_k^k]!k\k]k^ʫkQkRk[k[kRk] k]k\k[k=k[k\ʮkVkQk[kVk[kZkZk[k=k?kZk=k?k@kZkUkVkZkUkZkYk@kYkZk@kAkYkTkUkY kXkYkA   kXkAkWʱ  kTkYkX  kTkXkS  kSkXkW  kSkWkM kVkSkQkUkSkVkTkSkU kQkSkOkSkMkO kRkOkPdkQkOkRkLkPkOkLkOkMkLkMkN~kIkJkKb}kGkJkFa|kFkJkI{kIkHkFzkEkFkHʶykCkEkBʳxkGkCkD_wkCkGkFvkEkCkFukDk>k;]tk>kDkCskCkBk>rk>kBkAʰqk@k>kApk?k>k@ok?k=k>nk9k;k>mk=k9k>lk=kFkk%kȝEkk#k$=Dk#k k":Ckk k#ȞBk k k"8Ak k"k ȑ@kk k ȽȐ?k kk!ȼ4Ⱦ>k k!k ȿ6Ƚ=k k kȾȌ<k kk ȸȿȍ;fk fȺȎ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<kkqkpɗ?ɕkkpkɖɓ2kokkɒ1ɓkokkpɔɕ<kkkoɏɔɑkkoknɒ;ɎkmkkɌ/ɏkkmkɎɐɒkknkmɑ9ɏ klkkmrɋ7 kkkmɉɐɋ kkmkɌɍɊ kkkɋɈ kkkɌɈɇkkkɉɊɅkkkɉɆ.kkkɅɀɇkkkɆɈɄkkkɅ{kkkɂ}$kkkɃ)Ɂkkkɀɂ+kkkɁɆkkk|ɀɄ~kkk{y}kkkzɃ||kkk{}{kkkɄ~|zkkkw}yykkkz~xxkkkyswkkkzt vkkg\gk2'uukkgkkv#ttkkkkuwsskkkktxrrklkkk5sɍqkjkgGp/pkkjkq8oj(jkfnmnjikfƲ,omj(kfkollkekkfkm(kkkeklhjkckkgiikckkjhhkekck&ikgk`kkcfj$fk`kkegek`kRk dfdkRkPkHeckkKkbbkJkkKacakGkkJ`b`kkGka_ɿ_kDkkG^`^kkDk_]ɻ]k;kkD\^\kk;k][ɵ[k:kk;Z\Zkk:k~[YɰYk7k~k:XZXk~k7k}YWɯWk4k}k7VXVk}k4k|WUɭUk0k|k4TVTk|k0k{USɪSk/k{k0RTRk{k/k.SQQk{k.kzRPɩPk-kzk.OQOkzk-kyPNɦNk,kyk-MOMk*kyk,LNLkyk*kxMKɥKk)kxk*JLJkxk)kwKIɣIk(kwk)HJHkwk(ktIDɡGkskvk'ɛFCFk'kvkuGɝEEk'kuktFɠDDk'ktk(EHCk&ksk'BGBksk&krCAɘAk%krk&@B@krk%kqA>ɗ?k$kpkq=ɖ>>k$kqk%?@=k#kpk$<?<kpk#ko=:ɓ;k"knko8ɑ::k"kok#;<9k kmkn6Ɏ88k knk"9;7klkmk!ɍ656k!kmk 79Ⱦ5klk!kk74r4kkkk!25ȿ3g\kg>2ȸ 2kkkg\43v1kigGgB/00gBgHki61/gGkikj17q.khik1,--khk1kg.ʥ*,ikhkf.+n+kdkfkh(,**kdkhkg+-))kdkgka*ʧ' ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<kkkkkjU˻kjSj8kj8j1jSkkkkk~kkk}kkk|kkk{kkkzkkkqykkkxkkk wkkk vkkkukkkɼtkkkskkkrkkkqkkkpkkkokkk nkkkmkkklkkkkkkk˱jkkkKikkkhkkkgkkkfkkk˳ekkkdkkkckkkbkkkakkk˵`kkk_kkk^kkk]kkk˶\kkk[kkkZkkkYkkkXkkkWkkkVkkk˸UkkkTkkkSkkkRkkkQkkkDPkkkEOkkkNkkkMj1j(kmLj1kkKkkkJkkkkIkkkiHkkkGkkkFkkkjEkkkfDkkkGCkkkKBkkkcAkkkɿ@kkkɼɿ?kkk`>kkkɽɻ=kkkɼɾ<kkkɽ;kkkɾ^ɸ:kkkkɹɵ9kkkɺjɸ8kkkɻɹ7kkklɶɲ6kkkɷkɵ5kkkɺ\ɶ4kkkRɳɰ3kkkɴTɲ2kkkɷɳU1k~kkɯOɰ0k~kkɱɴZ/kk~k}ɱXɮ.kk}kɯɭL-k|kk}ɬɮV,k|kkɪJɭ+kkk{Hɪɩ*k|k{kTɫɬ)kzkk{ɨɫQ(kkzkɩɦF'kykkɥDɦ&kykkzɧɨO%kkykxɧLɤ$kkxkɥɣB#kwkkxɢɤJ"kkwkɣɡA!ktkkwɠɢH kktkuɡEɟkkukɠɝ?kvkkɛ;ɝkvkkuɞɟFkskkɘ8ɛkskkvɜɞGkkkr5əɗkrkkɚ7ɘkrkksəɜBkkrkqɚ@ɖ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<rjjlqEqqjlkrpxpl kloq]ol kk\npnlkkmozmjklwnʑlllliʈ_klllfʆjjlllkʇiillljl`hlllbʃgglllhʄfflllgkaell l^~ddllle{ccllldbblllchaalllbf``lllai__lll`l^^l lle_ʋ]l lkpF\\l kk][o[kkk\,ZZkkk[-YYkkkZW~XfklȂWVWlkkXYBVflfXUUfllV@STjelǓS<SfleUTRljjQǔ=Qjll RPyPll lOQ9Ol llP7NNl ll OLwMll l JuLLll lMN5Kljl HsJJll lKM3IkjjGhHHkjlIK1GjkjICkFkkl+]EEkljFrDDkjjEpCCkjkDG*BklkAW.Akkl?B@lll;U??llk@A>>klk:?!=klj8R<<kjl=T;;kll<@::kkl;>9kll6P88klk9=7kll4O66klk79"5kll2L44klk57$3kll0J22klk35%1kkl/H00klk13(/kkk1*.kkkB--kkkZ,.,kkk-[++kkk,F**kkk/+C)kkk'((kkk)0&'kkk)&&kkk'(%%kkk&2$$kkk%4##kkk$""kkk#6 !kkk> kkk"kkk 8kkk!:kkk'kkk#kkk kkk!kkkAkkk/kkk)kkkkkkkkk.kkkkkkkkkkkk kkkMkkk  kkk L kkk  kkk  kkk   kkk kkk kkk˺kkkkjUjS ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<`l2kl0_l2l3k^l2kk]kl2k\kkkɊx~[l4l@l3Zl6l@l4Yl@l6l:Xl@l:l>Wl;lUl;l>l:Tl7l8l=Sl7l=l<Rl7ljjl(ʽʿ=l.l(jʷʾ<jjl'ǣʗʹ;l'l.l/ʸʺ:l'l/jʻʹ9l'jjʺʼ8l&l.l'ʷʻʖ7l(l.l&ʽʸʘ6l-kEkHʵ5l-l,kEʴʶ4kEl,l+ʵʳ3kEl+kBʴʲ2kBl+l*ʳʰ1kAl*kWʰʯ 0kBl*kAʲʱ/l)kWl*ʱ.lk=k\ʜʭ-l!lk\ʁʮʬ,l l!k\ʀʭʫ+k^l k\ʪʬ*l k^l"ʫʩʂ)kal"k^ʨʪ!(l"kal#ʩʧʅ'l#kakgʨ)ʦ&l$l#kgʉʧʥ%l$kgk1ʦ-ʤ$k2l$k1ʣʥ#l$k2l%ʤʢʊ"k5l%k2ʡʣ!k5ll%ʠʌʢ k8lk5ʟʡllk8}ʠʞlk8k<ʟʝlklI&wT1_<NklsluJwMMklultNuLLkltkMQɮKklrlsHxJJklskKNɬIklqlrFyHHklrkIKɫGklplqD|FFklqkGIɨEklolpB}DDklpkEGɧCklnloABBklokCEɤAlnkkCɢ@@lnkllA?ˁ?kllk=@ɟ>klklm;˅==llklm?>˃<lilkk^;9;klkk<>ɞ:klhlj8˟99liklj<:]8klhk7:ɜ7lhkk8ə66lhklg75ˡ5klgk46ɚ4lgklf52ˣ3klelf1ˤ22klfk34ɕ1klek/3ɔ0klcle.˦//klek01ɐ.klck,0ɇ-klbld+˪,,lckld.-˨+klbk*-Ɂ*lbkl\+)ˬ)kl\k&*ɂ(kl_la$ˉ''l`kla&(ˆ&l`l\k˭)'%kl]l_ ˍ$$kl_k%(Ƀ#gkgkì"u"gl^kˌ!#!kl^l]"ˊ  kl]k!%wkl\g]˭g]gGk ql\klZˮklZkplZkl[9˯lNlPlYe@lNlMlPlJlPlMlOlPlJklOklOlJklXlAk kkkɽlXkklXklW klWkkklWɾkklWɸ  lXlWlA  lAlWlB  lBlWk   lBkk j lVlUlCVlClBk lVlCk llElClU lElUlTXlDlElTlDlTlS[lGlDlSlGlSlR_lFlGlRlQlFlR`~lFlQlH}lPlHlQd|lHlPk{lOklPzkklOylLlMlNAxlKlJlMwlLlKlMvlIlKlLBulIklJCtlIlJlKskkl3rkl3lHql@lHl3plHl@lFol>lDlGnl>lGlFml>lFl@ll?lClEkl?lElDjl?lDl>illI&wT1_<<lll˄˽;kjjU˹:klk7˹9jkl˻˺8lkk˷F7llk˶˸6kkl˷˵5kkl˶˴4kll˵˳3klk˴˲2kll˳˱1klk˲J0ll[l˯:/llZl[ˮ˰.lZll\˯ˬ-l`g]l\ˆ&,l\llbˮ˫*+llbl˪ˬ*ldlbl-˫˩)lldl˨˪(ldllc˩˧,'llcl˦˨&lelcl0˧˥%lell˦ˤ$lflel3˥ˣ#lfllgˤˢ4"llglˡˣ!lgllhˢˠ6 lhllˡ˟ljlhl:ˠ˞ljll˟˝l|ljlb˞˜l{l|la˝˛l{ll˜˚l{ll}˛˙cl}ll˚˘ll}lg˙˗lll˘˖l~llf˗˕l~ll˖˓lllːˑl~ll˕˒hlll˓ˑlll˔˒llli˔>l_lgˍˉl]llˊˍ l]ll_ˎˏ% ghl^ˋ" l^hlˌˊ l^ll]ˋˎ! lal_g(ˏˈlaggˉõˇgg]laΈˈl`lag]'ˇ˭lmlkl>m˄lmll˅˼˃lmlll˄˂=llllˁ˃lnlll@˂ˀlnllˁlolnlCˀ~~llol}}lplolE~||lqlplG}{{llqly|zlrllyxyllrlqzI{xlslrlKzwwlulslNxvvlullwuultlulMvttltllu˿sslwltlQtrrlvlwlPsqqlxlvlSrpplxllq˽oolzlxlZpnnlylzlYommlyllkn˅\lklVkUɷkkkkjɺɶjkkkɹk ilYllhː?hllYl~ie˓glPl}ld˘fflPll~g˖eelPl~lYfhdlQl}lPcgcl}lQl{d`˚blRljl|_˝aalRl|l{b˜``lRl{lQac_lSljlR]b^lilSlk][<]liljlS9_^\lTlylkXm[[lTlklS\^ZlUlxlzWoYYlUlzlyZnXXlUlylTY\WklxlUTZVVlVklUUW UkklVɲVlTklxkRWɳSklvlxOqRRklxkSTɴQkltlwLsPPklwlvQrOOklvkPSɱ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<*iikkȷ)lll$&P(lll+('lllO&&lll')%%lll&$$lll%)##lll$Q"lll,!!llj"  jlj!lll"lll(kklNkll'klkllk%kll#klkRllllllllllllllllllllllllllllll  lll  lll  lll  lll  lll lll llllll<lllllllllllj ˹lll4lll˷Glll˴~lllH}lll˲I|lll{lllzlll=ylll˔xlllwlllvlll ulll tlllslllrlllqlllplllolllˑnlll˒mlllllllklll˕jlllilll˗hlll˙glllflll˛ellldlll˞clllblllˠalll`lll_lllˢ^lll ]lll˥\lll [lll˧ZlllYlll Xlll˩Wlll˫Vlll˰Ulll;Tlh hSlhgˏRhhlˋQlhh Plh lˎOlllNlll˾˼MlllLlll˂KlllJlllˀIlllHlll~GlllFlll{ElllDlllzClllBlllvAlll@lll˿?lll˾t>lll˽˿=lll˼p˾ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<m lm ̗̙̲lm l̘̖um lm ̗̰̕m ll̔w̖llm y̓̕m lm ̭̒̔lm l̓̑{lm m̫̒̏mm m̧lml̑̎~lmm̪̏ mmm lml̋́ mlm̢̈̌ lmQ̞̇̉ QQl̅̊llm̆̋̇mlm̝̊̈lll̃̈̅llQ̆̉̄lQQ̅klll̂̆dllĺ̃blll̂̌lll|lll^̀́~lllz̏}}lll~||lll_}̀{llly̒zzlll{~`ylll{x̔xlllwy[wlllxv̕vllluwWulllvs̗tlllr̙ssllltuTrlllqtUqllQrn̛plQQOoolQQpnnlQloqVmlQQilgllllckhkllQl̄jjQlQikiQQl}mjhllllgegllQhmffllQEgRelllhCcdlllãccllledlbllla]̂alllbd@`lllZz__lll`|^^lll_]]lll\^b\lllY]?[lllZXxZlll[`YYlll<Z\XlllW[MWlllSvXVlllNnUUlllVrTTlllUsSSlllKTWRlQlfQGQlQQRmPPlQQQ{OOlQlPpNNlllOVJMlll=LXLlllKM;KlllLISJlllHNIIlllJK9HlllFJ:GlllRFEFlllGH6ElllGDfDlllBE7ClllAeBBlllCD1Alll2@C@lllA>a?lll\><>lll,?@=lllM<-<lll?=Y;lll8L.:lll5H99lll:I88lll9;37lll0D66lll7F55lll6:44lll5303lll8/42lll+A11lll2B00lll417/lll3.+.lll;-/-lll.=,,lll+->+lll/,2 ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<m?m[m=m=m[mZ0mYm=mZ.m:mYmX,-mYm:m=mWm8mX/-.mUmTmV#mRmSmTA~m0mQm/}mQmPm/'|m/mPmO%{m.m/mOzm.mOmN#ym.mNR!xm.RR;EwR;R m.vm-^^u^mMm- tmLm-mMsm,m-mLrm,mLmKqm)m,mKpm)mKmJom)mJm$nm$mJmImm^m ̱lm$m ^km m$mIjmm mI̳immImHhmmHmGgmmGm̯fmFmmGemmFm̮dmEmmFcmEmm̬bmBmDmA amAmDm?`mBmAmC _mAm?m@^m>m@m? ]m=m>m?\m:mZm;m^m#^̽̿=^^m#̸̾<^m!m̵̷;QmQ̛̺I:QQmJ̹̻9mQm#̸̺8^mm#̷̹̽7^^m̸̼6m"mm ̴̲5m!m m̴̼̚4m!m"m ̶̵3m m m̱̰2mm m ̶̱̘1mm m ̳̲0m m m̖̳̯/m mm̰̮.mm m̭̯-m mm ̮̬̓,mm m̫̭+mmm ̪̬̑*mmm̫̎)mmm(mmm ̧'m mm̨̦̐&mmm̧%mmm̤$mmm̥#mmm̢"mmṃ̡̋!mmm̢̠ mmm̡̝R Qmy̞̜QQmH̟̊mmṁ̠̜R mm̟̝Qml̻̚qlmm ̵̛̙llm t̘̚ ntQ. \9 g D ! 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r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<Pn9n=n<QROOn9n>_n2mΆ=?=n1mn2<>΃<mmn1}=;;mmn1͞<::mn1n0;΁99mmn0ͤ:88mn0n/9~17n-n.n/4136n+n,m5mn*m4ͱ4n)mn*35y3mn)m42͵2n)n(mx131mn(n'2v00mmn'ͺ1//mn'n&0r..mmn&;/--mn&n%.p,,mn%m-++mn%n$,n**mn$n#+k))mmn#*((mn#n")i''mn"n!(g&&mn!m'%%mn!n &e$$mmn %##mn m$""mn n#d!!mmn"  mnn!bmnn `mmnnmn^nmmmmnmmnnmn\nnmnmnmnnEYmnRWRmRRnmϰnmnmmnnnm n nn n n n  n n n  n nn  nnn   nnn Ϯ nn nnnnMnnn nnn nnnϱnnn n nnn nn Hnn n  n n nnn n ~nn nG}n nn |mnn{n nnzn nn yn nnxnnnwnnnEvnmnunnntnnnCsnnnrnnnqnnnpnnmAonnmnmnmmmnmlnmmkmmnjmmmԞimmmhmmmMgmmmfmmmemmmלdmmmׂcmmm ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<>nnn =nnn3<nnn5;nnn^:n|n}n8βιθ9n8n}n7κ&I8nn|n8εκη7nn8n<θOζ6nn~΅__n2΄Άn_n2_΃΅Έn2n_n1΄΂=n^n1n_΁΃Ήn0n1n^:΂΀n0n^n]΁΋n0n]n\΀΍~~n/n0n\8;}nYnZn[35j|nVnWnX('W{n,nUn*znSn*nTyΐyn*nSn)zx4xn(n)nS2ywwn(nSnRxΒvvn'n(nR1wuun'nRnQvΖttn'nQnPuΗssnOn'nPrtΙrnOn&n'q/sqnOnNn&Λprpn&nNn%qo-onMn%nNnpΜnn%nMn$om+mn$nMnLnΞlln$nLnKmΠkkn#n$nK*ljjn#nKnJkΤiin"n#nJ(jhhnIn"nJgiΥgn!n"nI'hffn!nInHgΧeen n!nH%fddnn nH"eccnGnnHbdΨbnnGnca anFnnG`bΩ`nnnFa__nnFnE`ά^^nnEn_]]nDnnE\^ή\nnDn][nCnBnZZnAnnB[Ynnn@>XXnn@n?YδVWn>RnSVVn>nn?WXUUn>n?n<VζRTn=RRQpSSn=Rn>TWRRn=n>n<SUPQn9Rn=NTP ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<,nnn1-+nnn'X*nnn& )nnnU("(nnn)W''nnn(+&&nnn!'*%nnnQ$$nnnR#%#nnnT"$"nnn)!#!nnn "& nnn*!nnnPnnn%nnn nnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnnn  nnn  nnn  nnn  nnnH  nnn nnn nnnFnnn nnnnnn nnnEnnnnnnAnnnnnn>~nnn}nnn|nnn={nnnznnn:ynnnQxnnnqwnnn)vnnnunnntnnnԳsnnn:rnnnQNPqnnnN4pnnnonnn2nnnn/mnnnlnnnkn``<j`nn.innn,h`nn`·gn`nnfn`nnen`nnaΊdnnancnannbLΌbnnnOLNannn5#`njnknΓ_njnn^nnjn]njnnlΕ\nnln*[nlnnmΘZnnmn.YnnnnmΚXnnonn ΝWnqnrnΡVnqnnUnnqnTnqnnsΣSnsnnRnsnntΦQnntnPnuntnΪOnunnNnnnv MnunnvΫLnvnnKnnvnJnvnnwέInwnnHnxnwnίGnxnnFnxnnEnnznΕDnnznCnnn BnnnμAnnnλ@nnnEC?nnnq ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<oo/o.ϛϙoo.o-ϚϘoo-o"ϙϗσo"o-o,Ϙϖo!o"o,ςϗϕo+o!o,ϔϖo!o+o#ϕϓυo#o+o*ϔϒo$o#o*ωϓϑo$o*o)ϒϐo$o)o%ϑϏϋo'o%o)ώϐo%o'o&Ϗύό o&o'o(ώ o&oo%fϊώ o$o%oϐϊψ oo%oϋόY oo#o$χϒψoo$oωϋ[oo#oφω]o o#oυχeo o!o#τϔφo o o!gρυo oo"πϘςo o"o!σϖρo o!o ςτio oo σjo oo }πm~oo oϛ}}ooo ~o|ooo{uϼ{o`CoϽz|z`9o`Cy{y`:o`9xzxamo`:ykwooovgϸvooouwϻuooo|ovtoooYL soooLQ[roonHoqooovDpnono;oo nonp}nno nom<mno o nllnno @mkknno ?ljjno o kπiino o jρhhnno Diggno o hτffnno Cgeeono dfφdnnoBecconobd`bonnaGcaonn`Jb`oonc_a_nnoI`^^onoL_]]ooo^χ\\ooo][S[oooZ\ψZooo[YVYooo_ZϊXnonW`+WonnX(VVonoWUZUnonTV)TonnU#SSonoTR\RnonQS$QnonPR%PnonOQOoonKPNNonnOMMonnNKLnnoH^KKonoMLOJnnnFaIInnnJ_HHnnnIL GnnnEbFFnnnGJEnnnAGDnnn>hCCnnnDfBBnnnCdAAnnnBE@nnn=l??nnn@k>>nnn?D=nnn<@<nnn=:n;nnnp:R:nnn;<9nnnC8nnnvt7nnn6nnn455nnn6ϷY4nnn363nnn422nnn/31nnn0,0nnn1//nnn02.``Un--`Unn,. ntQ. \9 g D ! 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r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<rrr՚ա՝rrWI՞՟՜rWIW\՝՛rW\r՜՚rrr՞՛rrSr՘՗rSrWaՙ4rrSrTՙ5ՖrrTr՗ՕrrTrUՖ8ՔrrUrՕՓrVrrUՒՔ:rrVrՓՑrWrrVՐՒ<rrWrXՑ>ՏrrXrՐՎrYrrXՌՏ? rZrrՋՌ rZrrYՍՎB r[rrZՊՍD rr[rՋՉ r\rr[ՈՊFrr\rՉrarrՃrr_rrbrrՁՄrbrrՅՃrbrraՄՇJrcrr}ՁrcrrbՂՅLrerrdPrdrrՀ{~rdr}r|}}rdrrc~ՂN|rr}rdy~{{rrdr|zzrrr~{xyr}rrz|xvxrr~rzzwywrzr~ryxrvr}rzr{ysurxrwr|pttrxr|r{ussrxr{rztvrrrxrzryswqqrxryruroprvrwrxmuoorvrxrupqlnrwrtrsmjmrtrwrvnpllrtrvrumokkrprtruiljrqrsrthniirqrtrpjkchrsrqrrjdgrornobffo&rooegόerrroo&dfdrorrrqehccrqrproibdbrnrorpgcarmrkrl\^`norlX_]_rloo`Y^^rmrloa_]nrlr,`\\r,rlrk]a[[r,rkrj\ZZr-r,rj[YYr0r-rjZXXr0rjriY WWrhr0riXVVrhrirgWUUr5rhrgVTTr9r5rg USSrfr9rgRTRrfr>r9QSQrer>rfPRPrerdr>ՀOQOr=r>rdPNNrcr=rdMO}MrCr=rcNLLrCrcrbMՁKKrBrCrbLJJrarBrbIKՃIrErBraJHr_r`raGr]r^rJFr[rJr\EՉErJr[rKFD!DrZrKr[CEՋCrKrZrLDB#BrYrLrZACՌArLrYrMB@$@rYrNrM?'A?rYrXrNՎ>@>rNrXrW?Ր==rNrWrO><)<rOrWrV=Ց;;rQrOrV,<::rUrQrV9;Փ9rQrUrP:8+8rTrPrU69Օ7WaWCrR146rTrRrP5/85rSrRrT46՗4WarRrS75՘3r+WCW3122W3W2r+31WCr+rR307 ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_< WcrWm * rrr  rrr S  rrr PrrrRWhWir!WiWnr+WnWrrrW;rrrrrrLrrrrrrJrrr~rrrI}rrrG|rrr{rrrEzrrrտyrrrCxrrrվwrrrջvrrrAuo(rro&eύto(rrrVsrrrrTrrrrs:qrrrrshprrsrWorsrrwnnrrwr7mr|rwrulr|rr3kr{r|rtjrr{r0ir{rr}vhr}rr.grr}r~frrrՂerrr+drrrՅcrrr'brrr%arrrՄ`rrr$_rrrՇ^rrru]rrr!\rrrՈ[rrrZrrrՊYrrrXrrrՍWrrrVrrrՏUrrrTrrrՒSrrrRrrrQrrrՔPrrrOrrr NrrrՖMrWcWa՘LrrrՙKWcrr JrW\Wh՛IWhrrHrrrGrrr՚FrrrErrrեDrrrլCrrrBrrrիArrr@rrrտհ?rrrյ>rrrսմ=rrrռպվ<rrrչսջ;rrrռ:rrrսչճ9rrrպռ8rrr׳շ7rrrո״ն6rrrձճշ5rrrղտմ4rrrյվճ3rrrպնմ2rrrհյձ1rrrծղն0rrrղկ/rrrժհծ.rrrկձխ-rrrծ׶թ,rrrդի+rrrլժ*rrrիկթ)rrrխըժ(rrrգթש'rWJr:զբ&rWJWKէՠ%rrrադ$rrrելգ#rrrըբդ"rrrէգ׷!rrr՞եՠ rrWKազ՟rWKWIՠ՝@|vpjd^XRLF@:4.(" ztnhb\VPJD>82,&  ~ x r l f ` Z T N H B < 6 0 * $      x q j c \ U N G @ 9 2 + $      | u n g ` Y R K D = 6 / ( !    y r k d ] V O H A : 3 , %     } v o h a Z S L E > 7 0 ) "   zsle^WPIB;4-& ~wpib[TMF?81*#{tmf_XQJC<5.'  xqjc\UNG@92+$|ung`YRKD=6/(! 0DBCTBfAx@ ?>.=@5P4b3t210*/<.N-`,r+*)((:'L&^%p$#"&!8 J\n$6HZl~"4FXj|  2 D V hz 0BTfx .@Rdv,>Pbt*<N`r(:L^p&8J߂\ނn݂܂ۂ$ڂ6قH؂Zׂlւ~ՂԂ"ӂ4҂FтXЂjς|΂͂ ̂2˂DʂVɂhȂzǂ Ƃł0ĂBÂT‚fx .@Rdv,>Pbt*<N`r(:L^p&8J\n$6HZl~"4FXj| 2DVhz 0BTfx ~%}.|:{DzMyUx]wevnuwtsrqpo'n/m7l?kGjOiWh_ggfoexdc ba`"_*^2]:\B[JZRYZXbWjVrUzTS RQP#O+N4M=LEKMJUI]HeGmFuE~DCBA@&?.>6=?CHMRW\a~f}k|p{uzyy}xwv utsr {tmf_XQJC<5.'  x ~ w p i b [ T M F ? 8 1 * #     {tmf_XQJC<5.'  xqjc\UNG@92+$|ung`YRKD=6/(! yrkd]VOHA:3,% }vohaZSLE>70)"  y r k d ] V O H A : 3 , %     } v o h a Z S L E > 7 0 ) "    z s l e ^ W P I B ; 4 - &     qjc\UNG@92+$ | u n g ` Y R K D = 6 / ( !    +(*B)\(v'&*%D$^#x"!, F`z.Hb|0Jd~2Lf 4 N h  6Pj8Rl :Tn"<Vp $>Xr &@Z턳t섳넲(ꄱB鄰\脯v焯愮)儭C䄬]ㄫuÅᄪ(A߄Zބs݄ ܄$ۄ=ڄVلn؄ׄք7ՄPԄjӄ҄ф4ЄKτb΄ÿ́̄-˄GʄaɄ{ȄDŽ/ƄIńcĄ}Ä„0Jd~2Lf1Jd~1Iay&>Vm6Og~-D[s #:Qh0H`x)BZs $=Tk4LZhw.@~R}d|v{zy,x>wPvbuttsr*q<pNo`nrmlk(j:iLh^gpfed&c8bJa\`n_^]$\6[HZZYlX~WV"U4TFSXRjQ|PO N2MDLVKhJzG <Tm4Nh6Pj8Rl :Tn"<Vp $~>}X|r{ z&y@xZwtvu(tBs\rvqp*oDn^mxlk,jFi`hzgf.eHdbc|ba0`J_d^~]\2[LZfYXW4VNUhTSR6QPPjONM8LRKlJI H:GTFnED"C<BVAp@ ?$>>=X3X2r1 0&/@.Z-t,j   8 Rl :Tn"<Vp $>Xr &@Zt(B\v톀*D^x,F`z,E_y߅ޅ+݅D܅^ۅwڅم(؅Aׅ[օuՅFE0DBCTBfAx@ ?>.=@5P4b3t210*/<.N-`,r+*)((:'L&^%p$#"&!8 J\n$6HZl~"4FXj| ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<zsssw>yysss}zAxsss=wtwsssvxzvsss{uwussssvtsssxspssssurtrsssosqsssl;ppsssqtoosssprnnssskoms ssi9lls ssmqkks sslnjjs ss khis ss fmhhs s s ijggs s s hefss siebess s fgddsss `ecsss a5bbsss fc7asss`]c`sssad__sss^`^sss_ֿZ]sssa[3\rsrH[[rss\]ZZrss[^YYsrsXZ־XrsrYWWrrsVXֻVrrrWUUrrrTVֺTrrrUSSrrr TORrrr;QQrrr^PRPrrr OQOrrrPSNNrrrOַMMrrrNֵLLrrrMKKrrrJLֳJrrrIKIrrrJHHrrrIֱGGrrrHFFrrrG֯EErrrFDDrrrCE֮CrrrDBBrrrAC֬ArrrB@rro=>E??p3ro=d@e>rrr9@==rrr<>e<rrr֧;=;rrr<֦7:rrr9]9rrrG>:8rrr֜347rrr;66rrr7֤55rrr6֢44rrr85֡3rrr822rrr3֙11rrr2֗00rrr1//rrr.0֔.rrr/--rrr.֓+,rrrR')+rrr-**rrr)+֑)rrr,*֏(rrrO%&'rrr&,&rrrS('%rrr($$rrr% #rrr"""rrrr#!rrr  rrr!grrr rrrjrrrrrrkrrrlrrrrrrnrrr\rrrXrrrrrrHrrrrrrrrrVrrrrrr Trrr^ Wrrr _ rWrWm2 ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<hsCsDs[ֹgsBsCs[ָfsZsBs[بesZsAsBֶdsAsZs@ִcsYs@sZئbs?s@sYֲasXs?sYأ`sWs>sXآ_sXs>s?ְ^s>sWs=֭]sVs=sWؠ\s=sVs<֫[ssssFYֽֿ=ssFsE־ֻ<sDrsEֺֻ;sErsּWֽ:rsDrֹּU9sDsCrָֺ8rsCsBַֹ7rrsBNֶָ6rsBsAֵַ5rrsAMִֶ4s@rsAֳֵ3rs@rֲִK2s@s?rֱֳ1rrs?Hְֲ0s>rs?ֱ֯/s>rr֮Fְ.s>rr֭D֯-s=rs>֮֬,rrs=B֭֫+rs=s<֪֬*rssssv~sss|ր~sssր}ց}sssy~||sss{}{sssv| ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<VsssW}TUsssSjRTsssGVSSsssUTzRsssFUQQsssRgPPsssJQOOsssMPeNsssXHKMsssIOLLsssMdKKsssNLbJsssEPIIsssJMHHsssINDGsssCTFFsssGREEsssFJDDsssEHCCsssDWGBsss @Asss?@@sssB6A?sss>A4>sss<?=sss<;<sss3=>;sss1:=:sss9;.9sss:88sss۶9/7s}ss~6)6ss}s75@5s|ss}46'4ss|s52?3sss{<212s{ss|34%1ss{s30;0szss{-1#/sssx8.,.sxss/:--sxssz.0!,ssxsy/۵+svs~sw**sus~sv)+)s~sus}*(7(sts}su')'s}sts|(&5&sss|st%'%s|sss{&$2$srs{ss#%#srszs{"0$"srsqsz #!spsxsz-  spszsq!"sxspsy!L,sosvsw+snsusv*snsvsosmsusnslsusm suslst(stslsk stskss&sjsrss$sjsssksrsjsq"sgsqsjshspsq shsqsgspshsiKsUsnso sTsmsn   sTsnsU sbslsm   sbsmsT  scslsb  slscsk sdsksc sksdsjsesgsjsesjsdsishsfBsfshsgsfsgsesOsfsNAsNsfsesesdsN~sNsdsM}scsMsd|sMscsL{sbsLsc zsLsbsKysKsbsT xsJsKsTwsRsJsTvsRsSsJusIsJsStsasIsS؝ssIsasHrs`sHsaصqsHs`sGps_sGs`سosGs_sFnsFs_s^زms]sFs^دls]sEsFֽks\sEs]جjsEs\sDּis[sDs\ث ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<DsssCsss׽BsssAsss@sss׿?sss׾׽>sss׿׺=sss׻׿<sss׻};sss׼׽׺:sss׻׾9sss8WZrW׷׬7rrWZբ׸:6srrץխ׵5ssrײ׶״4srr׵շ׳3srr״ոײ2srs׳ר׵1ssW׮װ0sWWױׯ/sWWװ׭.sss׫ױ׭-ssW׮ׯ׬,sWr׭׸ת+sssק׮ת*ssr׫׬ש)rsrצתը(srsײץ'sss׫צ&ssrקשץ%ssrרצ׶$W|sVף׌G#W|ssעׇפ"W|VsGמף!sVRםנ msRןסmms׃נVssםׅעVVsסמmmqN׀sqq{Yךqsqיכasqsךטissqnיחqsqזטbssqqחוsqqזfדsssrד׏ssqהוגVsqבדjsVW{גDאssW{׏ב<sss׋האWuWts3׍׊ sWtV׎4׌ sVs׍פ׉ sss׊u׏ Wuss׎׋< ssst׌׈sssx׉ׇsss׈ף׆sssׇׅcsss׆מׄsss^ׅ׃ssmׄןׂsmm׃ׁssm]ׂ׀qsmׁלsqs׀~\~qsq}H}sqs~|V|qsqz}O{sqsyכjzsqs|ySyqsq{zSxssss׈wwsssvxhvsssfowusss׋trtsssu׉ssssstxkrsssupהqsssmזppsssqrlossskvnnsssoטmmsssnqllsssmpkkssslsojsssU{iisssgjיhssswefgsssQiffssshgvessshdOdsssLeccsssad׆bsssKa`asssbc_`sssXb[_sss[a^^sss_ׄ]]sss^ׁ\\sssY][sss`_ZZsss[YXYsssZ\WXsssZN`WsssCYV ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<2sst1I01sss230sst2//stt0J..sst/-ttt,sss,++sss*,L*sss+))s+ss(*Q(ss+s)''s$ss+&(֎&s$ss%'%sss$"&$$s%ss$#%օ#sss%!$"sss%!!sss"#  sss!sss&sss"ssssss(ssssssssssss*ssssssssssss@ssssssssssss Bssssss sss  sss  sss D sss  srirjXsrjrk [rgrisV sssDбsssf8ssssss6ssssss4ssssss~sss1}sss0|sss{sss.zsssysss׾xsss?wsss<vsssN=usss,3tsssssssrsss qssspsssosssnsssmssslsssksssjsssissshsssgsssfsssesssdsss csssbsssasss`sss _sss ^sss]sss\sss[sssZsssYsssXsssWrnsrkVrmrnrkaUrmorn^gTsrgsSssrnRrpsrnbQsrgsPssrpOrerfrQՀNrfrgrSMrrgsLrrsKrsrpJr~rrpzIryr~rpwHruryrpqkGssssFsss׼Esss ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_< sWt.sVء؟sSsVt.ؠ؞sSt.t-؟ع؝sSt-sa؞ضt(t*t)ؕؑ؏tt tؙ~zt#t!t ؃؀ؙtt#t ؘؚ؛t"t#t؂ؙt+tt,h[Pt's"t(؆ؔ؍s(t*t(ؓ؜ؔs(t(s"ؕؖֈs*t*s(ؒؕ֋s,t*s*ؐؓ֐s-t)t*؎؜ؐs-t*s,ؑؒ֒s.t(t)،؜؎s.t)s-؏ؑ֕ t't(s/ؖ،؋ s/t(s.؍؏֖ t&t's/؅؍؊ t&s/s0؋֘؉ t&s0s1؊֚؅s3s s1؇֠s s"s1ւ؆؈t's1s"؅؇ؖt&s1t'؉؆؋t$t%t !tt!t#ؚ؂tt#t"؃ؘ؁tt"t؂qtt t!}ؚtt!t؀؃o~ttt |؛}}tt t~؀m|ttt{~i{tttz|hzttt{؛ytt tlxBxttt (y;wt tttvtttuttt tttt %wsstt ttdMrt tt'%&qtttp؁prttnqKorttlnnrtropmrttk}llrtrmokrtrjmjrtrikitrtjg|hrtt{ggrtrhi ftt r&e/et rt nf,drtt Psccrt t dbrWr;a^arWWb``rWWa__rWWr`^rrrbQ]rrt:WG\toNoGX[[toGoA\ZZoAo@tF[YroQoNTXXroNtY\WWrrtX]Vo(oKrUUroKoQVTTroQrUYSrs+rRQ&Rrs+r֏S,Qrs+sS)OPstrLdOOrsrQP(Ntt s(&)Mstt&sLLstsMP+KtrtIpJJtttK/IsrtHK2HrrsI\Grtr]F9Fo@rtEGZEo@o=r@FDsssC CsssBDցBsssCAAsss@By@sssA??sss@>>sss=?z=sss>x<<sss=;;sss<q::sssT;99sss:m88sss977s ss68b6ss s755sss 46c4sss533sss14] ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<tat\tZ t]t`t_   t`t]t\  t]t_t^  st^s B t^st]  st]s At]st\ t]ss>t\stZtZss=tZss9tZst[FtXtYtWtVtWtYtUtVtY~tTtUtY}tStTtY|tXtStY{tStXtRztRtXtQytWtQtXxtQtWtPwtPtWtVvtOtPtVutOtVtUttMtNtOstUtMtOrtMtUtLqtLtUtTptKtLtTotKtTtSntKtStJmtRtJtSltItJtRktHtItRjtQtHtRitHtQtGhtPtGtQgtGtPtFftPtOtFetFtOtNdtEtFtNctEtNtDbtDtNtMatLtDtM`tCtLtK_tLtCtD^tCtKtB]tAtBtK\tAtKtJ[t@tAtJZt@tJt?Yt?tJtIXt?tItHWt?tHt>ؿVtGt>tHUt>tGt=TtFt=tGStFtؾؿ@t1t2t?ةؿ?t>t1t?>t1t=t0ؽإ=t0t=t<ؾؼ<t;t0t<ػؽ;t;t/t0غؤؼ:t/t;t.ػعء9t-t.t;؞غظ8t-t;t:عط7t-t:t9ظض6t9sat-ص؝ط5sat9s`ضش4t8s`t9سص3s`t8s_شز2s^s_t8سر1s^t8t7زذ0t6s^t7در/t6s]s^خذ.t5s]t6جد-s\t5t4جث,t5s\s]حخ+s\t4s[حت*s[t4t3ثب)sZt2t1ائ(s[t3sZتا't2sZt3ةب&sZt1sYةإ%t0sYt1أئؾ$sXt0t/أػآ#t0sXsYؤإ"sXt/sWؤء!t.sWt/ؠآغ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<|ttt}ٳ{{tttـ|ٱzttt~yGytttxzxtttuyٜwt~sOstvvst~s?wրuttt~xtFtsOt~twuٛsotornrop6tiqsqtp6trٚpptttmqٗootoninottsmomtttnphlttp4gِkkp4othjljotoikitotjohhtttimggttthٕlfts9r`֨eertrdf=drp3t?cecotp3bdfbop4thacatp4tbِ``s9ttfaّ_ts5t^Z^s5rt֡]_]trs6^֢\\ts6t]ُ[[ttt\ٍYZtttQ_VYtttV[XXtttYيWWs4ttTXًVtttZYUUtttVTQTs4ttSUWSs2ts4RT֞Rtts2QSQtttURZPs%ttOLOts%s!PօNNs!ttهMOMtttINلLtttPJKtttDJJtttLIKItttMHJHtttCIقGtttzFBFt~tt@GuEt|ttDADtttEKCCtttDHBBtttGC~At}t|t=E@@tt~t}F?A?st}t~>@v>st}s=?ց=t|t}sA><WusW{׊אE;rWrbR:rWZWJ׷է9t{txty848t{twtx397tztyts66tttsty)755tytutt4*64tytxtu9353tutxtw4822tutwtv3/1totrtq%-!0tntqtv ./tvthtu.+2.thtvtq/0--trthtq,.1,trtgth&-+tituth*/*tutitt+(5)tjtstt'6((tjttti)*'tktstjݤ)&trtptg%$,%totptr&1$tgtptf&"#tdtetf""tdtftp#$!totqtm1  tmtqtn!0totmtp!%tltmtn` ttjtctkd'tgtfta$tjtatctjtita(tatith+tgtath,tbtatftbtfte#tbtet`t`tetd#t_t`td t[tctZctatZtct\tatbt`t\tb  ntQ. \9 g D ! 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r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<"uuu۞Iۡ!uuuۢۤs uuu۟۝ uuu۞۠ uuuۢ۟uuu۠qۛuuuۙۛuuu۝ۜۿuuuۗۙuuuۚۜruuuەۗuuuۘۚouuu۔ەuuuۖۘkuuuۖےuuuےېuuuۓ۔luuuېۏuuuۓۑuuuیۑiuuuۋۍ uuuێی uuuۍۏg uuuۊێe uuuۃۋۈ uuu4ۆduuuۊcۇuuuۈۆۃuuuۅۇۉuuu5NۆuuuۂۃuuuۇۄۊuuuۄOuuu~۲ۀsyuuJہ۵uuu~}۰~uuuHہ}uuu{G|uuu۪{z{uuu}|ۮzuuuy|Dyuuuzwۨxuuuuۥwwuuuxy@vuluutۣuuuluuvxAtujuulsvsuujutpۡrucuunۙqqucuur۝ppucuujqsou`uumۗnnu`uucormu]uu`kolu]uujےkkuu]umlەjuXuu]iliuuXujhۏhuYuuXgiguuYuhfیfuWuuYegeuuWufbۋduuuTۉcacuTuudۈbbuTuuWceauuTud`4`uNuuT_a_uuNu`\2^uMuuZ0]]uMuu^1\\uMuuN]_[uGuuY.ZZuGuuM[^YuEuuGW[ھXuCuuU-WWuCuuEXYڻVuBuuT*UUuBuuCVXڸTuuBuVR(SuAuuP%RRuAuuBSTڵQuuu?'PNPu?uuAQSڴOuu?uNMۂNuu?uQOۅMu@uu?OڱLu>syspJKKspsiu>ڰLJsyu>uLIۀIu=uu>HJگHuu=uIF~GuuAu9uluBu@@uu9u?Aw?uu:u9Cڧ@>umu9unB;=uuu8<9<u8uun=;;u8unu9<>ڦ:u7uu799u7uu8:=ڣ8uuu%727u%uu78:66u6u%u757ڢ5u(u%u6ڀ6܁ ntQ. \9 g D ! r O , } Z 7  e B  p M * {X5c@nK(yV3a>lI&wT1_<vuv vv v 2vvv   vv v  vuv  vvv   vvv  vvv Lvuv vvv vvvJvuvvvvvvvHvvuFuuvuvuuuuD~uuu}uuu|uuuB{uuu>zuuu;yuuu9xuuuwuuuvuuuuuuu@ttss%#Pssst|D=rsus quttKputt|Eosut|nutumsuulsuskussjuss istuhtutLguuuݙfuuu۸euuuۻduuuݔcuuubuuuauuuݒ`uuu_uuuݐ^uuu]uuuݎ\uuu[uuu݌ZuuuYuuuXuuu݊Wuuu݈VuuuUuuuۄ1Tuuu-bSuuu,ێRuuuۍQuuuaPuuuۑOuuu{NuuuMuuuۓLuuu۔KuuuJuuuIuuuۖHuuuGuuuۘFuuuۚEuuuDuuuCuuuۜBuuuAuuuۼ@uuu۽ۿ?uuuۛ >uuu۽ۺ=uuu۾ۼ<uuuۻ۽;uuu۹ۼ:uuu۷۾9uuuۻ۸۷8uuu۹7uuu۹ۺ6ssu8۵۳5syusۀ۶,4uuuB۳۲3suu۶۴F2uuu۱۴ہ1uuu۲۰A0uuuۮ۱/uuu۫>ۮ.uuuۯ۰{-uuu۪۬,uuuۭ۫+uuuۯ۬*uuuۭ|۩)uuu۪ۨ(uuuۦ۩y'uuuۥKۦ&uuuۨۧM%uuuۣۧx$uuuۡJۣ#uuuۤۥv ntQ. \9 g D ! 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-0.9993285536766052 vn 0.03576131165027618 -0.007973087951540947 -0.9993285536766052 vn -0.1251774877309799 0.9920569062232971 -0.01239463593810797 vn -0.1251774728298187 0.9920569062232971 -0.01239458750933409 vn -0.1138008832931519 0.70712810754776 0.6978676319122314 vn -0.113800898194313 0.70712810754776 0.6978676915168762 vn -0.1138008758425713 0.7071280479431152 0.6978675723075867 vn -0.1251774728298187 0.9920568466186523 -0.01239469554275274 # Mesh 'node_0_Class__23_ID_2' with 363 faces g node_0_Class__23_ID_2 usemtl mat_0 f 1/1/1 2/2/2 3/3/3 f 4/4/4 5/5/2 2/2/2 f 1/1/1 4/4/4 2/2/2 f 5/5/5 4/4/6 6/6/7 f 7/7/5 5/5/5 8/8/8 f 5/5/5 6/6/7 8/8/8 f 7/7/9 8/8/10 9/9/11 f 10/10/9 7/7/9 11/11/12 f 7/7/9 9/9/11 11/11/12 f 10/10/5 11/11/13 12/12/14 f 13/13/5 10/10/5 14/14/15 f 10/10/5 12/12/14 14/14/15 f 15/15/16 13/13/17 14/14/18 f 16/16/19 17/17/17 13/13/17 f 15/15/16 16/16/19 13/13/17 f 18/18/20 17/17/21 16/16/22 f 19/19/23 20/20/21 17/17/21 f 19/19/23 17/17/21 18/18/ 20 f 20/20/24 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0.06105115637183189 -0.7192537188529968 0.6920599937438965 vn 0.06105116382241249 -0.7192536592483521 0.6920599341392517 vn 0.06105115637183189 -0.7192536592483521 0.6920599341392517 vn 0.04010645672678947 0.02540944144129753 -0.9988722801208496 vn 0.04010646045207977 0.02540944330394268 -0.9988722801208496 vn -0.1177702397108078 0.6833192706108093 0.720558762550354 vn -0.1177702397108078 0.6833192110061646 0.7205587029457092 vn -0.1177702322602272 0.6833192706108093 0.720558762550354 # Mesh 'node_0_Class__23_ID_9' with 230 faces g node_0_Class__23_ID_9 usemtl mat_0 f 1/1/1 2/2/2 3/3/2 f 2/2/3 1/1/4 4/4/4 f 5/5/3 2/2/3 6/6/5 f 2/2/3 4/4/4 6/6/5 f 7/7/2 5/5/2 6/6/2 f 8/8/2 9/9/2 5/5/2 f 8/8/2 5/5/2 7/7/2 f 10/10/6 9/9/7 8/8/6 f 11/11/8 12/12/7 9/9/7 f 10/10/6 11/11/8 9/9/7 f 12/12/9 11/11/10 13/13/10 f 14/14/9 12/12/9 15/15/10 f 12/12/9 13/13/10 15/15/10 f 14/14/11 15/15/12 16/16/12 f 17/17/11 14/14/11 18/18/13 f 14/14/11 16/16/12 18/18/13 f 17/17/9 18/18/10 19/19/9 f 17/17/9 19/19/9 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0.0473661944270134 -0.6923602223396301 0.7199956774711609 vn 0.1244862228631973 -0.9920204877853394 0.01996518112719059 vn 0.1244862154126167 -0.9920204281806946 0.01996518112719059 vn 0.05750032886862755 -0.01287523098289967 -0.9982624650001526 vn -0.1244862228631973 0.9920203685760498 -0.01996518112719059 vn -0.1286839097738266 0.7105685472488403 0.6917606592178345 vn -0.1286839246749878 0.7105685472488403 0.6917606592178345 vn -0.1244862228631973 0.9920204877853394 -0.01996518112719059 # Mesh 'node_0_Class__23_ID_16' with 230 faces g node_0_Class__23_ID_16 usemtl mat_0 f 1/1/1 2/2/1 3/3/2 f 1/1/3 3/3/4 4/4/4 f 5/5/3 1/1/3 6/6/5 f 1/1/3 4/4/4 6/6/5 f 5/5/1 6/6/1 7/7/1 f 8/8/1 5/5/1 9/9/2 f 5/5/1 7/7/1 9/9/2 f 10/10/6 8/8/7 9/9/6 f 11/11/8 12/12/7 8/8/7 f 10/10/6 11/11/8 8/8/7 f 13/13/9 12/12/10 11/11/9 f 14/14/9 15/15/10 12/12/10 f 14/14/9 12/12/10 13/13/9 f 15/15/11 14/14/12 16/16/12 f 17/17/11 15/15/11 18/18/13 f 15/15/11 16/16/12 18/18/13 f 17/17/10 19/19/14 18/18/14 f 20/20/10 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0.1253339201211929 0.06632798910140991 # Mesh 'node_0_Class__23_ID_22' with 287 faces g node_0_Class__23_ID_22 usemtl mat_0 f 1/1/1 2/2/2 3/3/1 f 1/1/1 4/4/2 2/2/2 f 4/4/3 1/1/4 5/5/4 f 6/6/3 4/4/3 7/7/5 f 4/4/3 5/5/4 7/7/5 f 6/6/6 7/7/7 8/8/8 f 9/9/6 6/6/6 10/10/8 f 6/6/6 8/8/8 10/10/8 f 9/9/3 10/10/4 11/11/5 f 12/12/3 9/9/3 13/13/5 f 9/9/3 11/11/5 13/13/5 f 14/14/9 12/12/10 13/13/9 f 15/15/9 16/16/10 12/12/10 f 14/14/9 15/15/9 12/12/10 f 17/17/11 16/16/12 15/15/11 f 18/18/12 16/16/12 19/19/11 f 19/19/11 16/16/12 17/17/11 f 18/18/13 19/19/14 20/20/14 f 21/21/13 18/18/13 22/22/14 f 18/18/13 20/20/14 22/22/14 f 23/23/11 21/21/12 22/22/11 f 24/24/12 21/21/12 23/23/11 f 25/25/15 24/24/16 23/23/15 f 25/25/15 26/26/16 24/24/16 f 27/27/11 26/26/12 25/25/11 f 28/28/12 26/26/12 27/27/11 f 28/28/17 27/27/18 29/29/18 f 30/30/17 28/28/17 29/29/18 f 30/30/3 29/29/4 3/31/4 f 2/32/3 30/30/3 3/31/4 f 4/4/2 31/33/19 2/2/2 f 32/34/19 31/33/19 4/4/2 f 32/34/20 4/4/3 6/6/3 f 33/35/20 32/34/20 6/6/3 f 33/35/21 6/6/6 9/9/6 f 34/36/21 33/35/21 9/9/6 f 34/36/20 9/9/3 12/12/3 f 35/37/20 34/36/20 12/12/3 f 16/16/10 35/37/22 12/12/10 f 16/16/10 36/38/22 35/37/22 f 18/18/12 36/38/23 16/16/12 f 37/39/23 36/38/23 18/18/12 f 37/39/24 18/18/13 21/21/13 f 38/40/24 37/39/24 21/21/13 f 24/24/12 38/40/23 21/21/12 f 39/41/23 38/40/23 24/24/12 f 26/26/16 39/41/25 24/24/16 f 40/42/25 39/41/25 26/26/16 f 28/28/12 40/42/23 26/26/12 f 41/43/23 40/42/23 28/28/12 f 41/43/26 28/28/17 30/30/17 f 42/44/26 41/43/26 30/30/17 f 42/44/20 30/30/3 2/32/3 f 31/45/20 42/44/20 2/32/3 f 32/34/19 43/46/27 31/33/19 f 44/47/27 43/46/27 32/34/19 f 44/47/28 32/34/20 33/35/20 f 45/48/28 44/47/28 33/35/20 f 45/48/29 33/35/21 34/36/21 f 46/49/29 45/48/29 34/36/21 f 46/49/28 34/36/20 35/37/20 f 47/50/28 46/49/28 35/37/20 f 36/38/22 47/50/30 35/37/22 f 36/38/22 48/51/30 47/50/30 f 37/39/23 48/51/31 36/38/23 f 49/52/31 48/51/31 37/39/23 f 49/52/32 37/39/24 38/40/24 f 50/53/32 49/52/32 38/40/24 f 39/41/23 50/53/31 38/40/23 f 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0.7055966258049011 vn 0.03420468419790268 0.235958069562912 -0.9711610674858093 vn -0.0648033395409584 -0.008205000311136246 0.997864305973053 vn 0.09250440448522568 -0.2199149429798126 -0.971123218536377 vn 0.125611200928688 -0.9920795559883118 0 vn 0.04258301109075546 -0.7073605060577393 0.7055691480636597 vn 0.0653897225856781 0.008279256522655487 -0.9978254437446594 vn -0.125611200928688 0.9920795559883118 0 vn -0.1350580453872681 0.6956518888473511 0.7055691480636597 vn 0.03477533161640167 0.2360303401947021 -0.971123218536377 vn -0.0653897225856781 -0.008279256522655487 0.9978254437446594 vn 0.09281844645738602 -0.2198751717805862 -0.9711022973060608 vn 0.1256112903356552 -0.9920795559883118 0 vn 0.04235493019223213 -0.7073894143104553 0.7055538892745972 vn 0.06571237742900848 0.008320115506649017 -0.9978039264678955 vn -0.1256112903356552 0.9920795559883118 0 vn -0.1352862566709518 0.695622980594635 0.7055538892745972 vn 0.03508932888507843 0.2360700964927673 -0.9711022973060608 vn -0.06571237742900848 -0.008320115506649017 0.9978039264678955 vn -0.990216076374054 -0.1253746002912521 -0.06126433238387108 vn 0.9898949265480042 0.1253339499235153 0.06632798910140991 vn 0.125611275434494 -0.9920795559883118 0 vn 0.04235491529107094 -0.7073894143104553 0.7055538892745972 vn 0.04235491529107094 -0.7073894739151001 0.7055539488792419 vn 0.06571241468191147 0.008320119231939316 -0.9978039264678955 vn 0.06571241468191147 0.00832012016326189 -0.9978039860725403 vn -0.1256112903356552 0.9920796155929565 0 vn -0.135286271572113 0.6956229209899902 0.7055538892745972 vn -0.1352862864732742 0.695622980594635 0.7055538892745972 vn -0.125611275434494 0.9920795559883118 0 # Mesh 'node_0_Class__23_ID_23' with 287 faces g node_0_Class__23_ID_23 usemtl mat_0 f 1/1/1 2/2/2 3/3/1 f 1/1/1 4/4/2 2/2/2 f 5/5/3 4/4/4 1/1/3 f 6/6/3 7/7/4 4/4/4 f 6/6/3 4/4/4 5/5/3 f 7/7/5 6/6/6 8/8/7 f 9/9/5 7/7/5 10/10/8 f 7/7/5 8/8/7 10/10/8 f 11/11/9 9/9/4 10/10/3 f 12/12/9 13/13/4 9/9/4 f 12/12/9 9/9/4 11/11/9 f 14/14/10 13/13/11 12/12/12 f 15/15/10 16/16/11 13/13/11 f 14/14/10 15/15/10 13/13/11 f 17/17/13 16/16/14 15/15/15 f 18/18/15 19/19/14 16/16/14 f 18/18/15 16/16/14 17/17/13 f 19/19/16 18/18/17 20/20/18 f 21/21/16 19/19/16 22/22/18 f 19/19/16 20/20/18 22/22/18 f 23/23/15 21/21/14 22/22/15 f 24/24/14 21/21/14 23/23/15 f 25/25/19 24/24/20 23/23/19 f 25/25/19 26/26/20 24/24/20 f 27/27/15 26/26/14 25/25/15 f 28/28/14 26/26/14 27/27/15 f 28/28/21 27/27/22 29/29/22 f 30/30/21 28/28/21 29/29/22 f 3/31/3 30/30/4 29/29/3 f 2/32/4 30/30/4 3/31/3 f 4/4/2 31/33/23 2/2/2 f 32/34/23 31/33/23 4/4/2 f 4/4/4 7/7/4 32/34/24 f 33/35/24 32/34/24 7/7/4 f 33/35/25 7/7/5 9/9/5 f 34/36/25 33/35/25 9/9/5 f 9/9/4 13/13/4 34/36/24 f 35/37/24 34/36/24 13/13/4 f 16/16/11 35/37/26 13/13/11 f 16/16/11 36/38/26 35/37/26 f 16/16/14 19/19/14 36/38/27 f 37/39/27 36/38/27 19/19/14 f 37/39/28 19/19/16 21/21/16 f 38/40/28 37/39/28 21/21/16 f 21/21/14 24/24/14 38/40/27 f 39/41/27 38/40/27 24/24/14 f 26/26/20 39/41/29 24/24/20 f 40/42/29 39/41/29 26/26/20 f 26/26/14 28/28/14 40/42/27 f 41/43/27 40/42/27 28/28/14 f 41/43/30 28/28/21 30/30/21 f 42/44/30 41/43/30 30/30/21 f 30/30/4 2/32/4 42/44/24 f 31/45/24 42/44/24 2/32/4 f 32/34/23 43/46/31 31/33/23 f 44/47/31 43/46/31 32/34/23 f 32/34/24 33/35/24 44/47/32 f 45/48/32 44/47/32 33/35/24 f 45/48/33 33/35/25 34/36/25 f 46/49/33 45/48/33 34/36/25 f 34/36/24 35/37/24 46/49/32 f 47/50/32 46/49/32 35/37/24 f 36/38/26 47/50/34 35/37/26 f 36/38/26 48/51/34 47/50/34 f 36/38/27 37/39/27 48/51/35 f 49/52/35 48/51/35 37/39/27 f 49/52/36 37/39/28 38/40/28 f 50/53/36 49/52/36 38/40/28 f 38/40/27 39/41/27 50/53/35 f 51/54/35 50/53/35 39/41/27 f 40/42/29 51/54/37 39/41/29 f 52/55/37 51/54/37 40/42/29 f 40/42/27 41/43/27 52/55/35 f 53/56/35 52/55/35 41/43/27 f 53/56/38 41/43/30 42/44/30 f 54/57/38 53/56/38 42/44/30 f 42/44/24 31/45/24 54/57/32 f 43/58/32 54/57/32 31/45/24 f 44/47/31 55/59/39 43/46/31 f 56/60/39 55/59/39 44/47/31 f 44/47/32 45/48/32 56/60/40 f 57/61/40 56/60/40 45/48/32 f 57/61/41 45/48/33 46/49/33 f 58/62/41 57/61/41 46/49/33 f 46/49/32 47/50/32 58/62/40 f 59/63/40 58/62/40 47/50/32 f 48/51/34 59/63/42 47/50/34 f 48/51/34 60/64/42 59/63/42 f 48/51/35 49/52/35 60/64/43 f 61/65/43 60/64/43 49/52/35 f 61/65/44 49/52/36 50/53/36 f 62/66/44 61/65/44 50/53/36 f 50/53/35 51/54/35 62/66/43 f 63/67/43 62/66/43 51/54/35 f 52/55/37 63/67/45 51/54/37 f 64/68/45 63/67/45 52/55/37 f 52/55/35 53/56/35 64/68/43 f 65/69/43 64/68/43 53/56/35 f 65/69/46 53/56/38 54/57/38 f 66/70/46 65/69/46 54/57/38 f 54/57/32 43/58/32 66/70/40 f 55/71/40 66/70/40 43/58/32 f 56/60/39 67/72/47 55/59/39 f 68/73/47 67/72/47 56/60/39 f 56/60/40 57/61/40 68/73/48 f 69/74/48 68/73/48 57/61/40 f 69/74/49 57/61/41 58/62/41 f 70/75/49 69/74/49 58/62/41 f 58/62/40 59/63/40 70/75/48 f 71/76/48 70/75/48 59/63/40 f 60/64/42 71/76/50 59/63/42 f 60/64/42 72/77/50 71/76/50 f 60/64/43 61/65/43 72/77/51 f 73/78/51 72/77/51 61/65/43 f 73/78/52 61/65/44 62/66/44 f 74/79/52 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"Label": "Desfase lateral: final", "CategoryName": "Attributes", "CategoryLabel": "Atributos", "Tooltip": "La distancia al final de una jácena entre el eje del puente y el eje de la jácena", "Priority": 14 }, { "Name": "Strength", "Value": 55, "Type": 80, "Label": "Resistencia (final)", "' UL!UU9wU344df31e66-13da-4fc4-ae38-732e76a6f82e1AUM+`Ag=mAN+`AuTmAi,`A:A,`AAUM+`A{ "Key": "0", "Guid": "4df31e66-13da-4fc4-ae38-732e76a6f82e", "Fid": 34, "Cid": 23, "DataIdentityParameters": [ { "Name": "Name", "Value": "Izquierda exterior", "Type": 83, "Label": "Nombre", "CategoryName": "Attributes", "CategoryLabel": "Atributos", "Priority": 1 } ], "StaticParameters": [ { "Name": "PartType", "Value": "AASHTO Type VI", "Type": 83, "Label": "Tipo de pieza", "CategoryName": "Type", "CategoryLabel": "Tipo", "Priority": 0 }, { "Name": "Length", "Value": 23.490779970182771, "Label": "Longitud", "CategoryName": "Geometry", "CategoryLabel": "Geometría", "ReadOnly": true, "Priority": 10 }, { "Name": "StartStation", "Value": 2821.0581874188492, "IsStation": true, "Label": "P.K. inicial", "CategoryName": "Attributes", "CategoryLabel": "Atributos", "Tooltip": "Número de P.K. en el que se iniciará la jácena", "ReadOnly": true, w!' 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0.768642246723175 v 17.38810157775879 2.352055311203003 0.7687292695045471 v 17.31241226196289 2.319172620773315 1.908656597137451 v 17.25042343139648 2.744434118270874 2.019081592559814 v 17.24199295043945 2.740777254104614 2.145748376846313 v 17.37837791442871 1.683168649673462 2.124278783798218 # 93 UV coordinates vt -0.9996095299720764 1.586878180503845 0 vt -1 1.586878180503845 0 vt -1 0.4438783228397369 0 vt -0.9996095299720764 1.587018370628357 0 vt -1 1.946088433265686 0 vt -0.9995359182357788 1.946088433265686 0 vt -0.9995359182357788 1.946182608604431 0 vt -0.9994782209396362 2.149088382720947 0 vt -1 2.149088382720947 0 vt -0.9994782209396362 2.149459362030029 0 vt -0.9994823336601257 2.860088348388672 0 vt -1 2.860088348388672 0 vt -0.9994823336601257 2.860193490982056 0 vt -1 3.063088417053223 0 vt -0.9995400309562683 3.063088417053223 0 vt -0.9995400309562683 3.06325364112854 0 vt -1 3.422298669815063 0 vt -0.9996105432510376 3.422298669815063 0 vt -0.9996105432510376 3.422743797302246 0 vt -1 4.565298557281494 0 vt 2431.727294921875 2248.668212890625 0 vt 2432.25634765625 2249.680908203125 0 vt 2432.436279296875 2249.58740234375 0 vt 2432.256591796875 2249.681640625 0 vt 2432.2431640625 2250.2041015625 0 vt 2432.149169921875 2250.02392578125 0 vt 2432.149169921875 2250.024169921875 0 vt 2432.436767578125 2249.587646484375 0 vt 2432.873046875 2249.875 0 vt 2432.873291015625 2249.874755859375 0 vt 2432.779296875 2249.69482421875 0 vt 2431.9072265625 2248.574462890625 0 vt -1.266329169273376 0.4438783228397369 0 vt -33.6712532043457 -0 0 vt -1.266329169273376 -0 0 vt -33.6712532043457 0.4438783228397369 0 vt -1.266329169273376 1.586878180503845 0 vt -33.6712532043457 1.586878180503845 0 vt -1.266329169273376 1.946088433265686 0 vt -33.6712532043457 1.946088433265686 0 vt -1.266329169273376 2.149088382720947 0 vt -33.6712532043457 2.149088382720947 0 vt -1.266329169273376 2.860088348388672 0 vt -33.6712532043457 2.860088348388672 0 vt 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-35.99979400634766 3.063120603561401 0 vt -35.99982070922852 3.422298669815063 0 vt -35.99982070922852 3.422385931015015 0 vt -36 4.565298557281494 0 vt -36 5.009176731109619 0 vt -36 5.136177062988281 0 vt -36 6.203176975250244 0 vt -36 6.330176830291748 0 vt 2431.23828125 2248.66552734375 0 vt 2432.242919921875 2248.28369140625 0 vt 2432.18408203125 2248.17138671875 0 vt 2431.296875 2248.778076171875 0 vt 2431.713623046875 -2248.935302734375 0 vt 2430.708984375 -2249.316650390625 0 vt 2431.65478515625 -2248.82275390625 0 vt 2431.3779296875 -2249.2255859375 0 vt 2431.197998046875 -2249.31982421875 0 vt 2430.767822265625 -2249.42919921875 0 vt 2432.343505859375 -2250.526611328125 0 vt 2431.906982421875 -2250.23876953125 0 vt 2432.24951171875 -2250.346435546875 0 vt 2431.71337890625 -2250.85546875 0 vt 2431.72705078125 -2250.3330078125 0 vt 2431.619384765625 -2250.675537109375 0 # 35 vertex normals vn 0.1269818246364594 -0.9917009472846985 -0.02012120932340622 vn 0.04262476786971092 -0.7215867042541504 0.6910107135772705 vn 0.04262486472725868 -0.7215867042541504 0.6910107135772705 vn 0.04262488335371017 -0.7215867042541504 0.6910107135772705 vn 0.1269818097352982 -0.9917009472846985 -0.02012120932340622 vn 0.06670112162828445 0.02877669595181942 -0.9973579049110413 vn 0.06670130789279938 0.02877672016620636 -0.9973579049110413 vn -0.1269818246364594 0.9917009472846985 0.02012120932340622 vn -0.1269818097352982 0.9917009472846985 0.02012120932340622 vn -0.136954665184021 0.6808902621269226 0.7194663882255554 vn -0.1369545310735703 0.6808903217315674 0.7194663882255554 vn -0.1369545757770538 0.6808902621269226 0.7194663882255554 vn -0.9896849393844604 -0.1253073960542679 -0.06943883001804352 vn 0.09409584850072861 -0.199878990650177 -0.975291907787323 vn 0.09396401792764664 -0.1998956799507141 -0.975301206111908 vn 0.1269790679216385 -0.9917013049125671 -0.02012140117585659 vn 0.04271813854575157 -0.7215748429298401 0.6910172700881958 vn 0.06656649708747864 0.02875964902341366 -0.9973674416542053 vn -0.1269790679216385 0.9917013049125671 0.02012140117585659 vn -0.1368573755025864 0.6809026002883911 0.7194732427597046 vn 0.03573685884475708 0.255892276763916 -0.966044545173645 vn 0.03560629114508629 0.2558757364749908 -0.9660537242889404 vn -0.06656649708747864 -0.02875964902341366 0.9973674416542053 vn -0.06670130789279938 -0.02877672016620636 0.9973579049110413 vn 0.09383101761341095 -0.1999125331640244 -0.9753105640411377 vn 0.1269762814044952 -0.9917016625404358 -0.02012159489095211 vn 0.04281232133507729 -0.721562922000885 0.6910238862037659 vn 0.06643052399158478 0.02874243073165417 -0.9973769187927246 vn 0.06643052399158478 0.02874243073165417 -0.9973769783973694 vn -0.1269762814044952 0.9917016625404358 0.02012159489095211 vn -0.1367592662572861 0.6809149980545044 0.7194800972938538 vn -0.1367592662572861 0.6809149980545044 0.7194801568984985 vn 0.03547457605600357 0.2558590769767761 -0.9660629630088806 vn -0.06643050909042358 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vn -0.13582643866539 0.6955546140670776 0.7055175304412842 vn 0.03582943230867386 0.2361637204885483 -0.9710524678230286 vn 0.03582943230867386 0.2361637353897095 -0.9710524678230286 vn 0.03582901507616043 0.2361636757850647 -0.9710525274276733 vn -0.06647162139415741 -0.008416173979640007 0.997752845287323 vn 0.9920822381973267 0.125590443611145 0.000291947100777179 vn 0.9920821189880371 0.1255904287099838 0.0002919470716733485 # Mesh 'node_0_Class__23_ID_35' with 180 faces g node_0_Class__23_ID_35 usemtl mat_0 f 1/1/1 2/2/1 3/3/1 f 2/2/2 1/1/3 4/4/3 f 5/5/2 2/2/2 6/6/4 f 2/2/2 4/4/3 6/6/4 f 7/7/1 5/5/1 6/6/1 f 8/8/1 9/9/1 5/5/1 f 8/8/1 5/5/1 7/7/1 f 10/10/5 9/9/6 8/8/5 f 11/11/5 12/12/6 9/9/6 f 10/10/5 11/11/5 9/9/6 f 11/11/7 12/12/7 13/13/7 f 14/14/7 15/15/7 12/12/7 f 14/14/7 12/12/7 13/13/7 f 14/14/8 15/15/9 16/16/8 f 17/17/9 15/15/9 18/18/9 f 15/15/9 16/16/8 18/18/9 f 19/19/7 17/17/7 18/18/7 f 20/20/7 17/17/7 19/19/7 f 20/21/10 19/22/10 1/23/10 f 19/22/10 18/24/10 1/23/10 f 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84/183/29 86/165/29 f 86/165/29 84/183/29 85/184/29 # File produced by Open Asset Import Library (http://www.assimp.sf.net) # (assimp v4.0.160045942) newmtl mat_0 Kd 0.4980392456054688 0.4980392456054688 0.4980392456054688 Ka 0.2470588386058807 0.2470588386058807 0.2470588386058807 Ks 0.2470588386058807 0.2470588386058807 0.2470588386058807 Ke 0 0 0 d 1 Ns 500 illum 2 0.12645246000575824,-0.99197263334610186,0,0,0.99197263989854023,0.12645251215503159,0,0,0,0,1,0,474002.11907282227,8667465.7870398164,3210.802001953125,1 oryLabel": "Atributos", "Priority": 15 }, { "Name": "PierHeight", "Value": 7.1980000000000004, "Label": "Altura del pilar", "CategoryName": "Attributes", "CategoryLabel": "Atributos", "ReadOnly": true, "Priority": 14 }, { "Name": "DeckContinuity", "Value": "Completamente continua", "Type": 83, "Label": "Continuidad de tablero", "CategoryName": "Attributes", "CategoryLabel": "Atributos", "Priority": 15 }, { "Name": "VolumeCIP", "Value": 56.023751686425847, "Type": 86, "Label": "Volumen de hormigón de CIP", "CategoryName": "Quantities", "CategoryLabel": "Cantidades", "ReadOnly": true, "Priority": 102 } ], "PartFamilies": [ { "PartFamilyGUID": "fe415a9b-3c1e-414f-8973-443091e0276c", "PartSizeGUID": "bb9b3fcf-6982-0c59-89fc-f4232824ffa9", "PartSizeName": "Enhanced Standard Pier", "CacheName": "779FE6E3FB0B360CC1260BF61A981FA3", "Parameters": [ { "Name": "DesiredNumberOfPierColumns", "Value": 2, "Label": "Número de columnas", "CategoryName": "Columns", "CategoryLabel": "Columnas", "Priority": 15, "Type": 73 }, { "Name": "HasRoundColumns", "Value": 0, "Label": "Las columnas son redondas", "CategoryName": "Columns", "CategoryLabel": "Columnas", "Priority": 17, "Type": 66 }, { "Name": "HasRoundedPiercapEnds", "Value": 1, "Label": "Tiene extremos redondeados", "CategoryName": "Cap", "CategoryLabel": "Remate", "Priority": 8, "Type": 66 }, { "Name": "HasRoundedRectangularColumns", "Value": 1, "Label": "Las esquinas son redondas.", "CategoryName": "Columns", 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1.836970146528854e-16 -1 0 vn -8.359326466549817e-17 1 0 vn -3.82856880455694e-16 -1 -0 vn 6.123234262925839e-17 -1 0 vn -0.2817325592041016 -0.9594929814338684 -0 vn -0.5406408309936523 -0.8412535190582275 -0 vn -0.7557495832443237 -0.6548607349395752 -0 vn -0.9096319675445557 -0.4154150187969208 -0 vn -0.9898214340209961 -0.1423148363828659 -0 vn -0.9898214340209961 0.1423148363828659 0 vn -0.9096319675445557 0.4154150187969208 0 vn -0.7557495832443237 0.6548607349395752 0 vn -0.5406408309936523 0.8412535190582275 0 vn -0.2817325592041016 0.9594929814338684 0 vn -1.836970146528854e-16 1 0 vn -1.67186519404829e-17 -1 -0 vn 0 0 1 # Mesh 'node_0_Class__37_ID_10' with 1460 faces g node_0_Class__37_ID_10 usemtl mat_0 f 1/1/1 2/2/1 3/3/2 f 3/3/2 2/2/1 4/4/3 f 3/3/2 4/4/3 5/5/4 f 5/5/4 4/4/3 6/6/4 f 5/5/4 6/6/4 7/7/5 f 7/7/5 6/6/4 8/8/5 f 7/7/5 8/8/5 9/9/6 f 9/9/6 8/8/5 10/10/6 f 9/9/6 10/10/6 11/11/7 f 11/11/7 10/10/6 12/12/7 f 11/11/7 12/12/7 13/13/8 f 13/13/8 12/12/7 14/14/8 f 13/13/8 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"CategoryLabel": "Tipo", "Priority": 0 }, { "Name": "Station", "Value": 2541.0581874188492, "IsStation": true, "Label": "P.K.", "CategoryName": "Attributes", "Category P133490562439 0 vt 23.33573341369629 2.00133490562439 0 vt 0 2.999384641647339 0 vt 32.67002487182617 2.999384641647339 0 vt 16.33501243591309 10.67853260040283 0 vt -16.33501243591309 10.67853260040283 0 vt 16.33501243591309 -12.67853260040283 0 vt -16.33501243591309 -12.67853260040283 0 vt -16.33501243591309 10.66786575317383 0 vt 16.33501243591309 10.66786575317383 0 vt -16.33501243591309 -12.66786670684814 0 vt 16.33501243591309 -12.66786670684814 0 vt -15.16822624206543 9.501079559326172 0 vt 15.16822624206543 9.501079559326172 0 vt 15.16822624206543 -11.50107955932617 0 vt -15.16822624206543 -11.50107955932617 0 vt 0 -0.06657072901725769 0 vt 23.33573341369629 -0.06657072901725769 0 vt 32.67002487182617 -0.06657072901725769 0 vt 17.50179862976074 -13.8346529006958 0 vt 17.50179862976074 11.8346529006958 0 vt -17.50179862976074 11.8346529006958 0 vt -17.50179862976074 -13.8346529006958 0 vt 25.6693058013916 -1 0 vt -2.479012012481689 3.958024024963379 0 vt 28.14831733703613 3.958024024963379 0 vt 35.00359725952148 -1 0 vt 37.48261260986328 3.958024024963379 0 vt 19.98081207275391 14.31366443634033 0 vt -19.98081207275391 14.31366443634033 0 vt 19.98081207275391 -16.31366539001465 0 vt -19.98081207275391 -16.31366539001465 0 vt 5.039380073547363 -1 0 vt 0 0.6797932982444763 0 vt 5.039380073547363 0.6797932982444763 0 vt 7.957099504307414e-16 -1 0 vt 7.279104232788086 -1 0 vt 7.957099504307414e-16 0.6797932982444763 0 vt 7.279104232788086 0.6797932982444763 0 # 13 vertex normals vn 1 0 0 vn 0 -1 0 vn -1 0 0 vn 0 1 0 vn 0 -0.04273010045289993 0.9990866780281067 vn -0 -0 -1 vn 0 0 1 vn -0.8660253882408142 0 0.5 vn 0 -0.8660253882408142 0.5 vn 0.8660253882408142 0 0.5 vn 0 0.8660253882408142 0.5 vn 1.093142671418223e-16 -1 0 vn -1 -1.578983895478793e-16 0 # Mesh 'node_0_Class__21_ID_14_0' with 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19/33/1 13/36/1 f 13/36/1 19/33/1 17/35/1 # Mesh 'node_0_Class__21_ID_18_1' with 8 faces g node_0_Class__21_ID_18_1 usemtl mat_1 f 8/9/7 3/40/7 27/41/7 f 27/41/7 3/40/7 25/42/7 f 7/43/12 8/44/12 28/45/12 f 28/45/12 8/44/12 27/46/12 f 5/9/13 7/40/13 23/41/13 f 23/41/13 7/40/13 28/42/13 f 3/9/10 5/44/10 25/41/10 f 25/41/10 5/44/10 23/46/10 # File produced by Open Asset Import Library (http://www.assimp.sf.net) # (assimp v4.0.160045942) newmtl mat_0 Kd 0.4980392456054688 0.4980392456054688 0.4980392456054688 Ka 0.2470588386058807 0.2470588386058807 0.2470588386058807 Ks 0.2470588386058807 0.2470588386058807 0.2470588386058807 Ke 0 0 0 d 1 Ns 500 illum 2 newmtl mat_1 Kd 0.4980392456054688 0.4980392456054688 0.4980392456054688 Ka 0.2470588386058807 0.2470588386058807 0.2470588386058807 Ks 0.2470588386058807 0.2470588386058807 0.2470588386058807 Ke 0 0 0 d 1 Ns 500 illum 2 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"Label": "Alzado superior", "CategoryName": "Attributes", "CategoryLabel": "Atributos", "Tooltip": "Elevación de la parte superior del ensamblaje de rodamiento en el eje", "ReadOnly": true, "Priority": 11 }, { "Name": "StationOffset", "Value": 0, "Label": "Desfase: P.K.", "CategoryName": "Attributes", "CategoryLabel": "Atributos", "Priority": 12 }, { "Name": "LateralOffset", "Value": 0, "Label": "Desfase: lateral", "CategoryName": "Attributes", "CategoryLabel": "Atributos", "Priority": 13 }, { "Name": "SkewZ", "Value": 0, "Type": 65, "Label": "Rotación: Z", "CategoryName": "Attributes", "CategoryLabel": "Atributos", "Priority": 14 } ], "PartFamilies": [ { "PartFamilyGUID": "803203cf-643f-449a-8a6f-5e470156bea7", "PartSizeGUID": "755c6289-f828-4b94-9c05-c2315aee96b3", "PartSizeName": "Elastomeric Bearing", "CacheName": "2868F689594AF39806A545CC9CDBCB38", "Parameters": [ { "Name": "AttachmentPlateOverhang", "Value": 0.025000000000000001, "Label": "Placa de alero", "CategoryName": 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16.33501243591309 -12.66786670684814 0 vt 15.16822624206543 -11.50107955932617 0 vt -15.16822624206543 -11.50107955932617 0 vt 0 -1 0 vt 23.33573341369629 -1 0 vt 0 -0.06657072901725769 0 vt 23.33573341369629 -0.06657072901725769 0 vt 32.67002487182617 -1 0 vt 32.67002487182617 -0.06657072901725769 0 vt 17.50179862976074 -13.8346529006958 0 vt 17.50179862976074 11.8346529006958 0 vt -17.50179862976074 11.8346529006958 0 vt -17.50179862976074 -13.8346529006958 0 vt 25.6693058013916 -1 0 vt -1.347289204597473 1.694578289985657 0 vt 27.0165958404541 1.694578289985657 0 vt 35.00359725952148 -1 0 vt 36.35088729858398 1.694578289985657 0 vt 18.84908866882324 13.18194198608398 0 vt -18.84908866882324 13.18194198608398 0 vt 18.84908866882324 -15.18194198608398 0 vt -18.84908866882324 -15.18194198608398 0 vt 0 2.116370916366577 0 vt 23.33573341369629 3.53902530670166 0 vt 0 1.461694240570068 0 vt 32.67002487182617 2.116370916366577 0 vt 23.33573341369629 1.461694240570068 0 vt 0 2.884348630905151 0 vt 32.67002487182617 2.884348630905151 0 vt 0 3.53902530670166 0 vt 16.35254287719727 10.68951988220215 0 vt -16.32404136657715 10.68951988220215 0 vt 16.32404136657715 -12.68952083587646 0 vt -16.35254287719727 -12.68952083587646 0 vt 5.039380073547363 -1 0 vt 0 0.6797932982444763 0 vt 5.039380073547363 0.6797932982444763 0 vt 7.957099504307414e-16 -1 0 vt 7.279104232788086 -1 0 vt 7.957099504307414e-16 0.6797932982444763 0 vt 7.279104232788086 0.6797932982444763 0 # 13 vertex normals vn -0 -0 -1 vn 1 0 0 vn 0 -1 0 vn -1 0 0 vn 0 1 0 vn 0 0 1 vn -0.8660253882408142 0 0.5 vn 0 -0.8660253882408142 0.5 vn 0.8660253882408142 0 0.5 vn 0 0.8660253882408142 0.5 vn -0.01999792642891407 -0.06083948910236359 0.9979472160339355 vn 1.093142671418223e-16 -1 0 vn -1 -1.578983895478793e-16 0 # Mesh 'node_0_Class__21_ID_25_0' with 48 faces g node_0_Class__21_ID_25_0 usemtl mat_0 f 1/1/1 2/2/1 3/3/1 f 3/3/1 2/2/1 4/4/1 f 3/3/1 4/4/1 5/5/1 f 5/5/1 4/4/1 6/6/1 f 5/5/1 6/6/1 7/7/1 f 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23/19/6 f 23/19/6 22/21/6 21/22/6 # Mesh 'node_0_Class__21_ID_44_1' with 8 faces g node_0_Class__21_ID_44_1 usemtl mat_1 f 8/9/7 3/38/7 19/39/7 f 19/39/7 3/38/7 17/40/7 f 7/41/12 8/42/12 20/43/12 f 20/43/12 8/42/12 19/44/12 f 5/9/13 7/38/13 15/39/13 f 15/39/13 7/38/13 20/40/13 f 3/9/10 5/42/10 17/39/10 f 17/39/10 5/42/10 15/44/10 # File produced by Open Asset Import Library (http://www.assimp.sf.net) # (assimp v4.0.160045942) newmtl mat_0 Kd 0.4980392456054688 0.4980392456054688 0.4980392456054688 Ka 0.2470588386058807 0.2470588386058807 0.2470588386058807 Ks 0.2470588386058807 0.2470588386058807 0.2470588386058807 Ke 0 0 0 d 1 Ns 500 illum 2 newmtl mat_1 Kd 0.4980392456054688 0.4980392456054688 0.4980392456054688 Ka 0.2470588386058807 0.2470588386058807 0.2470588386058807 Ks 0.2470588386058807 0.2470588386058807 0.2470588386058807 Ke 0 0 0 d 1 Ns 500 illum 2 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7/7/1 6/6/1 1/1/1 f 7/7/1 1/1/1 8/8/1 f 8/8/1 1/1/1 3/3/1 f 6/9/2 4/10/2 9/11/2 f 9/11/2 4/10/2 10/12/2 f 1/9/3 6/13/3 11/11/3 f 11/11/3 6/13/3 9/14/3 f 2/9/4 1/10/4 12/11/4 f 12/11/4 1/10/4 11/12/4 f 4/9/5 2/13/5 10/11/5 f 10/11/5 2/13/5 12/14/5 f 10/4/6 12/2/6 9/6/6 f 9/6/6 12/2/6 11/1/6 f 13/15/6 14/16/6 15/5/6 f 15/5/6 14/16/6 16/17/6 f 15/5/6 16/17/6 17/3/6 f 17/3/6 16/17/6 18/18/6 f 17/3/6 18/18/6 19/8/6 f 19/8/6 18/18/6 13/15/6 f 19/8/6 13/15/6 20/7/6 f 20/7/6 13/15/6 15/5/6 f 18/9/7 16/19/7 21/20/7 f 21/20/7 16/19/7 22/21/7 f 13/9/8 18/22/8 23/20/8 f 23/20/8 18/22/8 21/23/8 f 14/9/9 13/19/9 24/20/9 f 24/20/9 13/19/9 23/21/9 f 16/9/10 14/22/10 22/20/10 f 22/20/10 14/22/10 24/23/10 f 22/24/1 24/25/1 21/26/1 f 21/26/1 24/25/1 23/27/1 f 9/9/2 10/10/2 25/28/2 f 25/28/2 10/10/2 26/29/2 f 9/13/3 25/30/3 11/9/3 f 11/9/3 25/30/3 27/31/3 f 11/10/4 27/32/4 12/9/4 f 12/9/4 27/32/4 28/33/4 f 10/9/5 12/13/5 26/34/5 f 26/34/5 12/13/5 28/35/5 f 28/36/11 27/37/11 26/38/11 f 26/38/11 27/37/11 25/39/11 f 12/2/1 10/4/1 11/1/1 f 11/1/1 10/4/1 9/6/1 # Mesh 'node_0_Class__21_ID_45_1' with 8 faces g node_0_Class__21_ID_45_1 usemtl mat_1 f 20/9/2 15/40/2 7/41/2 f 7/41/2 15/40/2 5/42/2 f 19/43/12 20/44/12 8/45/12 f 8/45/12 20/44/12 7/46/12 f 17/9/13 19/40/13 3/41/13 f 3/41/13 19/40/13 8/42/13 f 15/9/5 17/44/5 5/41/5 f 5/41/5 17/44/5 3/46/5 # File produced by Open Asset Import Library (http://www.assimp.sf.net) # (assimp v4.0.160045942) newmtl mat_0 Kd 0.4980392456054688 0.4980392456054688 0.4980392456054688 Ka 0.2470588386058807 0.2470588386058807 0.2470588386058807 Ks 0.2470588386058807 0.2470588386058807 0.2470588386058807 Ke 0 0 0 d 1 Ns 500 illum 2 newmtl mat_1 Kd 0.4980392456054688 0.4980392456054688 0.4980392456054688 Ka 0.2470588386058807 0.2470588386058807 0.2470588386058807 Ks 0.2470588386058807 0.2470588386058807 0.2470588386058807 Ke 0 0 0 d 1 Ns 500 illum 2 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