Why Gemfury?
Push, build, and install
RubyGems
npm packages
Python packages
Maven artifacts
PHP packages
Go Modules
Debian packages
RPM packages
NuGet packages
Repository URL to install this package:
|
Version:
7.26.0-0.2 ▾
|
ELF > ` @ @ @ 8 @ ! !
¨ ¨! ¨! È È È $ $ Påtd (W (W (W Ì Ì Qåtd Råtd ! ! x x GNU ³XnÉV|¢¡½eL°ªOû " EQ PE Ù@
A ` QÊ.Xè"$Â L µA"FP@B H CN !,@ Di@ DÌDTRp`
£-2PG
À,D A 3À I )
4BØð # ` h `PP¡)À P$´`#E *Â` U P@$S%MB $Pª L@0
" # $ & ' ( * + - . 1 4 7 8 9 : = > ? A B D E F H L M P Q R S T U W X Z [ \ ] _ ` b d e f i k l m q r t u v w x z { ¡ ¢ £ ¤ ¦ § ¨ © ª ¯ ± ³ ´ µ ¶ ¸ º ¼ ½ À Á Â Ã Ä Æ Ç È Ê Ì Í Î Ï Ñ Ó Ô Ö × Ù Ú Û Ü ß à á â ä æ è ë í î ï ñ ò ó ô ö ÷ ø ù ú û ý ÿ
! " # % & ' ) =ãS:Òa}#1h8ÕpQvBЌ×"s¬ºnx`µéåôw!ý<fnÕú6Ôù 04îþÜøXûE( Úí×컪シG÷§N
yùuÅ <$ÅT©V ZØ 㩶£
El Q?<NÓ6ٷ*U ¨?q¨§«ö*&#;Et oåVà&
ॻã|µò$¾rh8®vß1ëqßûø` u¸©ÿ®)¼s~Sû¤Eñ}=ϓµîÂQ%ý<=6Ôaï"Lõ0îü&ÍóÇ}ùußý1ðv /buÛ䗭V Iî.÷h)T\jZ²ü@hX'ÝØ!<×6$r [ۀYJ+ªÎDªtÅûÙNd'¾áÁ6pUËCEÕ쳾?!ñóYسSûÁäP¯LK%ڟ´h~²tðÔÁp¼êo²?DÞáq"k9¬TóÉ@¨\n±?&®ßYù#õ¨SےÛä@ÕÄü
Ձ@ WC»s"ei>Í3, õÀ-s³újéhK>õö5Ԍ/ª`ÚÓá ýZªliH¦V~=%rÊMæ#ÀÌ%íøuùLþ§xAHÇQݬ¹
áÙâisþô V 3øYØ{. ³÷:°ÁoöÔE¾ NÇ+WcކGTA+tf } })%{£áñ_W 1 $nòcO<±eåҋ: y³ñï<êÓï!WFòRûÔì̊ò눓 jŽÄ3á¹ó4ÍÛú5ÔÓ?ç^;ìU îcÞû/ڰdñøußʦK*aKϹñ· ÏÖ5!V öJN¤ ]Ö_æà£m©¾O²^ÒÚ{ɚӧ*ɑÕ#crÍY ¹M ç;Õ`h8;%JäÛ̿Ú 5T¦Ç/ÐÚÏRöRûÙqX P\#[;7x~ë¬ÈÕ|;E½pý<wôÇ#7©|ºC¨x{ÒØ××Òs®{^/E"OB¢'6qF3ï¦~ç*÷µ8*Ñ.8ôۉÂkFÁãQ=1$XéÈéѥÐG¶¯ӣh8tR;îOãTX$£V.«Ê)ۖá q±±ý<ûµè|᭦ÃéÀ"±[Ú\'èBà�Gۤ¿<¾Yl p»}¯±¨ %,kPK¹£uL^ûÎò_5¹þým·ª¸͞)ß5 <¯yùî>JEíô³bõ=§WAa:nËӶSZØA|duE *076é6¹ `s o ß æ D a Î F h I/ Ä y/ a/ Þ 8 R " °. x ) $ g æ × G " ú > " û " 0 w !
à u- " 6B
Î " ã u e Ò "
æ " )8 2 ù " `ç m ¶ " $ï " ú% d « " Ôø x " ´ l " öù ¬ Õ - " ùD x è xµ ó â " Ð F " :2 q " Vå j Í " ^& . z& " \8 d " ® ¢ é " °% ³ " Â ¢
" Þ = ¤ " d' 9 Ë " $ü B ë. " ZG e E " ¢ù S . " ´F , " + ´
*¦ ] + " ö " .
ã " ^ù I " (* z ñ " Zò Â " òé È " Â% 7 Ê/ ! «( " #A Û* " 6B
À Ø V ý " . ä, " ³D F F " 6 x | " P ä z " ü " 2 " pù 8& " ã> + à " ¾ä a þ
" â m " ú% d c " ´ ë " êú ÿ) " ÝA " T l " \8 R " ; " 8è Q V " ã+ é Ì " ä . " Â
" ' 2 h, " D Ð " Þ W l " N7 D " º- " ~% " c> ¯ " M P Ô
" j Ì " Ì, î ! " ¬2 í " p D " "+ % & " 8( ) " Îç i * " º& 2 ·/ ! ° " f
2
" º $ 4 " 2 " M þ " å 6 F' " H@ L " è ! F È s* " B 1 © " |ê 6 k¼ ² ì " . ( " Þ@ µ' " @ < ã " & . " ' ¼ " ì& 2 " üú Þ
¥ # w ê ì ¬ " ú Ô ¸ " ä . " 8 7 6 " Z6 1 # " ù " P Æ " Lù v MÌ q
¿ #$ " 8= ¨ " " ¬é F ² " !Þ B O " " ¬2 á$ " à= N "
í \ ·! " 9 o v " ¬ø ' \
H µ% " q> j" " A: + " ? ¨ " 6 % " d+ < " fý ° _ " Ô2 v " fí ç " ë | " ¨ r
" º $ M Ӌ " Ôø x © " â2 t j " 0 w " Ü- & . " Áà ® È " °6 " " Î û Ó " <ñ û Λ ¿ ¼ " C " oá ¸. " )G 1 z " Öè Ö " Ý : " ¨. )
¡- " qE C " H+
K ¼ ÀG " "6 8 ã " v8 = " l ¨ ÿÔ ¶ " æ Í à " Æ2 " Ý " " 5 e + " @B
" h4 , % " ô= B . " â T Ç& " ? " h
å K% " 6> - `s @ " Àå r = " >' & e " ¨ u " ÙÜ ' e " Ò. 4 " V3 > " 7 F ¿# " ò< F è ]Û " Bà p " ¢* e , " D 5
L å û ֎ = { ·« i K " Ð' % c " ¬è ) " / - ¯* " ?
" 6 " Ò6 6 + " MD > i v H " Ê c & " v8 = ¾/ ! x " ² µ D " º÷ ò $ " Ò< » " a( ¥ " ) ! á " Î u ' ` ú 2 vÀ Ã Ó " ë J ¿ Û Â " cÞ 2 " 4
2 [ " â B g " ô ` , " | < ê " 4/ ë æ " ìÞ t y " ¢* e ') " =A s &
" æ ³ " `7 É û% " > X Q( " þ@ % [ 9Ä |. " ÑF X m " 2æ - N& " ?
Ú " þ V " î $ À " x W Z t ý " `ß â ¸ " . B " l ² " Î u ÷ © N ¿ " ë í " + C " ¨ " ë { " `æ 2 Ü& " 2? Ú " Ý y ÷ " D J J
1 l " Íâ R è" " Ð; Æ " ã â § " f À х à ø ڇ 4 d ժ ¢ ¹ " :2 q Å " ù5 º
" ¸ * E! " ³8 Ù r " ö' B M " H+ i
¾ -* " ëA ³) " °A - Í " Ü Ô ð
" Þ = B
@ ½ " + " ä i# " < < !" " ü9 E __gmon_start__ _init _fini _ITM_deregisterTMCloneTable _ITM_registerTMCloneTable __cxa_finalize _Jv_RegisterClasses _ZSt4__lgl _ZnwmPv _Z10pnt_lengthPd sqrt _Z13pnt_normalizePd _Z8pnt_copyPdS_ _Z8pnt_zeroPd _Z8pnt_dumpPKd printf _Z12pnt_dot_prodPKdS0_ _Z14pnt_cross_prodPdS_S_ _Z15pnt_distance_2dPdS_ _Z12pnt_distancePdS_ _Z12pnt_distancePdS_PKd _Z8pnt_initPdddd _Z18pnt_init_normalizePdddd _Z11pnt_isEqualPdS_ _Z17pnt_scale_and_addPddPKd _ZN10GPointPairC2Ev _ZN10GPointPairC1Ev _ZN10GPointPair4initEPdS0_S0_ _ZN10GPointPair4initEPd _ZN10GPointPair18update_diam_simpleEPdS0_ _ZN10GPointPair18update_diam_simpleEPdS0_S0_ _ZN10GPointPair11update_diamEPdS0_ _ZN10GPointPair11update_diamEPdS0_S0_ _ZN5GBBox4initERKS_S1_ _ZSt3minIdERKT_S2_S2_ _ZSt3maxIdERKT_S2_S2_ _ZNK5GBBox6centerEPd _ZNK5GBBox6volumeEv _ZNK5GBBox10length_dimEi _ZN5GBBox4initEv _ZNK5GBBox9min_coordEi _ZNK5GBBox9max_coordEi _ZN5GBBox5boundEPd _ZNK5GBBox13getLongestDimEv _ZNK5GBBox8get_diamEv _ZN10gdiam_bboxC2Ev _ZN10gdiam_bboxC1Ev _ZNK10gdiam_bbox6volumeEv _ZN10gdiam_bbox21set_third_dim_longestEv _Z14gdiam_exchangeIdEvRT_S1_ memcpy _ZN10gdiam_bbox7get_dirEi __assert_fail _ZN10gdiam_bbox7combineEPdddd _ZNK10gdiam_bbox11dump_vertexEddd _ZNK10gdiam_bbox4dumpEv puts _ZN10gdiam_bbox4initERK5GBBox _ZN10gdiam_bbox4initEPdS0_S0_ memset stdout fflush stderr _ZN10gdiam_bbox5boundEPd _ZN10gdiam_bbox26get_normalized_coordinatesEPdS0_ _ZNK12GFSPTreeNode4sizeEv _ZN12GFSPTreeNodeC2EPPdS1_ _ZN12GFSPTreeNodeC1EPPdS1_ _ZN12GFSPTreeNode8get_leftEv _ZN12GFSPTreeNode9get_rightEv _ZNK12GFSPTreeNode11isSplitableEv _ZN12GFSPTreeNode12ptr_pnt_leftEv _ZN12GFSPTreeNode12ptr_pnt_randEv rand _ZN12GFSPTreeNode13ptr_pnt_rightEv _ZNK12GFSPTreeNode7getBBoxEv _ZN8GFSPTree4initEPKPdi malloc _ZN8GFSPTree10build_nodeEPPdS1_ _ZNK8GFSPTree9getPointsEv _ZNK8GFSPTree14brute_diameterEPKPdS2_S2_S2_R10GPointPair _ZNK8GFSPTree14brute_diameterEPKPdS2_S2_S2_R10GPointPairS0_ _ZN8GFSPTree7getRootEv _Znwm _ZN8GFSPTree11split_arrayEPPdS1_iRKd _Z14gdiam_exchangeIPdEvRT_S2_ _ZN8GFSPTree10split_nodeEP12GFSPTreeNode _Z11bbox_vertexRK5GBBoxRA3_di _Z14bbox_proj_distRK5GBBoxS1_PKd _ZN8GFSPPair4initEP12GFSPTreeNodeS1_ _ZN8GFSPPair4initEP12GFSPTreeNodeS1_Pdd _ZN8GFSPPair8get_leftEv _ZN8GFSPPair9get_rightEv _ZNK8GFSPPair16isBelowThresholdEi _ZNK8GFSPPair14directDiameterERK8GFSPTreeR10GPointPair _ZNK8GFSPPair14directDiameterERK8GFSPTreeR10GPointPairPd _ZNK8GFSPPair7maxDiamEv _ZN12GTreeDiamAlgC2EPPdii _ZN12GTreeDiamAlgC1EPPdii _ZNK12GTreeDiamAlg11getDiameterEv _Z9heap_initP6heap_tPFiPvS1_E free _Z9heap_termP6heap_t _Z11heap_insertP6heap_tPv _Z8heap_topP6heap_t _Z15heap_delete_maxP6heap_t _Z13heap_is_emptyP6heap_t _Z13compare_pairsPvS_ _ZN14g_heap_pairs_pC2Ev _ZN14g_heap_pairs_pC1Ev _ZN14g_heap_pairs_pD2Ev _ZN14g_heap_pairs_p3popEv _ZNK14g_heap_pairs_p4sizeEv _ZN14g_heap_pairs_pD1Ev _ZN14g_heap_pairs_p4pushER8GFSPPair _ZN14g_heap_pairs_p3topEv _ZdlPv _Z18computeExtremePairPKPdiiR10GPointPair _ZN12GTreeDiamAlg15compute_by_heapEd _ZN12GTreeDiamAlg10split_pairER8GFSPPairR14g_heap_pairs_pd _Unwind_Resume __gxx_personality_v0 _ZN12GTreeDiamAlg20compute_by_heap_projEdPd _ZN12GTreeDiamAlg15split_pair_projER8GFSPPairR14g_heap_pairs_pdPd _ZN12GTreeDiamAlg11addPairHeapER14g_heap_pairs_pP12GFSPTreeNodeS3_ _ZN12GTreeDiamAlg11addPairHeapER14g_heap_pairs_pP12GFSPTreeNodeS3_PdR8GFSPPair _Z17gdiam_approx_diamPPdid _Z21gdiam_approx_diam_UDMPPdid _Z13gdiam_convertPdi _Z22gdiam_approx_diam_pairPdid _Z26gdiam_approx_diam_pair_UDMPdid _Z23gdiam_approx_const_mvbbPPdidP5GBBox _Z31gdiam_generate_orthonormal_basePdS_S_ _Z23gdiam_approx_const_mvbbPdid _ZN7point2d4initEPdS0_S0_ _ZN7point2d4distERKS_ _ZNK7point2d5equalERKS_ _ZNK7point2d10equal_realERKS_ _Z4AreaRK7point2dS1_S1_ _Z8AreaSignRK7point2dS1_S1_ _Z4LeftRK7point2dS1_S1_ _Z13Left_colinearRK7point2dS1_S1_ _ZN14CompareByAngleclERKP7point2dS3_ _Z13get_min_pointR12vec_point_2dRi _ZNSt6vectorIP7point2dSaIS1_EEixEm _ZNKSt6vectorIP7point2dSaIS1_EE4sizeEv _Z4dumpR12vec_point_2d _Z18verify_convex_hullR12vec_point_2dS0_ _ZNSt6vectorIP7point2dSaIS1_EE8pop_backEv _Z6isLeftRK7point2dS1_S1_ _Z11convex_hullR12vec_point_2dS0_ _ZSt4swapIP7point2dEvRT_S3_ _ZNSt6vectorIP7point2dSaIS1_EE3endEv _ZNSt6vectorIP7point2dSaIS1_EE5beginEv _ZNK9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEEplERKl _ZSt4sortIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_T0_ _ZNSt6vectorIP7point2dSaIS1_EE7reserveEm _ZNSt6vectorIP7point2dSaIS1_EE9push_backERKS1_ _ZN12bbox_2d_info7get_dirEiPd _ZN12bbox_2d_info4dumpEv _Z7eq_realdd _ZN16MinAreaRectangle16compute_edge_dirEi atan2 _ZN16MinAreaRectangle11find_vertexEid _ZN16MinAreaRectangle16compute_crossingEididRdS0_ tan _ZN16MinAreaRectangle8get_bboxEididididR12bbox_2d_infoRd _ZN16MinAreaRectangle10get_anglesEiRdS0_S0_ _ZN16MinAreaRectangle22compute_min_bbox_innerER12bbox_2d_infoRd _ZN16MinAreaRectangle16compute_min_bboxER12vec_point_2dR12bbox_2d_infoRd _Z11dump_pointsPPdi _Z14construct_basePdS_S_ _ZN12vec_point_2dD2Ev _ZNSt6vectorIP7point2dSaIS1_EED2Ev _ZN12vec_point_2dD1Ev _ZN12ProjPointSetD2Ev _ZN12ProjPointSet4termEv _ZN12ProjPointSetD1Ev _ZN12ProjPointSet4initEPdPS0_i _ZN12vec_point_2dC2Ev _ZNSt6vectorIP7point2dSaIS1_EEC2Ev _ZN12vec_point_2dC1Ev _ZN16MinAreaRectangleC2Ev _ZN16MinAreaRectangleC1Ev _ZN16MinAreaRectangleD2Ev _ZN16MinAreaRectangleD1Ev _ZN12ProjPointSet7computeEv _ZN12ProjPointSet8get_bboxEv _ZN12ProjPointSetC2Ev _ZN12ProjPointSetC1Ev _Z19gdiam_mvbb_optimizePPdi10gdiam_bboxi _Z17gdiam_approx_mvbbPPdid _Z22gdiam_approx_mvbb_gridPPdii _Z19gdiam_convex_samplePPdiR10gdiam_bboxi _Z29gdiam_approx_mvbb_grid_samplePPdiii _Z29gdiam_approx_mvbb_grid_samplePdiii _ZN9__gnu_cxx14__alloc_traitsISaIP7point2dEE7destroyERS3_PS2_ _ZN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEEC1ERKS3_ _ZN9__gnu_cxxneIPP7point2dSt6vectorIS2_SaIS2_EEEEbRKNS_17__normal_iteratorIT_T0_EESC_ _ZN9__gnu_cxxmiIPP7point2dSt6vectorIS2_SaIS2_EEEENS_17__normal_iteratorIT_T0_E15difference_typeERKSA_SD_ _ZSt16__introsort_loopIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEEl14CompareByAngleEvT_SA_T0_T1_ _ZSt22__final_insertion_sortIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_T0_ _ZNKSt6vectorIP7point2dSaIS1_EE8max_sizeEv _ZSt20__throw_length_errorPKc _ZNKSt6vectorIP7point2dSaIS1_EE8capacityEv _ZNSt6vectorIP7point2dSaIS1_EE20_M_allocate_and_copyIPS1_EES5_mT_S6_ _ZNSt12_Vector_baseIP7point2dSaIS1_EE19_M_get_Tp_allocatorEv _ZSt8_DestroyIPP7point2dS1_EvT_S3_RSaIT0_E _ZNSt12_Vector_baseIP7point2dSaIS1_EE13_M_deallocateEPS1_m _ZN9__gnu_cxx14__alloc_traitsISaIP7point2dEE9constructIS2_EEvRS3_PS2_RKT_ _ZNSt6vectorIP7point2dSaIS1_EE13_M_insert_auxEN9__gnu_cxx17__normal_iteratorIPS1_S3_EERKS1_ _ZNSt12_Vector_baseIP7point2dSaIS1_EED2Ev _ZNSt6vectorIP7point2dSaIS1_EED1Ev _ZNSt12_Vector_baseIP7point2dSaIS1_EEC2Ev _ZNSt6vectorIP7point2dSaIS1_EEC1Ev _ZN9__gnu_cxx13new_allocatorIP7point2dE7destroyEPS2_ _ZN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEEC2ERKS3_ _ZNK9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEE4baseEv _ZSt12partial_sortIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_SA_T0_ _ZSt27__unguarded_partition_pivotIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleET_SA_SA_T0_ _ZSt16__insertion_sortIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_T0_ _ZSt26__unguarded_insertion_sortIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_T0_ _ZNKSt12_Vector_baseIP7point2dSaIS1_EE19_M_get_Tp_allocatorEv _ZN9__gnu_cxx14__alloc_traitsISaIP7point2dEE8max_sizeERKS3_ _ZNSt12_Vector_baseIP7point2dSaIS1_EE11_M_allocateEm _ZSt22__uninitialized_copy_aIPP7point2dS2_S1_ET0_T_S4_S3_RSaIT1_E __cxa_end_catch __cxa_begin_catch __cxa_rethrow _ZSt8_DestroyIPP7point2dEvT_S3_ _ZN9__gnu_cxx13new_allocatorIP7point2dE10deallocateEPS2_m _ZN9__gnu_cxx13new_allocatorIP7point2dE9constructEPS2_RKS2_ _ZSt13copy_backwardIPP7point2dS2_ET0_T_S4_S3_ _ZNK9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEEdeEv _ZNKSt6vectorIP7point2dSaIS1_EE12_M_check_lenEmPKc _ZSt34__uninitialized_move_if_noexcept_aIPP7point2dS2_SaIS1_EET0_T_S5_S4_RT1_ _ZNSt12_Vector_baseIP7point2dSaIS1_EE12_Vector_implD2Ev _ZNSaIP7point2dED2Ev _ZNSt12_Vector_baseIP7point2dSaIS1_EE12_Vector_implD1Ev _ZNSt12_Vector_baseIP7point2dSaIS1_EED1Ev _ZNSt12_Vector_baseIP7point2dSaIS1_EE12_Vector_implC1Ev _ZNSt12_Vector_baseIP7point2dSaIS1_EEC1Ev _ZSt13__heap_selectIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_SA_T0_ _ZSt9sort_heapIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_T0_ _ZNK9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEEmiERKl _ZSt22__move_median_to_firstIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_SA_SA_T0_ _ZSt21__unguarded_partitionIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEES3_14CompareByAngleET_SA_SA_RKT0_T1_ _ZN9__gnu_cxxeqIPP7point2dSt6vectorIS2_SaIS2_EEEEbRKNS_17__normal_iteratorIT_T0_EESC_ _ZSt13copy_backwardIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEES8_ET0_T_SA_S9_ _ZSt25__unguarded_linear_insertIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_T0_ _ZN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEEppEv _ZNK9__gnu_cxx13new_allocatorIP7point2dE8max_sizeEv _ZN9__gnu_cxx13new_allocatorIP7point2dE8allocateEmPKv _ZSt18uninitialized_copyIPP7point2dS2_ET0_T_S4_S3_ _ZNSt12_Destroy_auxILb1EE9__destroyIPP7point2dEEvT_S5_ _ZSt12__miter_baseIPP7point2dENSt11_Miter_baseIT_E13iterator_typeES4_ _ZSt23__copy_move_backward_a2ILb0EPP7point2dS2_ET1_T0_S4_S3_ _ZSt3maxImERKT_S2_S2_ _ZN9__gnu_cxx13new_allocatorIP7point2dED2Ev _ZNSaIP7point2dED1Ev _ZNSt12_Vector_baseIP7point2dSaIS1_EE12_Vector_implC2Ev _ZNSaIP7point2dEC2Ev _ZSt9make_heapIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_T0_ _ZSt10__pop_heapIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_SA_T0_ _ZN9__gnu_cxxltIPP7point2dSt6vectorIS2_SaIS2_EEEEbRKNS_17__normal_iteratorIT_T0_EESC_ _ZN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEEmmEv _ZSt9iter_swapIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEES8_EvT_T0_ _ZSt12__miter_baseIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEEENSt11_Miter_baseIT_E13iterator_typeESA_ _ZSt23__copy_move_backward_a2ILb0EN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEES8_ET1_T0_SA_S9_ _ZSt17__throw_bad_allocv _ZNSt20__uninitialized_copyILb1EE13__uninit_copyIPP7point2dS4_EET0_T_S6_S5_ _ZNSt10_Iter_baseIPP7point2dLb0EE7_S_baseES2_ _ZSt12__niter_baseIPP7point2dENSt11_Niter_baseIT_E13iterator_typeES4_ _ZSt22__copy_move_backward_aILb0EPP7point2dS2_ET1_T0_S4_S3_ _ZN9__gnu_cxx13new_allocatorIP7point2dED1Ev _ZN9__gnu_cxx13new_allocatorIP7point2dEC2Ev _ZNSaIP7point2dEC1Ev _ZSt13__adjust_heapIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEElS3_14CompareByAngleEvT_T0_SB_T1_T2_ _ZNSt11__iter_swapILb1EE9iter_swapIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS5_SaIS5_EEEESA_EEvT_T0_ _ZNSt10_Iter_baseIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEELb0EE7_S_baseES8_ _ZSt12__niter_baseIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEEENSt11_Niter_baseIT_E13iterator_typeESA_ _ZSt4copyIPP7point2dS2_ET0_T_S4_S3_ _ZNSt20__copy_move_backwardILb0ELb1ESt26random_access_iterator_tagE13__copy_move_bIP7point2dEEPT_PKS5_S8_S6_ _ZN9__gnu_cxx13new_allocatorIP7point2dEC1Ev _ZSt11__push_heapIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEElS3_14CompareByAngleEvT_T0_SB_T1_T2_ _ZNSt10_Iter_baseIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEELb1EE7_S_baseES8_ _ZSt14__copy_move_a2ILb0EPP7point2dS2_ET1_T0_S4_S3_ memmove _ZSt13__copy_move_aILb0EPP7point2dS2_ET1_T0_S4_S3_ _ZNSt11__copy_moveILb0ELb1ESt26random_access_iterator_tagE8__copy_mIP7point2dEEPT_PKS5_S8_S6_ _ZNSt8ios_base4InitC1Ev _ZNSt8ios_base4InitD1Ev __cxa_atexit libstdc++.so.6 libm.so.6 libgcc_s.so.1 libc.so.6 _edata __bss_start _end libgdiam.so /usr/brlcad/lib:$ORIGIN/../lib GCC_3.0 GLIBC_2.2.5 GLIBC_2.14 CXXABI_1.3 GLIBCXX_3.4 / P&y ú/ / ui 0 / 0 0 ui 0 / ӯk 0 t) $0 ! ! ÄÜ ! Ѓ ! ! ¸! ! ȏ! Џ! ؏! à! è! ð! ø! ! ! ¤ ! _ (! 0! 8! @! ï H! D P! â X! `! Í h! W p! ö x! ! ! Ä ! 4 ! ! ª ¨! á °! ¶ ¸! X ! U Ȑ! А! í ؐ! à! Ü è! M ð! ¯ ø! !
! · ! ! n ! (! 0! 5 8! H @! H! P! X! ¢ `!
h! I p! x! ! ! ± ! ! æ !
¨! B °! ¦ ¸! ! # ȑ! A Б! ¼ ؑ! à! è! ô ð! r ø! ] ! ² ! [ ! N ! ! $ (! Ì 0! 8! @! H! { P! X! `! ñ h! ½ p! x! ! ! ´ ! ! ß ! ¨! o °! " ¸! È ! e Ȓ! Å В! ¡ ؒ! à! × è! õ ð! : ø! ! à ! ' ! ! ! (! i 0! j 8! @! . H! è P! + X! d `! P h! J p! ò x! ã ! ó ! > ! | ! Û ! F ¨! ^ °! ¸! ! ȓ! f Г! Ç ؓ! ù à! è! g ð! ' ø! ! ! é ! " ! ! ÷ ! (! w 0! G 8! S @! H! P! X! \ `! h! T p! x! ÿ ! « ! » ! ! ® ! À ¨! l °! Á ¸! ! C Ȕ! Д! û ؔ! , à! z è! ð! } ø! ! É ! ; ! 6 ! R ! # (! x 0! Q 8! 9 @! ¬ H! P! L X! ` `! ° h! ? p! ( x! µ ! 1 ! / ! ! q ! 2 ¨! Ý °! 0 ¸! @ ! Ñ ȕ! b Е! p ؕ! ø à! 7 è! þ ð! ø! ³ ! a ! k ! V ! - ! (! Ø 0! % 8! $ @! H! P! X! ¾ `! ë h! u p! x! ! ! y ! Ï ! ê ! ( ¨! O °! ~ ¸! E ! Ȗ! Ж! Ò ؖ! à! ü è! h ð! Ã ø! ç ! ! ¹ ! ! = ! (! Ù 0! ¨ 8! @! ¿ H! ) P! ì X! `! £ h! î p! x! ! ! Õ !
! t ! Ê ¨! Æ °! * ¸! Ó ! Ð ȗ! 3 З! ! ؗ! à! ) è! ð ð! ø! ú HìHM ! H
Àtè{ HÄà ÿ5 ! ÿ% ! @ ÿ% ! h éàÿÿÿÿ%z ! h éÐÿÿÿÿ%r ! h éÀÿÿÿÿ%j ! h é°ÿÿÿÿ%b ! h é ÿÿÿÿ%Z ! h éÿÿÿÿ%R ! h éÿÿÿÿ%J ! h épÿÿÿÿ%B ! h é`ÿÿÿÿ%: ! h éPÿÿÿÿ%2 ! h
é@ÿÿÿÿ%* ! h é0ÿÿÿÿ%" ! h é ÿÿÿÿ% ! h
éÿÿÿÿ% ! h é ÿÿÿÿ%
! h éðþÿÿÿ% ! h éàþÿÿÿ%ú! h éÐþÿÿÿ%ò! h éÀþÿÿÿ%ê! h é°þÿÿÿ%â! h é þÿÿÿ%Ú! h éþÿÿÿ%Ò! h éþÿÿÿ%Ê! h épþÿÿÿ%Â! h é`þÿÿÿ%º! h éPþÿÿÿ%²! h é@þÿÿÿ%ª! h é0þÿÿÿ%¢! h é þÿÿÿ%! h éþÿÿÿ%! h é þÿÿÿ%! h éðýÿÿÿ%! h éàýÿÿÿ%z! h! éÐýÿÿÿ%r! h" éÀýÿÿÿ%j! h# é°ýÿÿÿ%b! h$ é ýÿÿÿ%Z! h% éýÿÿÿ%R! h& éýÿÿÿ%J! h' épýÿÿÿ%B! h( é`ýÿÿÿ%:! h) éPýÿÿÿ%2! h* é@ýÿÿÿ%*! h+ é0ýÿÿÿ%"! h, é ýÿÿÿ%! h- éýÿÿÿ%! h. é ýÿÿÿ%
! h/ éðüÿÿÿ%! h0 éàüÿÿÿ%ú! h1 éÐüÿÿÿ%ò! h2 éÀüÿÿÿ%ê! h3 é°üÿÿÿ%â! h4 é üÿÿÿ%Ú! h5 éüÿÿÿ%Ò! h6 éüÿÿÿ%Ê! h7 épüÿÿÿ%Â! h8 é`üÿÿÿ%º! h9 éPüÿÿÿ%²! h: é@üÿÿÿ%ª! h; é0üÿÿÿ%¢! h< é üÿÿÿ%! h= éüÿÿÿ%! h> é üÿÿÿ%! h? éðûÿÿÿ%! h@ éàûÿÿÿ%z! hA éÐûÿÿÿ%r! hB éÀûÿÿÿ%j! hC é°ûÿÿÿ%b! hD é ûÿÿÿ%Z! hE éûÿÿÿ%R! hF éûÿÿÿ%J! hG épûÿÿÿ%B! hH é`ûÿÿÿ%:! hI éPûÿÿÿ%2! hJ é@ûÿÿÿ%*! hK é0ûÿÿÿ%"! hL é ûÿÿÿ%! hM éûÿÿÿ%! hN é ûÿÿÿ%
! hO éðúÿÿÿ%! hP éàúÿÿÿ%ú! hQ éÐúÿÿÿ%ò! hR éÀúÿÿÿ%ê! hS é°úÿÿÿ%â! hT é úÿÿÿ%Ú! hU éúÿÿÿ%Ò! hV éúÿÿÿ%Ê! hW épúÿÿÿ%Â! hX é`úÿÿÿ%º! hY éPúÿÿÿ%²! hZ é@úÿÿÿ%ª! h[ é0úÿÿÿ%¢! h\ é úÿÿÿ%! h] éúÿÿÿ%! h^ é úÿÿÿ%! h_ éðùÿÿÿ%! h` éàùÿÿÿ%z! ha éÐùÿÿÿ%r! hb éÀùÿÿÿ%j! hc é°ùÿÿÿ%b! hd é ùÿÿÿ%Z! he éùÿÿÿ%R! hf éùÿÿÿ%J! hg épùÿÿÿ%B! hh é`ùÿÿÿ%:! hi éPùÿÿÿ%2! hj é@ùÿÿÿ%*! hk é0ùÿÿÿ%"! hl é ùÿÿÿ%! hm éùÿÿÿ%! hn é ùÿÿÿ%
! ho éðøÿÿÿ%! hp éàøÿÿÿ%ú! hq éÐøÿÿÿ%ò! hr éÀøÿÿÿ%ê! hs é°øÿÿÿ%â! ht é øÿÿÿ%Ú! hu éøÿÿÿ%Ò! hv éøÿÿÿ%Ê! hw épøÿÿÿ%Â! hx é`øÿÿÿ%º! hy éPøÿÿÿ%²! hz é@øÿÿÿ%ª! h{ é0øÿÿÿ%¢! h| é øÿÿÿ%! h} éøÿÿÿ%! h~ é øÿÿÿ%! h éð÷ÿÿÿ%! h éà÷ÿÿÿ%z! h éÐ÷ÿÿÿ%r! h éÀ÷ÿÿÿ%j! h é°÷ÿÿÿ%b! h é ÷ÿÿÿ%Z! h
é÷ÿÿÿ%R! h é÷ÿÿÿ%J! h ép÷ÿÿÿ%B! h é`÷ÿÿÿ%:! h éP÷ÿÿÿ%2! h é@÷ÿÿÿ%*! h é0÷ÿÿÿ%"! h é ÷ÿÿÿ%! h é÷ÿÿÿ%! h é ÷ÿÿÿ%
! h éðöÿÿÿ%! h éàöÿÿÿ%ú! h éÐöÿÿÿ%ò! h éÀöÿÿÿ%ê! h é°öÿÿÿ%â! h é öÿÿÿ%Ú! h éöÿÿÿ%Ò! h éöÿÿÿ%Ê! h épöÿÿÿ%Â! h é`öÿÿÿ%º! h éPöÿÿÿ%²! h é@öÿÿÿ%ª! h é0öÿÿÿ%¢! h é öÿÿÿ%! h éöÿÿÿ%! h é öÿÿÿ%! h éðõÿÿÿ%! h éàõÿÿÿ%z! h¡ éÐõÿÿÿ%r! h¢ éÀõÿÿÿ%j! h£ é°õÿÿÿ%b! h¤ é õÿÿÿ%Z! h¥ éõÿÿÿ%R! h¦ éõÿÿÿ%J! h§ épõÿÿÿ%B! h¨ é`õÿÿÿ%:! h© éPõÿÿÿ%2! hª é@õÿÿÿ%*! h« é0õÿÿÿ%"! h¬ é õÿÿÿ%! h éõÿÿÿ%! h® é õÿÿÿ%
! h¯ éðôÿÿÿ%! h° éàôÿÿÿ%ú! h± éÐôÿÿÿ%ò! h² éÀôÿÿÿ%ê! h³ é°ôÿÿÿ%â! h´ é ôÿÿÿ%Ú! hµ éôÿÿÿ%Ò! h¶ éôÿÿÿ%Ê! h· épôÿÿÿ%Â! h¸ é`ôÿÿÿ%º! h¹ éPôÿÿÿ%²! hº é@ôÿÿÿ%ª! h» é0ôÿÿÿ%¢! h¼ é ôÿÿÿ%! h½ éôÿÿÿ%! h¾ é ôÿÿÿ%! h¿ éðóÿÿÿ%! hÀ éàóÿÿÿ%z! hÁ éÐóÿÿÿ%r! h éÀóÿÿÿ%j! hà é°óÿÿÿ%b! hÄ é óÿÿÿ%Z! hÅ éóÿÿÿ%R! hÆ éóÿÿÿ%J! hÇ épóÿÿÿ%B! hÈ é`óÿÿÿ%:! hÉ éPóÿÿÿ%2! hÊ é@óÿÿÿ%*! hË é0óÿÿÿ%"! hÌ é óÿÿÿ%! hÍ éóÿÿÿ%! hÎ é óÿÿÿ%
! hÏ éðòÿÿÿ%! hÐ éàòÿÿÿ%ú! hÑ éÐòÿÿÿ%ò! hÒ éÀòÿÿÿ%ê! hÓ é°òÿÿÿ%â! hÔ é òÿÿÿ%Ú! hÕ éòÿÿÿ%Ò! hÖ éòÿÿÿ%Ê! h× épòÿÿÿ%Â! hØ é`òÿÿÿ%º! hÙ éPòÿÿÿ%²! hÚ é@òÿÿÿ%ª! hÛ é0òÿÿÿ%¢! hÜ é òÿÿÿ%! hÝ éòÿÿÿ%! hÞ é òÿÿÿ%! hß éðñÿÿÿ%! hà éàñÿÿÿ%z! há éÐñÿÿÿ%r! hâ éÀñÿÿÿ%j! hã é°ñÿÿÿ%b! hä é ñÿÿÿ%Z! hå éñÿÿÿ%R! hæ éñÿÿÿ%J! hç épñÿÿÿ%B! hè é`ñÿÿÿ%:! hé éPñÿÿÿ%2! hê é@ñÿÿÿ%*! hë é0ñÿÿÿ%"! hì é ñÿÿÿ%! hí éñÿÿÿ%! hî é ñÿÿÿ%
! hï éððÿÿÿ%! hð éàðÿÿÿ%ú! hñ éÐðÿÿÿ%ò! hò éÀðÿÿÿ%ê! hó é°ðÿÿÿ%â! hô é ðÿÿÿ%Ú! hõ éðÿÿÿ%Ò! hö éðÿÿÿ%Ê! h÷ épðÿÿÿ%Â! hø é`ðÿÿÿ%º! hù éPðÿÿÿ%²! hú é@ðÿÿÿ%ª! hû é0ðÿÿÿ%¢! hü é ðÿÿH°! H=¢! UH)øHåHøw]ÃHT ! H
Àtò]ÿà @ Hy! H=r! UH)øHåHÁøHÂHÁê?HÐHÑøu]ÃH ! H
Òtò]HÆÿâ @ =9! u'H= ! UHåt H=! èÍöÿÿèhÿÿÿ]Æ! óÃfffff. H= ! t&H ! H
ÀtUH=r ! HåÿÐ]éWÿÿÿ éKÿÿÿUHåHì H}øHuðUìEìà
ÀtHEø¾ HÇè¬øÿÿH ëHEø¾ HÇèðÿÿH HUðHEìà
ÀtHEø¾ HÇèqøÿÿH ëHEø¾ HÇè[ðÿÿH HUðHBEìà
ÀtHEø¾ HÇè5øÿÿH ëHEø¾ HÇè ðÿÿH HUðHBÉÃUHåHĀH}HuHU¸ HE°ÇE¨ é U¨HMÀHEHÎHÇè£òÿÿÇE¬ ëXU¬HMàHEHÎHÇèòÿÿHUHMàHEÀHÎHÇèíðÿÿòEHEHE¸HU¸HE°HÖHÇèóÿÿH HE°E¬}¬~¢E¨}¨uÿÿÿHE°HEòEÉÃUHåHìH}øHuðH}ø u H
Ê º H5Ã H=~Ä èIðÿÿH}ð u H
ëÉ º H5wà H=hÄ è#ðÿÿHEøº ¾ HÇèMîÿÿHEøHUðHPHEøÇ@ d HEø@ HHÁàHÇè±ðÿÿHÂHEøHHEøH H
Àu H
tÉ º( H5 à H=Ä è¬ïÿÿHEøÇ@ ÉÃUHåHì H}èuäHEè@ ;Eä|é¢ Eä EôEôHHÁàHÇè6ðÿÿHEøH}ø u H
4É º7 H5 H=¬Ã è<ïÿÿEôHHÅ HEø¾ HÇè^íÿÿHEè@HHÅ HEèHHEøHÎHÇè÷úÿÿHEèH HÇè8òÿÿHEèHUøHÉÃUHåHìH}øH}ø u H
ÁÈ ºA H5ýÁ H=ÞÂ è©îÿÿHEøH H
ÀtHEøH HÇèÞñÿÿHEøº ¾ HÇè¸ìÿÿÉÃUHåHì H}èHuàHEè@PHEèÖHÇè¯þÿÿHEè@EðHEè@PHEèPHEèH UðHcÒHÁâHÂHEàHéÅ EðèÂÁê ÐÑøEôHEèH@HUèHMôHcÉHÁáHÊH
HUèHuðHcöHÁæHòHHÎH×ÿЅÀÀtëtHEèH UðHcÒHÁâHÐH HEøHEèH UðHcÒHÁâHÂHEèH MôHcÉHÁáHÈH HHEèH UôHcÒHÁâHÂHEøHEôEð}ð 1ÿÿÿÉÃUHåH}øHEøH H ]ÃUHåHì0H}ØHE؋@
À
¸ éà HEØH H HEðHE؋@PÿHE؉PHEØH HUØH
HU؋RHcÒHÁâHÊHHHEØHHE؋@HHÁàHÐHÇ ÇEà éA EàÀEìEàÀ EäHE؋@;Eìé* HE؋@;EäEìEäHEØH@HUØHMäHcÉHÁáHÊH
HUØHuìHcöHÁæHòHHÎH×ÿЅÀÀtEäEèëEìEèHEØH@HUØHMèHcÉHÁáHÊH
HUØHuàHcöHÁæHòHHÎH×ÿÐ÷ÐÁè ÀtëzHEØH UàHcÒHÁâHÐH HEøHEØH UàHcÒHÁâHÂHEØH MèHcÉHÁáHÈH HHEØH UèHcÒHÁâHÂHEøHEèEàHE؋@;Eà¯þÿÿHEðÉÃUHåHìH}øH}ø u H
NÅ º H5j¾ H=K¿ èëÿÿHEø@
ÀÀÉÃUHåHì0H}èHuàHEèHEðHEàHEøHEðHÇè,èÿÿòEØHEøHÇèèÿÿf.EØÀt¸ÿÿÿÿë9HEðHÇèüçÿÿòEØHEøHÇèëçÿÿòMØf.ÈÀt¸ ë¸ ÉÃUHåHì0H}èuäUàHMØHEèHHEØHÖHÇè±ñÿÿÇEô é¥ EôHHÅ HEèHÐH HEøEàHHÅ HEøHÐòHEØH@UàHcÒHÁâHÐò f.Áv HEØHUøHPEàHHÅ HEøHÐò HEØH@UàHcÒHÁâHÐòf.Áv HEØHUøHPEôEô;EäOÿÿÿHEØHPHEØH@HÖHÇèïÿÿòEÐHEÐHUØHÉÐUHåAUATSHì¨ H½Xÿÿÿò
PÿÿÿHEHÇèóÿÿDžlÿÿÿ' Džtÿÿÿ' H
XÿÿÿHÇèîÿÿH
xÿÿÿH
XÿÿÿLhH
xÿÿÿHÇègëÿÿHÇèÏèÿÿAÄH
XÿÿÿX(H
XÿÿÿHÇèóéÿÿLéDâÞHÇè3éÿÿHxÿÿÿHxÿÿÿHE HÎHÇèöñÿÿHU HEHÖHÇèóíÿÿDžpÿÿÿ é» HEÀHUHÖHÇèQéÿÿHEHÇèõìÿÿH
PÿÿÿHUHuÀHXÿÿÿH
Hÿÿÿò
HÿÿÿHÏèíÿÿ
pÿÿÿ%ÿ
ÀuYHEHÇè=ñÿÿ;
lÿÿÿÀt@H
Xÿÿÿ@, H
XÿÿÿP,H
Xÿÿÿ@,ÆH=`¼ ¸ èåÿÿ
tÿÿÿ
lÿÿÿ
pÿÿÿHEHÇèÝðÿÿ
ÀÀ
,ÿÿÿHEHÇè$ñÿÿëHÃHEHÇèñÿÿHØHÇèóÿÿHĨ [A\A]]ÃUHåATSHìÀ H½Hÿÿÿò
@ÿÿÿHµ8ÿÿÿH
pÿÿÿHÇè'ñÿÿHEHÇèÛïÿÿDž\ÿÿÿ' Dždÿÿÿ' H
HÿÿÿHÇèìÿÿH
hÿÿÿH
hÿÿÿHÇèréÿÿHÇèÚæÿÿAÄH
HÿÿÿX(H
HÿÿÿHÇèþçÿÿHUHÑDâÞHÇè:çÿÿHU HEHHÿÿÿHyH8ÿÿÿHÆèäÿÿH8ÿÿÿHhÿÿÿHµhÿÿÿHE°fWÀHÇèêÿÿHU°H
pÿÿÿHÖHÇèÍëÿÿDž`ÿÿÿ éË HEÐHpÿÿÿHÖHÇè(çÿÿH
pÿÿÿHÇèÉêÿÿH8ÿÿÿH
@ÿÿÿHpÿÿÿHuÐH½HÿÿÿH
0ÿÿÿò
0ÿÿÿèµñÿÿ
`ÿÿÿ%ÿ
Àu\H
pÿÿÿHÇèïÿÿ;
\ÿÿÿÀt@H
Hÿÿÿ@, H
HÿÿÿP,H
Hÿÿÿ@,ÆH=*º ¸ èfãÿÿ
dÿÿÿ
\ÿÿÿ
`ÿÿÿH
pÿÿÿHÇè¤îÿÿ
ÀÀ
ÿÿÿH
pÿÿÿHÇèèîÿÿë HÃH
pÿÿÿHÇèÔîÿÿHØHÇèÉðÿÿHÄÀ [A\]ÐUHåHìÀ H½XÿÿÿHµPÿÿÿHHÿÿÿH@ÿÿÿH
Xÿÿÿ@0øu[H
HÿÿÿHÇè7èÿÿH H
pÿÿÿH
@ÿÿÿHÇè èÿÿH H
xÿÿÿH
XÿÿÿHHHxÿÿÿH
pÿÿÿHÆHÏè°êÿÿé H
Xÿÿÿ@0ø
[ H
HÿÿÿHÇèyðÿÿøc~H
@ÿÿÿHÇèeðÿÿøc¸ ë¸ ÀtOH
HÿÿÿHÇèçÿÿH HEH
@ÿÿÿHÇè{çÿÿH HEH
XÿÿÿHHHUHEHÆHÏèêÿÿéó Dždÿÿÿ ëUH
HÿÿÿHÇèvìÿÿH HEH
@ÿÿÿHÇè`ìÿÿH HE
dÿÿÿHHUHTŠ
dÿÿÿHHUHTÅЃ
dÿÿÿ½dÿÿÿ~¢Džhÿÿÿ ëSDžlÿÿÿ ë7
lÿÿÿHHTÅЋ
hÿÿÿHHDŠHXÿÿÿHÁHÆHÏè_éÿÿ
lÿÿÿ½lÿÿÿ~
hÿÿÿ½hÿÿÿ~¤ë H
½ ºW H5r¶ H=µ è ãÿÿH@ÿÿÿHHÿÿÿHEÐHÎHÇèQìÿÿHEÐHÇèEàÿÿH
XÿÿÿòHf.ÈÀuHUÐH
PÿÿÿHÖHÇè(èÿÿÉÃUHåHìpH}ÈHuÀHU¸HM°LE¨LM HE¸HÇèÚåÿÿH HEÐHE°HÇèÇåÿÿH HEØHEÈHxHM¨HUØHEÐHÆèêÿÿHU¨HMØHEÐHÎHÇèmâÿÿòEHEHM¨HU°Hu¸H}àHEòEè6æÿÿHEàHÇèjßÿÿHEÈòHf.ÈÀuHUàHEÀHÖHÇèSçÿÿÉÐUHåSHìHH}ØHuÐHUÈòEÀHM¸HEÐHÇèßÿÿòUÀò
A òXÊHEØòPòYÊf.ÈÀté HE؋P,HEЉÖHÇèãàÿÿÀt'HEØHxHuØHU¸HEÐHÑHúHÇè=ãÿÿé[ HEÐHÇèLâÿÿHÇèÔßÿÿEîHEÐHÇèEíÿÿHÇè½ßÿÿEï¶EîðÀt*¶EïðÀt H
½» º H5I´ H=µ èõàÿÿ}î t HEÐHÇèãáÿÿHÂHEØHÖHÇèqßÿÿ}ï t HEÐHÇèÏìÿÿHÂHEØHÖHÇèMßÿÿ}î p }ï f HEÐHÇèìÿÿHÇèeçÿÿHÃHEÐHÇèváÿÿHÇèNçÿÿHÂH}ÐHM¸HuÈHEØIùIÈHÙHÇèZèÿÿHEÐHÇèNìÿÿHÇèäÿÿHÃHEÐHÇè'áÿÿHÇèÿæÿÿHÂH}ÐHM¸HuÈHEØIùIÈHÙHÇè èÿÿHEÐHÇèïàÿÿHÃHEÐHÇèðëÿÿH9ÃÀtOHEÐHÇèÚëÿÿHÇè¢æÿÿHÃHEÐHÇè³àÿÿHÇèûãÿÿHÂH}ÐHM¸HuÈHEØIùIÈHÙHÇèçÿÿHEÐHÇèëÿÿHÇèÃãÿÿHÃHEÐHÇèdàÿÿHÇè¬ãÿÿHÂH}ÐHM¸HuÈHEØIùIÈHÙHÇèHçÿÿé6 }î HEÐHÇè-ëÿÿHÃHEÐHÇèàÿÿHÇèæåÿÿHÂH}ÐHM¸HuÈHEØIùIÈHÙHÇèòæÿÿHEÐHÇèæêÿÿHÃHEÐHÇèÇßÿÿHÇèãÿÿHÂH}ÐHM¸HuÈHEØIùIÈHÙHÇè«æÿÿé }ï HEÐHÇèêÿÿHÇèXåÿÿHÃHEÐHÇèißÿÿHÂH}ÐHM¸HuÈHEØIùIÈHÙHÇèUæÿÿHEÐHÇèIêÿÿHÇèâÿÿHÃHEÐHÇè"ßÿÿHÂH}ÐHM¸HuÈHEØIùIÈHÙHÇèæÿÿHÄH[]ÃUHåSHì8H}ØHuÐHUÈòEÀHEÐHÇè ÛÿÿòUÀò
K¾ òXÊHEØòPòYÊf.ÈÀté HE؋P,HEЉÖHÇèíÜÿÿÀt HEØHPHMØHEÐHÎHÇèÛÿÿéà HEÐHÇè]ÞÿÿHÇèåÛÿÿEîHEÐHÇèVéÿÿHÇèÎÛÿÿEï¶EîðÀt*¶EïðÀt H
®¸ ºÉ H5Z° H=± èÝÿÿ}î t HEÐHÇèôÝÿÿHÂHEØHÖHÇèÛÿÿ}ï t HEÐHÇèàèÿÿHÂHEØHÖHÇè^Ûÿÿ}î 8 }ï . HEÐHÇè®èÿÿHÇèvãÿÿHÃHEÐHÇèÝÿÿHÇè_ãÿÿHÂHuÈHEØHÙHÇèÚÿÿHEÐHÇèmèÿÿHÇè¥àÿÿHÃHEÐHÇèFÝÿÿHÇè ãÿÿHÂHuÈHEØHÙHÇèØÙÿÿHEÐHÇè ÝÿÿHÃHEÐHÇè èÿÿH9ÃÀtAHEÐHÇèèÿÿHÇèÏâÿÿHÃHEÐHÇèàÜÿÿHÇè(àÿÿHÂHuÈHEØHÙHÇèrÙÿÿHEÐHÇèÆçÿÿHÇèþßÿÿHÃHEÐHÇèÜÿÿHÇèçßÿÿHÂHuÈHEØHÙHÇè1Ùÿÿéó }î ttHEÐHÇèzçÿÿHÃHEÐHÇè[ÜÿÿHÇè3âÿÿHÂHuÈHEØHÙHÇèíØÿÿHEÐHÇèAçÿÿHÃHEÐHÇè"ÜÿÿHÇèjßÿÿHÂHuÈHEØHÙHÇè´Øÿÿëy}ï tsHEÐHÇè çÿÿHÇèÈáÿÿHÃHEÐHÇèÙÛÿÿHÂHuÈHEØHÙHÇèsØÿÿHEÐHÇèÇæÿÿHÇèÿÞÿÿHÃHEÐHÇè ÛÿÿHÂHuÈHEØHÙHÇè:ØÿÿHÄ8[]ÃUHåATSHì@H}ØHuЉUÌòEÀHEØHÇèûâÿÿ¿8 è¡åÿÿHËUÌHEй HÆHßèÛÿÿH]èHEÀHUèHE¸òE¸H×è*ÜÿÿHEèHÇè^ÙÿÿHUØHH
HHHJH@HBHEèHÇè¸ÙÿÿëIÄHßè«ÙÿÿLàHÇèPåÿÿHEØHÄ@[A\]ÃUHåATSHì@H}ØHuЉUÌòEÀHEØHÇè<âÿÿ¿8 èâäÿÿHËUÌHEй HÆHßèÈÚÿÿH]èHEÀHUèHE¸òE¸H×èkÛÿÿHEèHÇèØÿÿHUØHH
HHHJH@HBHEèHÇèùØÿÿëIÄHßèìØÿÿLàHÇèäÿÿHEØHÄ@[A\]ÃUHåHì H}èuäH}è u H
µ º H5#¬ H= èÏØÿÿ}ä H
ò´ º H5þ« H={ èªØÿÿEäHHÁàHÇèiÙÿÿHEøH}ø u H
·´ º H5ë H=I èoØÿÿÇEô ë9EôHHÅ HEøH EôHcÐHÐHÀHÐHÁàHÂHEèHÐHEôEô;Eä|¿HEøÉÃUHåSHìhH}ØHuЉUÌòEÀHEØHÇèàÿÿUÌHEЉÖHÇèIáÿÿHEèH]ØHM HE UÌHuèHEòEHÏè±ÖÿÿHE HHE¨HCHE°HCHEèHÇèîÚÿÿHEØHÄh[]ÃUHåSHìhH}ØHuЉUÌòEÀHEØHÇè
àÿÿUÌHEЉÖHÇè¼àÿÿHEèH]ØHM HE UÌHuèHEòEHÏèD×ÿÿHE HHE¨HCHE°HCHEèHÇèaÚÿÿHEØHÄh[]ÃUHåATSHì H½øþÿÿHµðþÿÿìþÿÿò
àþÿÿHØþÿÿH
ÿÿÿHÇèeßÿÿH
@ÿÿÿHÇèVßÿÿ¿8 èüáÿÿHËìþÿÿH
ðþÿÿ¹ HÆHßèÜ×ÿÿHÿÿÿH
àþÿÿHÿÿÿH
Ðþÿÿò
ÐþÿÿH×èpØÿÿH
ÿÿÿHÇè¡ÕÿÿHH ÿÿÿHPH(ÿÿÿH@H
0ÿÿÿH
(ÿÿÿò H
0ÿÿÿòò\Áò
`ÿÿÿH
(ÿÿÿHÀò H
0ÿÿÿHÀòò\Áò
hÿÿÿH
(ÿÿÿHÀò H
0ÿÿÿHÀòò\Áò
pÿÿÿH
`ÿÿÿHÇè ÜÿÿH`ÿÿÿH
àþÿÿHÿÿÿHÎH
Ðþÿÿò
ÐþÿÿH×èÝàÿÿH
ÿÿÿHÇè¾ÔÿÿHH@ÿÿÿHPHHÿÿÿH@H
PÿÿÿH
Hÿÿÿò H
Pÿÿÿòò\ÁòEH
HÿÿÿHÀò H
PÿÿÿHÀòò\ÁòEH
HÿÿÿHÀò H
PÿÿÿHÀòò\ÁòEHUH
`ÿÿÿHÖHÇè»Òÿÿò
ÐþÿÿH
ÐþÿÿH
ÿÿÿòMò
`ÿÿÿòY
ÿÿÿò\Èf(ÁòEòMò
hÿÿÿòY
ÿÿÿò\Èf(ÁòEòMò
pÿÿÿòY
ÿÿÿò\Èf(ÁòEH
`ÿÿÿHÇè°ÚÿÿHEHÇè¤ÚÿÿHU HMH
`ÿÿÿHÎHÇèºÝÿÿHE HÇè~ÚÿÿH
øþÿÿHÇèßßÿÿHEHÇèãàÿÿò
´ f.Èv!HE HÇèÉàÿÿò
q´ f.Èv¸ ë¸ ÀtHU HMH
`ÿÿÿHÎHÇè1ÚÿÿH
`ÿÿÿHÇèàÿÿfWÉf.Áz
fWÉf.Át4HEHÇèbàÿÿò
´ f.ÈwHE HÇèHàÿÿò
ð³ f.Èv¸ ë¸ À HU HMH
`ÿÿÿHÎHÇè¬ÙÿÿH
`ÿÿÿHÇè×ÿÿHEHÇè¡×ÿÿHE HÇè×ÿÿHì H HÇèßÿÿH|ì H HÇèßÿÿH
:¯ º{ H5¦ H=¤ è²ÒÿÿHM HUHµ`ÿÿÿH
øþÿÿHÇèÒÿÿHEÀHÇèHÚÿÿDž ÿÿÿ ëb
ÿÿÿHHÅ H
ðþÿÿHÐHH
øþÿÿHÖHÇèíÏÿÿ
ÿÿÿHHÅ H
ðþÿÿHÐHHEÀHÖHÇè!Ûÿÿ
ÿÿÿ
ÿÿÿ;
ìþÿÿ|H
ÿÿÿHÇèÍÑÿÿHEÀHÇè1Úÿÿò
ÐþÿÿH
øþÿÿHÇèªÝÿÿf.
ÐþÿÿÀtHUÀH
øþÿÿHÖHÇèõ×ÿÿH½Øþÿÿ t6H
ØþÿÿHUÀHHUÈHPHUÐHPHUØHPHUàHP HUèHP(ëIÄHßè7ÑÿÿLàHÇèÜÜÿÿH
øþÿÿHÄ [A\]ÃUHåHìÀ H½hÿÿÿHµ`ÿÿÿ\ÿÿÿò
PÿÿÿH
hÿÿÿHÇèóÜÿÿ\ÿÿÿH
`ÿÿÿÖHÇè\ÚÿÿH
xÿÿÿH}H
Pÿÿÿ\ÿÿÿHµxÿÿÿ¹ H
Hÿÿÿò
HÿÿÿèäÛÿÿH
hÿÿÿHUHHUHPHUHPHUHPHU HP HU¨HP(HU°HP0HU¸HP8HUÀHP@HUÈHPHHUÐHPPHUØHPXHUàHP`HUèHPhHUðHPp¶UøPxH
xÿÿÿHÇèÓÿÿH
hÿÿÿÉÃUHåHì H}øHuðHUèHEøHÇèöÜÿÿfWÉf.Áw H
º¥ H51£ H=Ǥ èÝÏÿÿHEøHÇèAÖÿÿHEøò fWÉf.Á) fWÉf.Á
HEøHÀò fWÉf.ÁzGfWÉf.Áu=HEðfWÒfWÉò° HÇèÙÿÿHEèfWÒò
é¯ fWÀHÇèåØÿÿé
HEøHÀò fWÉf.ÁzGfWÉf.Áu=HEðfWÒfWÉò¤¯ HÇè¤ØÿÿHEèò¯ fWÉfWÀHÇèØÿÿé( HEøHÀH HUøHÂò
òD¯ fWÁHUðHEàòUàf(ÈfWÀH×èCØÿÿHEèfWÒfWÉò'¯ HÇè'ØÿÿéÇ HEøHÀò fWÉf.ÁzgfWÉf.Áu]HEøHÀò fWÉf.ÁzGfWÉf.Áu=HEðfWÒò
ʮ fWÀHÇèÆ×ÿÿHEèò²® fWÉfWÀHÇèª×ÿÿéJ HEøHÀò fWÉf.ÁzcfWÉf.ÁuYHEøH HUøHÂò
òJ® fWÁHUðHEàòUàfWÉH×èM×ÿÿHEèfWÒò
5® fWÀHÇè1×ÿÿéÑ HEøHÀò fWÉf.Áz`fWÉf.ÁuVHEøH HUøHÂò
òѭ fWÁHUðfWÒHEàòMàH×èÔÖÿÿHEèò- fWÉfWÀHÇè¸Öÿÿë[HEøH HUøHÂò
ò{ fWÁHUðfWÒHEàòMàH×è~ÖÿÿHUèHMðHEøHÎHÇèwÖÿÿHEèHÇè;ÓÿÿÉÃUHåHì H}èHuàHEè¾ HÇèhËÿÿH HEøHEàÇ ÇEô éð EôHcÐHEèHÖHÇè6ËÿÿH òHHEøò@f.ÁÀt*EôHcÐHEèHÖHÇèËÿÿH HEøHEàUôé EôHcÐHEèHÖHÇèÛÊÿÿH ò@HEøòHf.Áz7f.Áu1EôHcÐHEèHÖHÇè©ÊÿÿH òHEøò f.Áv¸ ë¸ Àt%EôHcÐHEèHÖHÇèoÊÿÿH HEøHEàUôEôHEèHÇè_Éÿÿ;EôÀ
öþÿÿHEøÉÃUHåSHì(H}ØÇEì ëcEìHcÐHEØHÖHÇèÊÿÿH HXEìHcÐHEØHÖHÇèôÉÿÿH H UìH]ÐòMÐHEÐòEЉÖH=$ ¸ èÆÈÿÿEìHEØHÇèÆÈÿÿ;EìÀuH= èÊÿÿHÄ([]ÃUHåHìH}øHEøHPHEøH HUðòMðHEðòEðH=ӟ ¸ è[ÈÿÿÉÃUHåATSHì@H}ÈHuÀÇEÔ é EԃÀHcÐHEÀHÖHÇè"ÉÿÿL EԃÀHcÐHEÀHÖHÇèÉÿÿHEÔHcÐHEÀHÖHÇèïÈÿÿH LâHÞHÇèîËÿÿÀu H
§ º~ H5O H=8 èûÉÿÿEÔHEÀHÇè»Çÿÿè;EÔÀ
`ÿÿÿHE> HÇèÈÿÿL HEÀHÇèÇÿÿHPÿHEÀHÖHÇègÈÿÿHHEÀHÇèhÇÿÿHPþHEÀHÖHÇèEÈÿÿH LâHÞHÇèDËÿÿÀu H
٦ º H5¥ H=Ξ èQÉÿÿHE> HÇè ÈÿÿL HE> HÇèìÇÿÿHHEÀHÇèíÆÿÿHPÿHEÀHÖHÇèÊÇÿÿH LâHÞHÇèÉÊÿÿÀu H
^¦ º H5* H=£ èÖÈÿÿÇEØ éh ÇEÜ é1 EØHcÐHEÈHÖHÇèiÇÿÿHEÜHcÐHEÀHÖHÇèQÇÿÿH HÞHÇèóÏÿÿÀtéé EØHcÐHEÈHÖHÇè%ÇÿÿHE܃ÀHcÐHEÀHÖHÇè
ÇÿÿH HÞHÇèìÌÿÿÀté¢ EØHcÐHEÈHÖHÇèÞÆÿÿL E܃ÀHcÐHEÀHÖHÇèÃÆÿÿHEÜHcÐHEÀHÖHÇè«ÆÿÿH LâHÞHÇèÔÿÿðÀ> EØHcÐHEÈHÖHÇèzÆÿÿL E܃ÀHcÐHEÀHÖHÇè_ÆÿÿHEÜHcÐHEÀHÖHÇèGÆÿÿH LâHÞHÇèöÎÿÿÛ}àÛmàÝ]¸òM¸òð§ fTÁò
¨ f.Èvé¸ H=G èíÆÿÿEÜHcÐHEÀHÖHÇèèÅÿÿH HÇèDüÿÿE܃ÀHcÐHEÀHÖHÇèÅÅÿÿH HÇè!üÿÿEØHcÐHEÈHÖHÇè¥ÅÿÿH HÇèüÿÿEÜHcÐHEÀHÖHÇè
ÅÿÿH HXEÜHcÐHEÀHÖHÇèiÅÿÿH H H]°òM°HE°òE°H=¥ ¸ è@ÄÿÿE܃ÀHcÐHEÀHÖHÇè(ÅÿÿH HXE܃ÀHcÐHEÀHÖHÇè ÅÿÿH H H]°òM°HE°òE°H=Z ¸ èàÃÿÿEØHcÐHEÈHÖHÇèËÄÿÿH HXEØHcÐHEÈHÖHÇè¯ÄÿÿH H H]°òM°HE°òE°H= ¸ èÃÿÿEØHcÐHEÈHÖHÇèqÄÿÿL E܃ÀHcÐHEÀHÖHÇèVÄÿÿHEÜHcÐHEÀHÖHÇè>ÄÿÿH LâHÞHÇèíÌÿÿÝ]¸òE¸H=¼ ¸ èÃÿÿE܍pU؋E܉щòÆH=£ ¸ èñÂÿÿHÒÞ H HÇèÏÑÿÿH¸Þ H HÇè½ÑÿÿEØHcÐHEÈHÖHÇè¸ÃÿÿL E܃ÀHcÐHEÀHÖHÇèÃÿÿHEÜHcÐHEÀHÖHÇè
ÃÿÿH LâHÞHÇèÆÿÿÀu H
¢ º¥ H5å H= èÄÿÿEÜHEÀHÇèQÂÿÿè;EÜÀ
²ûÿÿEØHcÐHEÈHÖHÇèÃÿÿHHE> HÇèÃÿÿH HÞHÇèéÈÿÿÀtéÊ EØHcÐHEÈHÖHÇèÛÂÿÿHHEÀHÇèÜÁÿÿHPÿHEÀHÖHÇè¹ÂÿÿH HÞHÇèÈÿÿÀtëEØHcÐHEÈHÖHÇèÂÿÿL HE> HÇè|ÂÿÿHHEÀHÇè}ÁÿÿHPÿHEÀHÖHÇèZÂÿÿH LâHÞHÇèYÅÿÿÀu H
î º® H5º H=3 èfÃÿÿEØHEÈHÇè&Áÿÿè;EØÀ
{úÿÿH=E èéÂÿÿHÄ@[A\]ÃUHåSHì8H}ØHuЉŰẺEìëpEÌHcÐHEØHÖHÇè¿ÁÿÿH HUÐHÖHÇè]ÊÿÿÀtEÌë?EìPUìHcÐHEØHÖHÇèÁÿÿHËE̍PUÌHcÐHEØHÖHÇèjÁÿÿH HHEØHÇèhÀÿÿ;EÌÀ
vÿÿÿë HEØHÇè¼ÍÿÿHEØHÇè@Àÿÿ;EìÀuÞHÄ8[]ÃUHåSHì(H}ØHEØHÇèÀÿÿH
ÀÀtéX ÇEì EìEèEèPUèHcÐHEØHÖHÇèÏÀÿÿHËEìPUìHcÐHEØHÖHÇè±ÀÿÿH Hé EìHcÐHEØHÖHÇèÀÿÿHEìèHcÐHEØHÖHÇèvÀÿÿH HÞHÇèÉÿÿÀtEìë?EèPUèHcÐHEØHÖHÇèCÀÿÿHËEìPUìHcÐHEØHÖHÇè%ÀÿÿH HHEØHÇè#¿ÿÿè;EìÀ
\ÿÿÿEèPUèHcÐHEØHÖHÇèç¿ÿÿHËEìPUìHcÐHEØHÖHÇèɿÿÿH Hë HEØHÇè5ÌÿÿHEØHÇ蹾ÿÿ;EèÀuÞHÄ([]ÃUHåATSHì H}HuHEHÇ膾ÿÿHøw H
Y º H5å H=¹ èÀÿÿHUHEHÖHÇè®ÂÿÿHHUÐHPHUØH@HEàEHcÐHEHÖHÇè¿ÿÿHÃHE¾ HÇèþ¾ÿÿHÞHÇèóÃÿÿHE¾ HÇèâ¾ÿÿHHEº HÎHÇèÛüÿÿÇE ë@EHcÐHEHÖHÇ譾ÿÿH H
Àu H
º H5 H=ü èƿÿÿEHEHÇ膽ÿÿ;EÀuªHEHÇèp½ÿÿE HEHÇèAÈÿÿHÃHÇEÈ HEHÇèºÃÿÿHEÀHUÈHEÀHÖHÇèÉÿÿHUÐH$HUØHT$HUàHT$HÞHÇèNÄÿÿHEHÇèÓüÿÿE HcÐHEHÖHÇè]ÉÿÿÇE¤ ÇEÿÿÿÿÇE¨ HE¾ HÇ跽ÿÿH ò fÀfZØó]¬ÇE ëAEHcÐHEHÖHÇ腽ÿÿH òóE¬ZÀf.ȸ f.ÈDÀtë EE;E |·EèE°E è;E°
Û E¨HcÐHEHÖHÇè$½ÿÿHÂHEHÖHÇèÂÃÿÿE°HcÐHEHÖHÇèý¼ÿÿH òPòxÿÿÿE¨HcÐHEHÖHÇèؼÿÿH ò@òxÿÿÿf.и f.ÐDÀt'E°HcÐHEHÖHÇ蜼ÿÿHÂHEHÖHÇè:ÃÿÿE¨HcÐHEHÖHÇèu¼ÿÿHÂHEHÖHÇèÃÿÿé E èE´E èHcÐHEHÖHÇè=¼ÿÿH ò fÀfZàóe¸E èEëAEHcÐHEHÖHÇè ¼ÿÿH òóE¸ZÀf.ȸ f.ÈDÀtë
m} y¹EÀE¼E¨HcÐHEHÖHÇ蹻ÿÿHÂHEHÖHÇèWÂÿÿEE°Eé& EHcÐHEHÖHÇ胻ÿÿL E¼HcÐHEHÖHÇèk»ÿÿHE¨HcÐHEHÖHÇèS»ÿÿH LâHÞHÇèrÁÿÿWÉ.ÁrE;E¼}¸ ë¸ Àté« ëxEHcÐHEHÖHÇè»ÿÿL EHcÐHEHÖHÇèîºÿÿHEèHcÐHEHÖHÇèӺÿÿH LâHÞHÇèòÀÿÿWÉ.ÁÀtëmHEHÇè#Çÿÿ} EEHcÐHEHÖHÇ脺ÿÿHÂHEHÖHÇè"ÁÿÿEE;E¼À
ÅþÿÿE´;E¼t'E´HcÐHEHÖHÇè@ºÿÿHÂHEHÖHÇèÞÀÿÿEE¤E¼Eé( EHcÐHEHÖHÇèºÿÿL E°HcÐHEHÖHÇèð¹ÿÿHE´HcÐHEHÖHÇèعÿÿH LâHÞHÇè÷¿ÿÿWÉ.ÁrE;E°~¸ ë¸ Àté ëxEHcÐHEHÖHÇ苹ÿÿL EHcÐHEHÖHÇès¹ÿÿHEèHcÐHEHÖHÇèX¹ÿÿH LâHÞHÇèw¿ÿÿWÉ.ÁÀtëmHEHÇè¨ÅÿÿE;E¤EEHcÐHEHÖHÇè¹ÿÿHÂHEHÖHÇ西ÿÿmE;E°À
ÃþÿÿE°;E¨t'E¨HcÐHEHÖHÇèøÿÿHÂHEHÖHÇèa¿ÿÿHĐ [A\]ÃUHåHì0H}èuäÇEü é EüHHÅ HEèHÐH HÀHEüHHÅ HEèHÐH HÀHEüHH4Å HEèHðH H uüHMØòUØHUØòMØHEØòEØH= ¸ è·ÿÿEüEü;EäkÿÿÿÉÃUHåHì H}øHuðHUèHEøHÇ胿ÿÿHEðHÇèw¿ÿÿHEèHÇèk¿ÿÿHEøHÇèßÅÿÿò
f.Èv;HEðHÇèÅÅÿÿò
m f.Èv!HEèHÇè«Åÿÿò
S f.Èv¸ ë¸ Àt H
æ º~ H5ҋ H=f è~¸ÿÿHEøHÇèbÅÿÿò
f.Èv!HEðHÇèHÅÿÿò
ð f.Èv¸ ë¸ Àt HUðHMøHEèHÎHÇ賾ÿÿég HEøHÇèÅÿÿò
ª f.Èv!HEèHÇèèÄÿÿò
f.Èv¸ ë¸ Àt HUèHMøHEðHÎHÇèS¾ÿÿé HEðHÇè¢Äÿÿò
J f.Èv!HEèHÇèÄÿÿò
0 f.Èv¸ ë¸ Àt HUèHMðHEøHÎHÇèó½ÿÿé§ HEøHÇèBÄÿÿò
ê f.ÈÀtHUøHMèHEðHÎHÇèÈÀÿÿëoHEðHÇè
Äÿÿò
² f.ÈÀtHUðHMèHEøHÎHÇèÀÿÿë7HEèHÇèÒÃÿÿò
z f.ÈÀtHUèHMðHEøHÎHÇèXÀÿÿÉÃUHåHì H}øHuðHUèHUèHMðHEøHÎHÇèWýÿÿHUðHEøHÖHÇèg´ÿÿò
ߖ fWÁHUøHEðHÖHÇèx¹ÿÿHEðHÇ輼ÿÿHUèHEøHÖHÇè)´ÿÿò
¡ fWÁHUøHEèHÖHÇè:¹ÿÿHUèHEðHÖHÇè÷³ÿÿò
o fWÁHUðHEèHÖHÇè¹ÿÿHEèHÇèL¼ÿÿÉÃUHåSHìÈ H½HþÿÿHµ@þÿÿ<þÿÿ8þÿÿH
`þÿÿHÇè
ÁÿÿDž\þÿÿ é± H
àþÿÿHÇèǾÿÿ\þÿÿºVUUUÈ÷êÈÁø )ÐÀÐ)IʉÖH}èL¿ÿÿHÇèDÂÿÿfWÉf.Á¸ fWÉf.ÁDÀt1H=â èٴÿÿH}èà»ÿÿHÁÎ H HÇè¾Áÿÿ» é \þÿÿºVUUUÈ÷êÈÁø )ÐÀÐ)IʉÖH}èɾÿÿHƋ<þÿÿH@þÿÿH
àþÿÿHÇè*¶ÿÿH
àþÿÿHÇè;µÿÿH
àþÿÿHÇ茷ÿÿHH`þÿÿHPHhþÿÿHPHpþÿÿHPHxþÿÿHP HþÿÿHP(HþÿÿHP0HþÿÿHP8HþÿÿHP@H þÿÿHPHH¨þÿÿHPPH°þÿÿHPXH¸þÿÿHP`HÀþÿÿHPhHÈþÿÿHPpHÐþÿÿ¶@x
ØþÿÿH
`þÿÿHÇ诿ÿÿò
0þÿÿH}螿ÿÿf.
0þÿÿÀµ H
`þÿÿHEH
hþÿÿHEH
pþÿÿHE H
xþÿÿHE(H
þÿÿHE0H
þÿÿHE8H
þÿÿHE@H
þÿÿHEHH
þÿÿHEPH
¨þÿÿHEXH
°þÿÿHE`H
¸þÿÿHEhH
ÀþÿÿHEpH
ÈþÿÿHExH
ÐþÿÿH
¶
Øþÿÿ
» H
àþÿÿHÇè¼ÿÿûu
\þÿÿ
\þÿÿ;
8þÿÿ=ýÿÿH
HþÿÿHUHHUHPHU HPHU(HPHU0HP HU8HP(HU@HP0HUHHP8HUPHP@HUXHPHHU`HPPHUhHPXHUpHP`HUxHPhH HPpH HPxë HÃH
àþÿÿHÇè¼ÿÿHØHÇ訽ÿÿH
HþÿÿHÄÈ []ÃUHåHì H½øþÿÿHµðþÿÿìþÿÿò
àþÿÿH
ÿÿÿHÇè}ÿÿH
øþÿÿHÇ貽ÿÿHEìþÿÿHµðþÿÿ¹ fWÀHÇèмÿÿHEH
ÿÿÿHEH
ÿÿÿHEH
ÿÿÿHEH
ÿÿÿHE H
ÿÿÿHE¨H
(ÿÿÿHE°H
0ÿÿÿHE¸H
8ÿÿÿHEÀH
@ÿÿÿHEÈH
HÿÿÿHEÐH
PÿÿÿHEØH
XÿÿÿHEàH
`ÿÿÿHEèH
hÿÿÿHEðH
pÿÿÿ¶Eø
xÿÿÿHEìþÿÿHµðþÿÿH ÿÿÿH $HÿÿÿHL$HÿÿÿHL$HÿÿÿHL$H ÿÿÿHL$ H(ÿÿÿHL$(H0ÿÿÿHL$0H8ÿÿÿHL$8H@ÿÿÿHL$@HHÿÿÿHL$HHPÿÿÿHL$PHXÿÿÿHL$XH`ÿÿÿHL$`HhÿÿÿHL$hHpÿÿÿHL$pHxÿÿÿHL$x¹
HÇèԮÿÿH
øþÿÿHUHHUHPHUHPHUHPHU HP HU¨HP(HU°HP0HU¸HP8HUÀHP@HUÈHPHHUÐHPPHUØHPXHUàHP`HUèHPhHUðHPp¶UøPxH
øþÿÿÉÃUHåHì}üuø}ü tEü;EøuEøë=}ø uEüë2Eü;Eø~Eü÷}øЋUø։Çè·ÿÿÿëEø÷}üEü։Çè¢ÿÿÿÉÃUHåHì}üuøUôEüÁø 1Eü)EüEøÁø 1Eø)EøEôÁø 1Eô)Eô}ü uUôEø։ÇèVÿÿÿëK}ø uUôEü։Çè?ÿÿÿë4}ô uUøEü։Çè(ÿÿÿë UôEø։ÇèÿÿÿEü։Çè ÿÿÿÉÃUHåSHìè H½¸ýÿÿHµ°ýÿÿH¨ýÿÿ¤ýÿÿD
ýÿÿDýÿÿH
àýÿÿHÇè8ºÿÿýÿÿ
ýÿÿUΉÇè ÿÿÿøÀté$ ½ ýÿÿ u½ýÿÿ u } ué ò*Uò*ýÿÿò*
ýÿÿHÀýÿÿH
¸ýÿÿHÖHÇ覭ÿÿH
àþÿÿHÇè·ÿÿ¤ýÿÿH¨ýÿÿHµÀýÿÿH
àþÿÿHÇè$¯ÿÿH
àþÿÿHÇè5®ÿÿH
àþÿÿHÇ膰ÿÿHHàýÿÿHPHèýÿÿHPHðýÿÿHPHøýÿÿHP H þÿÿHP(HþÿÿHP0HþÿÿHP8HþÿÿHP@H þÿÿHPHH(þÿÿHPPH0þÿÿHPXH8þÿÿHP`H@þÿÿHPhHHþÿÿHPpHPþÿÿ¶@x
XþÿÿH
`þÿÿ¤ýÿÿHµ¨ýÿÿHàýÿÿH $HèýÿÿHL$HðýÿÿHL$HøýÿÿHL$H þÿÿHL$ HþÿÿHL$(HþÿÿHL$0HþÿÿHL$8H þÿÿHL$@H(þÿÿHL$HH0þÿÿHL$PH8þÿÿHL$XH@þÿÿHL$`HHþÿÿHL$hHPþÿÿHL$pHXþÿÿHL$x¹
HÇ踪ÿÿH
`þÿÿH
àýÿÿH
hþÿÿH
èýÿÿH
pþÿÿH
ðýÿÿH
xþÿÿH
øýÿÿH
þÿÿH
þÿÿH
þÿÿH
þÿÿH
þÿÿH
þÿÿH
þÿÿH
þÿÿH
þÿÿH
þÿÿH
¨þÿÿH
(þÿÿH
°þÿÿH
0þÿÿH
¸þÿÿH
8þÿÿH
ÀþÿÿH
@þÿÿH
ÈþÿÿH
HþÿÿH
ÐþÿÿH
Pþÿÿ¶
Øþÿÿ
XþÿÿH
àýÿÿHÇèê¶ÿÿò
ýÿÿH
°ýÿÿHÇèӶÿÿf.
ýÿÿÀµ H
°ýÿÿHàýÿÿHHèýÿÿHPHðýÿÿHPHøýÿÿHPH þÿÿHP HþÿÿHP(HþÿÿHP0HþÿÿHP8H þÿÿHP@H(þÿÿHPHH0þÿÿHPPH8þÿÿHPXH@þÿÿHP`HHþÿÿHPhHPþÿÿHPp¶XþÿÿPxH
àþÿÿHÇèü³ÿÿë HÃH
àþÿÿHÇèè³ÿÿHØHÇ荵ÿÿHÄè []ÃUHåHì° H½èþÿÿHµàþÿÿÜþÿÿØþÿÿH
ÿÿÿHÇ诵ÿÿH
èþÿÿHÇ蠵ÿÿHEÜþÿÿHµàþÿÿ¹ fWÀHÇ辴ÿÿHEH
ÿÿÿHEH
ÿÿÿHEH
ÿÿÿHEH
ÿÿÿHE H
ÿÿÿHE¨H
(ÿÿÿHE°H
0ÿÿÿHE¸H
8ÿÿÿHEÀH
@ÿÿÿHEÈH
HÿÿÿHEÐH
PÿÿÿHEØH
XÿÿÿHEàH
`ÿÿÿHEèH
hÿÿÿHEðH
pÿÿÿ¶Eø
xÿÿÿH
èþÿÿH ÿÿÿHHÿÿÿHPHÿÿÿHPHÿÿÿHPH ÿÿÿHP H(ÿÿÿHP(H0ÿÿÿHP0H8ÿÿÿHP8H@ÿÿÿHP@HHÿÿÿHPHHPÿÿÿHPPHXÿÿÿHPXH`ÿÿÿHP`HhÿÿÿHPhHpÿÿÿHPp¶xÿÿÿPxH
ÿÿÿHÇèû³ÿÿfWÉf.Á¸ fWÉf.ÁDÀt2ÜþÿÿH
àþÿÿÖHÇèe²ÿÿH=« 虧ÿÿH
ÿÿÿHÇ蚮ÿÿH}ÜþÿÿHµàþÿÿH
èþÿÿHH $HHHL$HHHL$HHHL$HH HL$ HH(HL$(HH0HL$0HH8HL$8HH@HL$@HHHHL$HHHPHL$PHHXHL$XHH`HL$`HHhHL$hHHpHL$pH@xHD$x¹
èڥÿÿHEH
ÿÿÿHEH
ÿÿÿHEH
ÿÿÿHEH
ÿÿÿHE H
ÿÿÿHE¨H
(ÿÿÿHE°H
0ÿÿÿHE¸H
8ÿÿÿHEÀH
@ÿÿÿHEÈH
HÿÿÿHEÐH
PÿÿÿHEØH
XÿÿÿHEàH
`ÿÿÿHEèH
hÿÿÿHEðH
pÿÿÿ¶Eø
xÿÿÿH
èþÿÿH ÿÿÿHHÿÿÿHPHÿÿÿHPHÿÿÿHPH ÿÿÿHP H(ÿÿÿHP(H0ÿÿÿHP0H8ÿÿÿHP8H@ÿÿÿHP@HHÿÿÿHPHHPÿÿÿHPPHXÿÿÿHPXH`ÿÿÿHP`HhÿÿÿHPhHpÿÿÿHPp¶xÿÿÿPxH
ÿÿÿHÇ臱ÿÿfWÉf.Á¸ fWÉf.ÁDÀtH=^~ è<¥ÿÿH
ÿÿÿHÇè=¬ÿÿ
Øþÿÿ÷؉
ôþÿÿé
Øþÿÿ÷؉
øþÿÿëbDžüþÿÿ ëADøþÿÿD
ôþÿÿÜþÿÿHàþÿÿHµèþÿÿH
ÿÿÿ½üþÿÿ<$HÇèxöÿÿ
üþÿÿ
üþÿÿ;
Øþÿÿ~±
øþÿÿ
øþÿÿ;
Øþÿÿ~
ôþÿÿ
ôþÿÿ;
ØþÿÿgÿÿÿH}ÜþÿÿHµàþÿÿH
èþÿÿHH $HHHL$HHHL$HHHL$HH HL$ HH(HL$(HH0HL$0HH8HL$8HH@HL$@HHHHL$HHHPHL$PHHXHL$XHH`HL$`HHhHL$hHHpHL$pH@xHD$x¹
èѢÿÿH
èþÿÿHUHHUHPHUHPHUHPHU HP HU¨HP(HU°HP0HU¸HP8HUÀHP@HUÈHPHHUÐHPPHUØHPXHUàHP`HUèHPhHUðHPp¶UøPxH
èþÿÿÉÃUHåHì H}HuHxÿÿÿtÿÿÿL
hÿÿÿHU HMH
hÿÿÿHÎHÇèQ®ÿÿòM ò*
tÿÿÿòYÁò, E}ÿ| E;
tÿÿÿ~ H
т ºÆ H5]v H=î{ è £ÿÿ} yÇE E;
tÿÿÿ|
tÿÿÿèEòM¨ò*
tÿÿÿòYÁò, E}ÿ| E;
tÿÿÿ~ H
e ºÎ H5ñu H=²{ 蝢ÿÿ} yÇE E;
tÿÿÿ|
tÿÿÿèEE¯
tÿÿÿEЉEEHHÅ HEHÐH H
Àu>EHHÅ HEH EHHÅ H
xÿÿÿHÐHUHH Hé¸ EHHÅ HEHÐHHUàH
hÿÿÿHÎHÇèެÿÿòMðòE°f.ÁvEHHÅ HEHÂHEHEHHÅ H
xÿÿÿHÐHHUÀH
hÿÿÿHÎHÇ胬ÿÿòEÐòM°f.Áwë EHHÅ H
xÿÿÿHÂHEHÉÃUHåSHìhH}¨u¤HUM } H
= ºô H5it H=Tz è¡ÿÿHEHÇè ÿÿE ÂÁê ÐÑøò*À贬ÿÿò, E̋E̯ẺEк EÌH¯ЋEÌH¯EԋEÔHHÇ莡ÿÿHE؋EÔHHÇè}¡ÿÿHEàE HHÁàHÇèh¡ÿÿHEèH}Ø u H
º H5Âs H=½y èn ÿÿH}à u H
p º H5s H=©y èH ÿÿH}è u H
J º H5vs H=y è" ÿÿÇEÀ ë9EÀHHÅ HEàHEÀHH Å HEØHÈHÇ H HEÀEÀ;EÐ|¿ÇEÄ ë5EÄHHÅ HE¨HÐH H}MÌHUØHuàIøHÇè üÿÿEÄEÄ;E¤|ÃÇE¼ ÇEÈ éÀ EÈHHÅ HEàHÐH H
Àué E¼PU¼HHÅ HEèHEÈHH Å HEàHÈH HEÈHHÅ HEàHÐHEÈHH Å HEØHÈH H9Ât4E¼PU¼HHÅ HEèHEÈHH Å HEØHÈH HEÈEÈ;EÐ4ÿÿÿë=E¼PU¼HHÅ HEèH 衩ÿÿ÷}¤ÐHHÅ HE¨HÐH HE¼;E |»HEàHÇ谡ÿÿHEØHÇ褡ÿÿHEèHÄh[]ÃUHåHì° H½hþÿÿHµ`þÿÿ\þÿÿXþÿÿD
TþÿÿH
þÿÿHÇèî©ÿÿH
ÿÿÿHÇèߩÿÿ
Tþÿÿ;
\þÿÿ|'H
hþÿÿXþÿÿ\þÿÿHµ`þÿÿHÇ违ÿÿéÎ HE\þÿÿHµ`þÿÿ¹ fWÀHÇèȨÿÿHEH
þÿÿHEH
þÿÿHEH
þÿÿHEH
þÿÿHE H
þÿÿHE¨H
¨þÿÿHE°H
°þÿÿHE¸H
¸þÿÿHEÀH
ÀþÿÿHEÈH
ÈþÿÿHEÐH
ÐþÿÿHEØH
ØþÿÿHEàH
àþÿÿHEèH
èþÿÿHEðH
ðþÿÿ¶Eø
øþÿÿTþÿÿHþÿÿµ\þÿÿH
`þÿÿHÇ藦ÿÿH
xþÿÿHEXþÿÿTþÿÿHµxþÿÿHÇ衜ÿÿHEH
ÿÿÿHEH
ÿÿÿHEH
ÿÿÿHEH
ÿÿÿHE H
ÿÿÿHE¨H
(ÿÿÿHE°H
0ÿÿÿHE¸H
8ÿÿÿHEÀH
@ÿÿÿHEÈH
HÿÿÿHEÐH
PÿÿÿHEØH
XÿÿÿHEàH
`ÿÿÿHEèH
hÿÿÿHEðH
pÿÿÿ¶Eø
xÿÿÿDžtþÿÿ ë6
tþÿÿHHÅ H
`þÿÿHÐHH
ÿÿÿHÖHÇègÿÿ
tþÿÿ
tþÿÿ;
\þÿÿ|¼H
hþÿÿH ÿÿÿHHÿÿÿHPHÿÿÿHPHÿÿÿHPH ÿÿÿHP H(ÿÿÿHP(H0ÿÿÿHP0H8ÿÿÿHP8H@ÿÿÿHP@HHÿÿÿHPHHPÿÿÿHPPHXÿÿÿHPXH`ÿÿÿHP`HhÿÿÿHPhHpÿÿÿHPpHxÿÿÿHPxH
hþÿÿÉÃUHåHì° H½hÿÿÿHµ`ÿÿÿ\ÿÿÿXÿÿÿD
TÿÿÿH
hÿÿÿHÇ蘦ÿÿ\ÿÿÿH
`ÿÿÿÖHÇè¤ÿÿH
xÿÿÿHE½TÿÿÿXÿÿÿ\ÿÿÿHµxÿÿÿAøHÇ袛ÿÿH
hÿÿÿHUHHUHPHUHPHUHPHU HP HU¨HP(HU°HP0HU¸HP8HUÀHP@HUÈHPHHUÐHPPHUØHPXHUàHP`HUèHPhHUðHPp¶UøPxH
xÿÿÿHÇè.ÿÿH
hÿÿÿÉÃUHåHì}üuø}üu2}øÿÿ u)H=q» èûÿÿHT» H5^» H³ HÇ莛ÿÿÉÃUHå¾ÿÿ ¿ è¥ÿÿÿ]ÃUHåH}øº@ HEøH½ÀHð?HH)ÂHÐHè]ÃUHåH}øHuðHEð]ÃUHåHìH}øHEøòHEøò òYÈHEøHÀòHEøHÀò òYÂòXÈHEøHÀòHEøHÀò òYÂòXÁ虤ÿÿòEðHEðHEðòEðÉÃUHåHì H}èHEèHÇ蝥ÿÿòEàHEàHEøòEøf.ëx vòéx f.EøvëOHEèò ò^EøHEèò HEèHÀHUèHÂòò^Eøò HEèHÀHUèHÂòò^Eøò ÉÃUHåH}øHuðHEðH HUøHHEøHPHEðH@HHEøHPHEðH@H]ÃUHåH}øHEøHPHEøHH¸ HHHHHUøH]ÃUHåHìH}øHEøHÀHHEøHÀHHEøH HMðòUðHUðòMðHEðòEðH= i ¸ è&ÿÿÉÃUHåH}øHuðHEøòHEðò òYÈHEøHÀòHEðHÀò òYÂòXÈHEøHÀòHEðHÀò òYÂòXÁòEèHEèHEèòEè]ÃUHåH}øHuðHUèHEøHÀòHEðHÀò òYÁHEøHÀòHEðHÀòòYÊò\ÁHEèò HEèHPHEøòHEðHÀò òYÁHEøHÀòHEðòòYÊò\Áò
Èv fWÁòHEèHPHEøòHEðHÀò òYÁHEøHÀòHEðòòYÊò\Áò]ÃUHåHì0H}èHuàHEèò HEàòò\ÁòEðHEèHÀò HEàHÀòò\ÁòEøòEðf(ÈòYMðòEøòYEøòXÁèc¡ÿÿòEØHEØHEØòEØÉÃUHåHì@H}ØHuÐHEØò HEÐòò\ÁòEèHEØHÀò HEÐHÀòò\ÁòEðHEØHÀò HEÐHÀòò\ÁòEøòEèf(ÈòYMèòEðòYEðòXÈòEøòYEøòXÁ赠ÿÿòEÈHEÈHEÈòEÈÉÃUHåHìPH}ÈHuÀHU¸HEÈò HEÀòò\ÁòEØHEÈHÀò HEÀHÀòò\ÁòEàHEÈHÀò HEÀHÀòò\ÁòEèòEØf(ÈòYMØòEàòYEàòXÈòEèòYEèòXÁè ÿÿòE°HE°HEðHE¸ò f(ÈòYMØHE¸HÀò òYEàòXÈHE¸HÀò òYEèòXÁòEøòEðòYEðòMøòYMøò\Á號ÿÿòE°HE°HE°òE°ÉÃUHåH}øòEðòMèòUàHUøHEðHHEøHPHEèHHEøHPHEàH]ÃUHåHì H}øòEðòMèòUàHUøHEðHHEøHPHEèHHEøHPHEàHHEøHÇ裙ÿÿÉÃUHåH}øHuðHEøò HEðòò\Áf.as HEøò HEðòò\Áò
Gs f.È HEøò HEðòò\Áf.s viHEøò HEðòò\Áò
s f.ÈvGHEøò HEðòò\Áf.Ùr v)HEøò HEðòò\Áò
Ãr f.Èv¸ ë¸ ]ÃUHåH}øòEðHuèHEøòHEèò òYEðòXÁHEøò HEøHÀHUøHÂò
HUèHÂòòYEðòXÁò HEøHÀHUøHÂò
HUèHÂòòYEðòXÁò ]ÐUHåH}øHEøHÇ@ HEøHÇ@ HUø¸ H]ÃUHåHì0H}øHuðHUèHMàHEøHUðHPHEøHUèHPHEøHHHEøH@HUàHÎHÇècÿÿòEØHEØHUøHÉÐUHåH}øHuðHUø¸ HHEøHUðHPHEøHPHEøHP]ÃUHåHì0H}èHuàHUØHUØHEàHÖHÇèãÿÿòEÐHEÐHEøHEèò f.Eørë#HUèHEøHHEèHUàHPHEèHUØHPÉÃUHåHì@H}èHuàHUØHMÐHUÐHMØHEàHÎHÇ聐ÿÿòEÈHEÈHEøHEèò f.Eørë#HUèHEøHHEèHUàHPHEèHUØHPÉÃUHåHì H}øHuðHUèHUèHMðHEøHÎHÇè#ÿÿÉÐUHåHì H}øHuðHUèHMàHMàHUèHuðHEøHÇè ÿÿÉÃUHåHì0H}èHuàHUØÇEü é¡ EüHHÅ HEØHEüHH Å HEàHÈHÖHÇè;ÿÿH HUèMüHcÉHʋEüHHÀHÅ HEØHÐHPEüHHÀH Å HEàHÈHÀHÖHÇèÿÿH HUèMüHcÉHÁHDÊEü}üUÿÿÿÉÐUHåH}èHuàÇEü ëPEüHHÅ HEàH HEèUüHcÒò ÐHEèUüHcÒHÂòDÐòXÁò
o ò^ÁòEü}ü~ª]ÐUHåHì0H}ØH¸ ð?HEðÇEì ë1UìHE؉ÖHÇè ÿÿòEÐHEÐHEøòEðòYEøòEðEì}ì~ÉHEðHEÐòEÐÉÐUHåH}èÇEü ë8HUèEüHcÈH¸@µx ¯DHÊHUèEüHHHH¸@µx ¯ÄHDÊEü}ü~Â]ÐUHåH}øuôEôHHÅ HEøHÐ]ÐUHåH}øuôEôHHÀHÅ HEøHÐHÀ]ÐUHåH}èHuàÇEü é² EüHHÅ HEàHÐòHEèUüHcÒòÐf.Áv%EüHHÅ HEàHÐH HUèMüHcÉHʋEüHHÅ HEàHÐò HEèUüHcÒHÂòLÐf.Áv*EüHHÅ HEàHÐH HUèMüHcÉHÁHDÊEü}üDÿÿÿ]ÃUHåH}øuôHEøUôHcÒHÂòDÐHEøUôHcÒò Ðò\ÁòEèHEèHEèòEè]ÃUHåHì H}èÇEð HEè¾ HÇè
ÿÿòEàHEàHEøÇEô ëEUôHEèÖHÇèãÿÿf.EøÀt$UôHEèÖHÇèƑÿÿòEàHEàHEøEôEðEô}ô~µEðÉÃUHåHì0H}ظ HEðÇEì ë:UìHE؉ÖHÇèuÿÿòEÐHEÐHEøòEøòYEøòMðòXÁòEðEì}ì~ÀHEðHEÐòEÐè$ÿÿòEÐHEÐHEÐòEÐÉÃUHåH}øHEøÆ@x ]ÃUHåH}ØHEØò@PHEØòHHò\ÁòEèHEØò@`HEØòHXò\ÁòEðHEØò@pHEØòHhò\ÁòEøòEèòYEðòYEøòEÐHEÐHEÐòEÐ]ÃUHåHì0H}ØHEØò@PHEØòHHò\ÁHEØòHpHEØòPhò\Êf.Á HEØHPpHEØHÀPHÖHÇèUÿÿHEØHPhHEØHÀHHÖHÇè:ÿÿHMØHEຠHÎHÇè2ÿÿHEØHH0HEغ HÎHÇèÿÿHEØHH0HEຠHÆHÏèúÿÿHEØò@`HEØòHXò\ÁHEØòHpHEØòPhò\Êf.ÁvHEØHPpHEØHÀ`HÖHÇ蝊ÿÿHEØHPhHEØHÀXHÖHÇ肊ÿÿHEØHPHEàHÖHÇèëÿÿHEØHP0HEØHÀHÖHÇèІÿÿHEØHP0HEàHÆH×蹆ÿÿÉÐUHåHìH}øuô}ô uHEøë?}ôu
HEøHÀë/}ôu
HEøHÀ0ë H
´g ºí H5Z H=ÔZ èìÿÿÉÃUHåH}èHuàòEØòMÐòUÈÇEü ënEüHHÅ HEàH HEèUüHcÒòÐf(ÈòYMØHEèUüHcÒHÂòDÐòYEÐòXÈHEèUüHcÒHÂòÐòYEÈòXÁòEü}ü~]ÃUHåHìpH}¸òE°òM¨òU HE¸òHHHE¸ò@PHE¸òPHò\ÂòYE°òXÁòEÈHE¸òHXHE¸ò@`HE¸òPXò\ÂòYE¨òXÁòEÐHE¸òHhHE¸ò@pHE¸òPhò\ÂòYE òXÁòEØHEàHÇ肔ÿÿHM¸HEÈHUàHÎHEòEH×袊ÿÿHE¸HHHEÐHUàHÎHEòEH×è~ÿÿHE¸HH0HEØHUàHÎHEòEH×èZÿÿHEàHÇèÿÿÉÃUHåATSHìH}èH=Y èFÿÿHEèfWÒfWÉfWÀHÇèIÿÿHEèòug fWÉfWÀHÇè-ÿÿHEèfWÒò
Ug fWÀHÇèÿÿHEèò=g ò
5g fWÀHÇèñÿÿHEèfWÒfWÉòg HÇèՈÿÿHEèòg fWÉòõf HÇ赈ÿÿHEèfWÒò
Ýf òÕf HÇ蕈ÿÿHEèòÁf ò
¹f ò±f HÇèqÿÿHEèHÇèåÿÿòEàHEàHEàòEàH= X ¸ 貃ÿÿH=X 薅ÿÿHEèHÇèzÿÿHEèHÀHÇèjÿÿHEèHÀ0HÇèZÿÿHEèHP0HEèHÀHÖHÇ菃ÿÿòEàLeàHEèHP0HEèHÖHÇèoÿÿòEàH]àHEèHPHEèHÖHÇèOÿÿòEàHEàLeàòUàH]àòMàHEàòEàH=lW ¸ èêÿÿH=sW è΄ÿÿHÄ[A\]ÐUHåHìH}øHuðHEøfWÒfWÉòxe HÇè؈ÿÿHEøHÀfWÒò
\e fWÀHÇ踈ÿÿHEøHÀ0ò@e fWÉfWÀHÇ蘈ÿÿHEð¾ HÇègÿÿH HUøHBHHEð¾ HÇèKÿÿH HUøHBPHEð¾ HÇè/ÿÿH HUøHBXHEð¾ HÇèÿÿH HUøHB`HEð¾ HÇè÷ÿÿH HUøHBhHEð¾ HÇèۂÿÿH HUøHBpHEøÆ@xÉÃUHåATSHì0H}èHuàHUØHMÐHE躀 ¾ HÇèÿÿHEèHUàHÖHÇè"ÿÿHEèHPHEØHÆH×è ÿÿHEèHP0HEÐHÆH×èôÿÿHEèHÇèèÿÿHEèHÀHÇè؉ÿÿHEèHÀ0HÇèȉÿÿHEèHPHEèHÖHÇè1ÿÿò
Éc fTÁò
Íc f.ÈðÀuvHEèHP0HEèHÖHÇèøÿÿò
c fTÁò
c f.ÈðÀu=HEèHP0HEèHÀHÖHÇ軀ÿÿò
Sc fTÁò
Wc f.ÈðÀt¸ ë¸ ÀÌ HEèHP0HEèHÀHÖHÇèjÿÿòEÈLeÈHEèHP0HEèHÖHÇèJÿÿòEÈH]ÈHEèHPHEèHÖHÇè*ÿÿòEÈHEÈLeÈòUÈH]ÈòMÈHEÈòEÈH=T ¸ èÅÿÿHEàHÇ虆ÿÿHEØHÇ荆ÿÿHEÐHÇ聆ÿÿH H HÇèÿÿHh H HÇèmÿÿHEèHPHEèHÖHÇèÿÿò
.b fTÁò
2b f.Èw H
U^ ºo H5S H=*T èmÿÿHEèHP0HEèHÖHÇèFÿÿò
Þa fTÁò
âa f.Èw H
^ ºp H5ÉR H=
T è ÿÿHEèHP0HEèHÀHÖHÇèò~ÿÿò
a fTÁò
a f.Èw H
±] ºq H5uR H=æS èɀÿÿH]èHEèHUèHÂ0HÆH×è~ÿÿò
a fWÁHEèHÀ0HÞHÇ诃ÿÿHEèHXHEèHPHEèHÀ0HÖHÇè\~ÿÿò
Ô` fWÁHEèHÀ0HÞHÇèmÿÿHEèHÀ0HÇ譆ÿÿHÄ0[A\]ÃUHåHì@H}ØHuÐHEØHUÐHÖHÇè~ÿÿòEÈHEÈHEèHEØHPHEÐHÆH×èÝ}ÿÿòEÈHEÈHEðHEØHP0HEÐHÆH×è¹}ÿÿòEÈHEÈHEøHEض@xðÀtaHEØÆ@xHUØHEèHBPHEØH@PHUØHBHHUØHEðHB`HEØH@`HUØHBXHUØHEøHBpHEØH@pHUØHBhé´ HEØò@Hf.Eèv HUØHEèHBHHEØò@Xf.Eðv HUØHEðHBXHEØò@hf.Eøv HUØHEøHBhHEØòHPòEèf.Áv HUØHEèHBPHEØòH`òEðf.Áv HUØHEðHB`HEØòHpòEøf.Áv HUØHEøHBpÉÃUHåSHì(H}èHuàHUØHEèHUàHÖHÇè^|ÿÿHEèòHHò\ÁHEèòHPHEèòPHò\Êò^ÁHEØò HEØHXHEèHPHEàHÆH×è|ÿÿHEèòHXò\ÁHEèòH`HEèòPXò\Êò^ÁòHEØHXHEèHP0HEàHÆH×èÆ{ÿÿHEèòHhò\ÁHEèòHpHEèòPhò\Êò^ÁòHÄ([]ÃUHåH}øHEøH@8HÂHEøH@0H)ÂHÐHÁø]ÐUHåHì H}øHuðHUèHEøHÇè
ÿÿHEøHÇ@X HEøHPXHEøHPPHEøHUðHP0HEøHUèHP8HUøH¸ ð¿HBHHEøH@HHUøHB@ÉÃUHåH}øHEøH@P]ÃUHåH}øHEøH@X]ÃUHåHìH}øHEøHÇ踈ÿÿøÀÉÃUHåH}øHEøH@0]ÃUHåSHìH}èHEèHX0複ÿÿHHUèHR8HÑHUèHR0H)ÑHÊHÁúHJHH÷ùHÐHÁàHØHÄ[]ÐUHåH}øHEøH@8]ÃUHåH}øHEø]ÃUHåHì0H}èHuàU܋EÜHHÁàHÇèæ|ÿÿHÂHEèHHEèH H
Àu H
éW º H55O H=qO èá{ÿÿÇEü ë2HEèH UüHcÒHÁâHEüHH Å HEàHÈH HEüEü;EÜ|ÆHEèH UÜHcÒHÁâHêHÂHEèHHEèHÎHÇèÿÿHUèHBÉÃUHåH}øHEøH ]ÐUHåHì`H}ØHuÐHUÈHMÀLE¸LM°¸ HEøHEÐHEèë;HEÀHEðë"HEðHHEèHHE°HÎHÇèúÿÿHEðHEðH;E¸vÔHEèHEèH;EÈv»HE°H HE¨òE¨ÉÃUHåHì`H}ØHuÐHUÈHMÀLE¸LM°¸ HEøHEÐHEèë<HEÀHEðë#HEðHHEèH0HE°HMHÇ蟂ÿÿHEðHEðH;E¸vÓHEèHEèH;EÈvºHE°H HE¨òE¨ÉÐUHåH}øHEøH@]ÃUHåSHì8H}ØHuÐHUÈHEÐH;EÈvGH=M è±yÿÿH¢ H HÇ蟆ÿÿHEÐH;EÈv H
.U ºù H5M H=kM èÆyÿÿëHmÈHEÈH;EÐv$HEÐHHEÈH HÖHÇè<ÿÿÀt¸ ë¸ ÀuĿx è΄ÿÿHÃHUÈHEÐHÆHßèø|ÿÿH]èHEèHÇèÿÿHEÐHEàëHEàHHEèHÖHÇè8ÿÿHEàHEàH;EÈvÛHEèHÇè
ÿÿòEÀHEÀHUèHB@HEèHP`HEèHÖHÇè¥|ÿÿHEèHÄ8[]ÃUHåHì@H}èHuàHU؉MÔLEÈHEàHEøëmHEàH UÔHcÒHÁâHÐòHEÈò f.ÁvHEàë@HEØH UÔHcÒHÁâHÐò HEÈòf.ÁrHmØëHUàHEØHÖHÇèHÿÿHEàH;EØrHUàHEøH)ÂHÐHÁøÉÃUHåSHìHH}ÈHuÀHEÀH@PH
À
- HEÀHEèHEèHÇèäwÿÿE؋UØHEèÖHÇèÀ~ÿÿòòU¸UØHEèÖHÇè¦vÿÿò òXE¸ò
EX ò^ÁòEàHEÀHP8HEÀHp0H}àMØHEÈIøHÇèƂÿÿEÜò*EÜfWÉf.È UØHEèÖHÇè?vÿÿHUØHEèÖHÇè+~ÿÿH H]¸òM¸HE¸òE¸H=íJ ¸ èõtÿÿHEÀHP8HEÀH@0HÆH=ÖJ ¸ èÑtÿÿ}Ü H
R º3 H5@J H=ÁJ èìvÿÿEÜHcÐHEÀH@8HÁHEÀH@0H)ÁHÈHÁøHÀH9Â|iH=J èdvÿÿHU H HÇèRÿÿEÜHcÐHEÀH@8HÁHEÀH@0H)ÁHÈHÁøHÀH9Â| H
Q º8 H5«I H=TJ èWvÿÿHEÀH@0UÜHcÒHÁâHêHÂHEÀHH0HEÈHÎHÇèGzÿÿHUÀHBPHEÀHP8HEÀH@0MÜHcÉHÁáHÁHEÈHÎHÇèzÿÿHUÀHBXHÄH[]ÃUHåSHìXH}¸Hu°HU¨HE¸HU°HHE¸HU¨HPHE¸H@HÇèxÿÿHÃHE¸H HÇèxÿÿHÁHEÀHÚHÎHÇèÿÿHEÀHÇèe|ÿÿòE HE HU¸HBHÄX[]ÐUHåSHì H}HuHUHMò
xÿÿÿHEHUHHEHUHPHEH@HÇèwÿÿHÃHEH HÇèowÿÿHÁHEÀHÚHÎHÇèzÿÿHEHÇèNwÿÿHÃHEHÇè?wÿÿHUHÞHÇè0~ÿÿò
pÿÿÿH
pÿÿÿHE¸HEHÇèwÿÿHÃHEHÇèwÿÿHUHÞHÇèó}ÿÿò
pÿÿÿH
pÿÿÿHE°HEHÇèÔvÿÿHÃHEHÇèÅvÿÿHUHÞHÇè¶}ÿÿò
pÿÿÿH
pÿÿÿHE¨HU°HE¨HÖHÇè wÿÿHU¸HÖHÇèwÿÿH HUHBHĈ []ÃUHåH}øHEøH ]ÐUHåH}øHEøH@]ÃUHåHìH}øuôHEøH HÇèªÿÿ;EôÀt¸ ë&HEøH@HÇèÿÿ;EôÀt¸ ë¸ ÉÐUHåAUATSHì(H}ØHuÐHUÈHEØH@HÇèÇ{ÿÿIÅHEØH@HÇèvÿÿIÄHEØH HÇè¢{ÿÿHÃHEØH HÇè`vÿÿHÆHUÈHEÐIÑMèLáHÚHÇè1ÿÿòEÀHEÀHEÀòEÀHÄ([A\A]]ÃUHåAUATSHì8H}ØHuÐHUÈHMÀHEØH@HÇè'{ÿÿIÅHEØH@HÇèäuÿÿIÄHEØH HÇè{ÿÿHÃHEØH HÇèÀuÿÿHÆHMÈHEÐHUÀH$IÉMèLáHÚHÇè©yÿÿòE¸HE¸HE¸òE¸HÄ8[A\A]]ÃUHåH}øHEøH@HEðòEð]ÐUHåHì H}øHuðUìMèHEøHÀHÇèzÿÿHEøUìHMðHÎHÇèt|ÿÿHEðH HUøHÂHÆH×è*yÿÿHEøUìP(HEøÇ@,( HEøUèP0ÉÐUHåH}øHEøHÀ]ÃUHåHìH}øHEøH÷ HÖHÇèdsÿÿÉÃUHåHìH}øë HEøHÇèèuÿÿHEøHÇèlzÿÿ
ÀÀußHEøHÇè{ÿÿÉÐUHåHì H}èHuà¿ èj|ÿÿHUàH
HHJHHHRHPHEøHEèHUøHÖHÇè©sÿÿÉÐUHåH}øHEø@]ÐUHåHìH}øHuðHEðHÇè(oÿÿHUøHH
HHHJH@HBHEøÉÃUHåHì H}èHEèHÇè@uÿÿHEøHEøHÇè@pÿÿÉÃUHåHì0H}øHuðHUèHMàHEøHUðHPHUèHEðHÖHÇè'nÿÿòEØHEØHUøHHUàHEðHÖHÇènÿÿòEØHEØHUøHBÉÐUHåHì H}øHuðHEøò HEðòò\Áf(ÈHEøò HEðòò\ÂòYÈHEøò@HEðòPò\Âf(ÐHEøò@HEðòXò\ÃòYÂòXÁèC{ÿÿòEèHEèHEèòEèÉÐUHåH}øHuðHEøò HEðòf.Áz+f.Áu%HEøò@HEðòHf.Áz
f.Áu¸ ë¸ ]ÃUHåH}øHuðHEøò HEðòò\Áò
O fTÁò
O f.Èv7HEøò@HEðòHò\Áò
RO fTÁò
^O f.Èv¸ ë¸ ]ÃUHåHìpH}¸Hu°HU¨HE°ò HE¸òò\ÁòEÈHE°ò@HE¸òHò\ÁòEÐHE¨ò HE¸òò\ÁòEØHE¨ò@HE¸òHò\ÁòEàfWÀf.EÈz!fWÀf.EÈufWÀf.EÐz fWÀf.EÐtLòEÈf(ÈòYMÈòEÐòYEÐòXÁèyÿÿòEHEHEèòEÈò^EèòEÈòEÐò^EèòEÐfWÀf.EØz!fWÀf.EØufWÀf.Eàz fWÀf.EàtLòEØf(ÈòYMØòEàòYEàòXÁè!yÿÿòEHEHEèòEØò^EèòEØòEàò^EèòEàòEÈòYEàòMØòYMÐò\ÁòEÝEÛ}ðHEðUøHEUÛmÉÃUHåH}èHuàHUØHEèòHEàò@òYÁHEèòPHEàòòYÊò\Áf(ÈHEèòPHEØò òYÂòXÁHEèòHEØòHòYÊò\Áf(ÈHEàòHEØò@òYÂòXÁHEØòHEàòHòYÊò\ÁòEÐÝEÐÛ}ðÙîÛmðÙÉßéÝØv¸ÿÿÿÿëÛmðÙîÙÉßéÝØv¸ ë¸ ]ÃUHåHì H}øHuðHUèHUèHMðHEøHÎHÇè1sÿÿ
ÀÀÉÃUHåHì H}øHuðHUèHUèHMðHEøHÎHÇèÿrÿÿ÷ÐÁè ÉÃUHåHì@H}ØHuÐHUÈHEÈHHEÐH HÖHÇè;pÿÿÀt
¸ éJ HEÐH H
Àu H
ZI º: H5¦> H=S@ èRkÿÿHEÈH H
Àu H
/I º; H5{> H=4@ è'kÿÿHUØHEÐH HÖHÇèÁoÿÿÀt H
öH º= H5B> H=Ö< èîjÿÿHUØHEÈH HÖHÇèoÿÿÀt H
½H ºA H5 > H=< èµjÿÿHEÈHHEÐHHEØHÎHÇèØqÿÿEì}ì t }ì ÀëSHEÐHHEØHÖHÇè lÿÿòEÀHEÀHEðHEÈHHEØHÖHÇèÝkÿÿòEÀHEÀHEøòEðf.EøÀÉÃUHåH}øHuðHUèHEðò HEøòò\Áf(ÈHEèò@HEøòPò\ÂòYÁHEèòHEøòò\Êf(ÑHEðòHHEøòXò\ËòYÊò\ÁfÀfZÀóEäEäEäóEä]ÐUHåH}øuôHUèHEøUôHcÒHÁâHÐò EôPÐÁø Áè â)ЉÂHEøHcÒHÁâHÐòò\ÁHEèò HEèHHHEøUôHcÒHÁâHÐHÀò EôPÐÁø Áè â)ЉÂHEøHcÒHÁâHÐHÀòò\Áò]ÐUHåHì0H}ØH= @ èhÿÿÇEè ëXHE؋UèHcÒHÁâHÐHÀHHE؋MèHcÉHÁáHÈH MèHUÐòMÐHEÐòEЉÎH=î? ¸ è3fÿÿEè}è~¢ÇEì ëIHUðMìHE؉ÎHÇèhÿÿHUøHEðMìHUÐòMÐHEÐòEЉÎH=¤? ¸ èÛeÿÿEì}ì~±H=¢? èµgÿÿÉÃUHåòEøòMðòEðò
H ò\ÁòMøf.Èv òMðòlH òXÁf.Eøv¸ ë¸ ]ÐUHåSHìXH}¸u´E´ÀHcØHE¸HÇè]eÿÿHÆHغ H÷öHÑHȉEċE´HcÐHE¸HÖHÇè!fÿÿH H HEЋE´HcÐHE¸HÖHÇèfÿÿH H@HE؋EÄHcÐHE¸HÖHÇèâeÿÿH H HEàEÄHcÐHE¸HÖHÇèÃeÿÿH H@HEèòEàf(Èò\MÐòEèò\EØèÛdÿÿòE¨HE¨HEÈfWÀf.EÈvòMÈònG òXÁòEÈHE¸H@U´HcÒHÁâHÂHEÈH}´ HE¸H@U´HcÒHÁâHÐòHE¸H@U´HcÒHÁâHêHÐò f.ÁvVHE¸H@U´HcÒHÁâHêHÐHHE¸H@M´HcÉHÁáHÈH HU¨òM¨HE¨òE¨èpiÿÿÀt¸ ë¸ Àt4HE¸H@U´HcÒHÁâHÂHE¸H@M´HcÉHÁáHéHÈH HHÄX[]ÐUHåSHìHH}ȉuÄòE¸ÆE× EăèE܃}Ü yHEÈHÇèLcÿÿèEÜHEÈH@UÜHcÒHÁâHÐH HEàEĉEØé´ HEÈH@UØHcÒHÁâHÐH HEèòEèf.Eàr)òE¸f.EàvòEèf.E¸r¸ ë¸ E×ë'òE¸f.Eàw òEèf.E¸r¸ ë¸ E׀}× tëCHEèHEàEÀHcØHEÈHÇèbÿÿHÆHغ H÷öHÑHȉEضE׃ðÀ
=ÿÿÿEØHÄH[]ÃUHåHì H}¨u¤òEU òMHMLEHEfWÉH
xÿÿÿò
xÿÿÿè¯gÿÿÀu5Hº§UUû! @HEHxÿÿÿòxÿÿÿH
xÿÿÿò
xÿÿÿèzgÿÿÀt¸ ë¸ ÀtJE HcÐHE¨HÖHÇè¡bÿÿH H HUHE¤HcÐHE¨HÖHÇèbÿÿH H@HUHé# Hº§UUû!ù?HEHxÿÿÿòxÿÿÿH
xÿÿÿò
xÿÿÿèëfÿÿÀu5Hº=ÀÍ|Ù@HEHxÿÿÿòxÿÿÿH
xÿÿÿò
xÿÿÿè¶fÿÿÀt¸ ë¸ ÀtJE¤HcÐHE¨HÖHÇèÝaÿÿH H HUHE HcÐHE¨HÖHÇè»aÿÿH H@HUHé_ HEH
xÿÿÿò
xÿÿÿè bÿÿò
xÿÿÿH
xÿÿÿHE°HEH
xÿÿÿò
xÿÿÿèÕaÿÿò
xÿÿÿH
xÿÿÿHE¸E¤HcÐHE¨HÖHÇè=aÿÿH H HE E¤HcÐHE¨HÖHÇè aÿÿH H@HEȋE HcÐHE¨HÖHÇèþ`ÿÿH H HEЋE HcÐHE¨HÖHÇèß`ÿÿH H@HEØòE°òYEÀòMÈò\Èf(ÁòEàòE¸òYEÐòMØò\Èf(ÁòEèòEàò\Eèò
:B fWÁòM°ò\M¸ò^ÁòEðòE°òYEðòXEàòEøHUHEðHHUHEøHÉÐUHåHìPH}øuôòEèUðòMàMÜòUÐDEØò]ÈLMÀHEÀL@HMÀHUàDMðHEèuôH}øHU¸òM¸DÊHE¸òE¸è gÿÿHEÀL@HEÀHHHUÐDMÜHEàuðH}øHU¸òM¸DÊHE¸òE¸èÏfÿÿHEÀL@(HEÀHH HUÈDMØHEЋuÜH}øHU¸òM¸DÊHE¸òE¸èfÿÿHEÀL@8HEÀHH0HUèDMôHEȋuØH}øHU¸òM¸DÊHE¸òE¸èUfÿÿHEÀHPHEÀHÖHÇènlÿÿòE¸HEÀHP0HEÀHÖHÇèRlÿÿòYE¸HEò ÉÐUHåH}èuäHUØHMÐLEÈHEèH@UäHcÒHÁâHÐH HEøòMøòª@ òXÁHEØò HEØò f.~@ r HEØò ò
l@ ò\ÁHEØò òMøò[@ òXÁHEÐò HEÐò f.7@ r HEÐò ò
%@ ò\ÁHEÐò òMøò$@ òXÁHEÈò HEÈò f.ð? r HEÈò ò
Þ? ò\ÁHEÈò ]ÃUHåATSHì° H½hÿÿÿHµ`ÿÿÿHXÿÿÿH
hÿÿÿHÇè¶\ÿÿHHÁàHÇè¨_ÿÿHÂH
hÿÿÿHPH
hÿÿÿH@H
Àu H
> º6 H5ï1 H=\6 è^ÿÿDžpÿÿÿ ë pÿÿÿH
hÿÿÿÖHÇèHfÿÿ
pÿÿÿH
hÿÿÿHÇè2\ÿÿ;
pÿÿÿÀuÆHuHMHUH
hÿÿÿIð¾ HÇè²hÿÿHEHhÿÿÿH
Pÿÿÿò
Pÿÿÿ¾ H×èK_ÿÿ
xÿÿÿHExÿÿÿHhÿÿÿH
Pÿÿÿò
PÿÿÿÎH×è_ÿÿ
tÿÿÿHEtÿÿÿHhÿÿÿH
Pÿÿÿò
PÿÿÿÎH×èë^ÿÿ
|ÿÿÿHuHMHUH
hÿÿÿH@H L`ÿÿÿ|ÿÿÿDtÿÿÿDxÿÿÿH½hÿÿÿL
XÿÿÿL$HµPÿÿÿòPÿÿÿAØHPÿÿÿòPÿÿÿDÙHPÿÿÿòPÿÿÿDÒH
Pÿÿÿò
Pÿÿÿ¾ èaÿÿDžpÿÿÿ éÑ H}HMHUµpÿÿÿH
hÿÿÿIøHÇè\gÿÿHExÿÿÿHhÿÿÿH
Pÿÿÿò
PÿÿÿÎH×èò]ÿÿ
xÿÿÿHEtÿÿÿHhÿÿÿH
Pÿÿÿò
PÿÿÿÎH×èÂ]ÿÿ
tÿÿÿHE|ÿÿÿHhÿÿÿH
Pÿÿÿò
PÿÿÿÎH×è]ÿÿ
|ÿÿÿHuHMHUH
hÿÿÿH@½pÿÿÿHcÿHÁçHøH LM D¥|ÿÿÿtÿÿÿDxÿÿÿDpÿÿÿH½hÿÿÿLEL$HµPÿÿÿòPÿÿÿEàHPÿÿÿòPÿÿÿÙHPÿÿÿòPÿÿÿDÚH
Pÿÿÿò
PÿÿÿDÖè¨_ÿÿH
Xÿÿÿò òMf.Áv\HEHXÿÿÿHH
`ÿÿÿHU HHU¨HPHU°HPHU¸HPHUÀHP HUÈHP(HUÐHP0HUØHP8HUàHP@
pÿÿÿH
hÿÿÿHÇèðXÿÿ;
pÿÿÿÀ
þÿÿH
hÿÿÿH@HÇèL^ÿÿH
hÿÿÿHÇ@ Hİ [A\]ÐUHåHì H}øHuðHUèHMàHUøHEðHÖHÇèUgÿÿHUàHMèHEøHÎHÇè®XÿÿÉÃUHåHìH}øHEøHÇèÄ_ÿÿÉÃUHåSHìH}èHEèHÇèI^ÿÿHEèHÀhHÇèybÿÿHEèHÀPHÇèibÿÿë3HÃHEèHÀhHÇèTbÿÿëHÃHEèHÀPHÇè?bÿÿHØHÇèeÿÿHÄ[]ÐUHåHì0H}èHuàHU؉MÔHEèHÇ@H HEàHÇèÍfÿÿfWÉf.Á¸ fWÉf.ÁDÀtvUÔHE؉ÖHÇè dÿÿHEàHÇèA^ÿÿHBs H HÇè?fÿÿH(s H HÇè-fÿÿHEàHÇèafÿÿfWÉf.Áw H
P8 ºÇ H5, H=,1 èHYÿÿHEèUԉ HEèHUØH HE苀
À H
8 ºË H5S, H=Ð- èÿXÿÿHEèHP0HEàHÆH×èXVÿÿHEèHPHEèHMèHÁ0HÆHÏèY_ÿÿHE苀 HcÐHÐHÀHÐHÁàHÇèwYÿÿHÂHEèHPHHEèH@HH
Àu H
x7 ºÑ H5Ä+ H=l0 èpXÿÿÇEô é HEèHHH}èHEèH UôHcÒHÁâHÐH0HEèL@HEôHcÐHÐHÀHÐHÁàLÀHúHÇèVÿÿHEèHHHEôHcÐHÐHÀHÐHÁàHÈHEøHEèHPPHEøHÆH×èK]ÿÿEôHE苀 ;Eô`ÿÿÿÉÃUHåHìH}øHEøHÇè
XÿÿÉÃUHåHìH}øHEøHÇèVÿÿÉÃUHåHìH}øHEøHÇè_ÿÿÉÃUHåATSHì H½øþÿÿHEHÇèTÿÿH
øþÿÿHpPHÿÿÿHU HEHÇèqVÿÿòE òM°ò\Áò
ÿÿÿòE¨òM¸ò\Áò
ÿÿÿòE òMÐò\Áò
(ÿÿÿòE¨òMØò\Áò
0ÿÿÿò
ÿÿÿf(ÈòYÿÿÿò
ÿÿÿòY
ÿÿÿòXÁèlbÿÿò
ðþÿÿH
ðþÿÿH
8ÿÿÿò
8ÿÿÿfWÉf.Áv0ò
ÿÿÿò^
8ÿÿÿò
ÿÿÿò
ÿÿÿò^
8ÿÿÿò
ÿÿÿò
(ÿÿÿf(ÈòY(ÿÿÿò
0ÿÿÿòY
0ÿÿÿòXÁèçaÿÿò
ðþÿÿH
ðþÿÿH
8ÿÿÿò
8ÿÿÿfWÉf.Áv0ò
(ÿÿÿò^
8ÿÿÿò
(ÿÿÿò
0ÿÿÿò^
8ÿÿÿò
0ÿÿÿH
@ÿÿÿHÇè bÿÿHøþÿÿH
ÿÿÿH@ÿÿÿHÎH
ðþÿÿò
ðþÿÿH×è±XÿÿH
øþÿÿHHH
ÿÿÿH@ÿÿÿHÎH
ðþÿÿò
ðþÿÿH×è~XÿÿH
@ÿÿÿHÇè¿[ÿÿH
`ÿÿÿHÇè bÿÿHøþÿÿH
(ÿÿÿH`ÿÿÿHÎH
ðþÿÿò
ðþÿÿH×è1XÿÿH
øþÿÿHHH
0ÿÿÿH`ÿÿÿHÎH
ðþÿÿò
ðþÿÿH×èþWÿÿH
`ÿÿÿHÇè?[ÿÿH
øþÿÿHH0H`ÿÿÿH
@ÿÿÿHÆHÏè;RÿÿH
øþÿÿHP0H
@ÿÿÿHÆH×è~Rÿÿò
5 fTÁò
5 f.ÈðÀuzH
øþÿÿHP0H
`ÿÿÿHÆH×è?Rÿÿò
×4 fTÁò
Û4 f.ÈðÀu;H`ÿÿÿH
@ÿÿÿHÖHÇèRÿÿò
4 fTÁò
4 f.ÈðÀt¸ ë¸ Ày H`ÿÿÿH
@ÿÿÿHÖHÇèµQÿÿò
ðþÿÿL¥ðþÿÿH
øþÿÿHP0H
`ÿÿÿHÆH×èQÿÿò
ðþÿÿHðþÿÿH
øþÿÿHP0H
@ÿÿÿHÆH×è]Qÿÿò
ðþÿÿH
ðþÿÿL¥ðþÿÿòðþÿÿHðþÿÿòðþÿÿH
ðþÿÿò
ðþÿÿH=²% ¸ èàPÿÿH
øþÿÿHÀ0HÇèWÿÿH
@ÿÿÿHÇèWÿÿH
`ÿÿÿHÇèWÿÿH=è* èRÿÿH
øþÿÿ H
øþÿÿH ÖHÇè.]ÿÿH=Ä* èbRÿÿH
øþÿÿHÀPHÇèÏUÿÿH=³* èCRÿÿHE HÇèYÿÿH(l H HÇè%_ÿÿHl H HÇè_ÿÿH
øþÿÿHP0H
@ÿÿÿHÆH×è6Pÿÿò
Î2 fTÁò
Ò2 f.Èw H
U1 º H5a% H=:* è
RÿÿH
øþÿÿHP0H
`ÿÿÿHÆH×èàOÿÿò
x2 fTÁò
|2 f.Èw H
ÿ0 º H5 % H=* è·QÿÿH`ÿÿÿH
@ÿÿÿHÖHÇèOÿÿò
&2 fTÁò
*2 f.Èw H
0 º H5¹$ H=ò) èeQÿÿH
øþÿÿHp0H
øþÿÿH¸ H`ÿÿÿH
@ÿÿÿHÑHÂè³PÿÿDž ÿÿÿ ë>H
øþÿÿH ÿÿÿHcÒHÁâHÐH HøþÿÿHêHÆH×èNÿÿ
ÿÿÿH
øþÿÿ ;
ÿÿÿHEHÇèèWÿÿëHÃHEHÇè×WÿÿHØHÇè,\ÿÿHÄ [A\]ÃUHåH}øHEøHè]ÃUHåHìH}øHEøH@HH
Àt HEøH@HHÇèµSÿÿHEøHÇ@H ÉÐUHåSHìH}èHEèHÀPHÇè9OÿÿHEèHÀhHÇè)OÿÿHEèHèHÇèù[ÿÿë HÃHEèHÀPHÇè$XÿÿHØHÇèy[ÿÿHÄ[]ÃUHåH}øHuðHEðòHEøò f.ÁvHEðëHEø]ÃUHåH}øHuðHEøòHEðò f.ÁvHEðëHEø]ÃUHåH}èHuàHEèH HEøHEàH HUèHHUàHEøH]ÃUHåH}èHuàHEèH HEøHEàHHEèHHEàHUøH]ÃUHåH}øHuðHEøH HUðHÁâHÐ]ÃUHåH}øHEøH@HÂHEøH H)ÂHÐHÁø]ÃUHåHìH}øHEøH@HPøHEøHPHEøHPHEøHÖHÇèQÿÿÉÃUHåH}èHuàHEèH HEøHEàHHEèHHEàHUøH]ÐUHåHì H}èHUèHEðHÖHÇèSÿÿHEðÉÐUHåHì H}èHuàHEèHHEàH HÁàHÐHEøHUøHEðHÖHÇèNSÿÿHEðÉÃUHåHì H}èHEèHPHEðHÖHÇè%SÿÿHEðÉÃUHåHì@H}ðHuàHUàHEðHÖHÇè|OÿÿÀt|HUðHEàHÖHÇèuZÿÿHÇèÝWÿÿH4 HMàHEðHUH$HUHT$HU HT$HòHÎHÇèVÿÿHUàHEðHMH $HMHL$HM HL$HÖHÇè¬SÿÿÉÃUHåHì H}èHuàHEèHÇèXÿÿH;EàÀt H=& èJÿÿHEèHÇè[KÿÿH;EàÀÑ HEèHÇèÀJÿÿHEðHEèHHHEèHHuàHEèHÇèQÿÿHEøHEèHÇè WÿÿHÂHEèHHHEèH HÎHÇè TÿÿHEèH@HÂHEèH H)ÂHÐHÁøHÂHEèHHEèHÎHÇèûXÿÿHEèHUøHHEðHÅ HEøHÂHEèHPHEèH HUàHÁâHÂHEèHPÉÐUHåHìH}øHuðHEøHPHEøH@H9Ât1HEøHHHEøHUðHÎHÇèHTÿÿHEøH@HPHEøHPë"HEøHÇèvTÿÿHÁHUðHEøHÎHÇèNÿÿÉÃUHåSHìH}èHEèHÇèõUÿÿHÂHEèHHHEèH HÎHÇèxSÿÿHEèHÇèÜJÿÿëHÃHEèHÇèËJÿÿHØHÇèÐVÿÿHÄ[]ÐUHåHìH}øHEøHÇèðKÿÿÉÃUHåHìH}øHuðHUðHEøHÖHÇè[QÿÿÉÐUHåH}øHuðHEðHHEøH]ÃUHåSHìH}èHuàHEèHÇèMÿÿHHEàHÇèpMÿÿH H9ÃÀHÄ[]ÃUHåSHìH}èHuàHEèHÇèCMÿÿH HÃHEàHÇè1MÿÿH H)ÃHØHÁøHÄ[]ÃUHåHìPH}àHuÐHUØé¬ H}Ø u6HUÐHMÐHEàHuH4$HuHt$Hu Ht$HÎHÇèUÿÿé HmØHUÐHEàHMH $HMHL$HM HL$HÖHÇèuRÿÿHEðHUØHMÐHEðHuH4$HuHt$Hu Ht$HÎHÇèÀRÿÿHEðHEÐHUàHEÐHÖHÇèUVÿÿHøÀ
2ÿÿÿÉÃUHåHìPH}àHuÐHUàHEÐHÖHÇè!VÿÿHøÀ HÇEø HUøHEàHÖHÇèçRÿÿHÂHEàHMH $HMHL$HM HL$HÖHÇè«KÿÿHÇEø HUøHEàHÖHÇè RÿÿHUÐHMH $HMHL$HM HL$HÖHÇè·Sÿÿë-HUÐHEàHMH $HMHL$HM HL$HÖHÇè8KÿÿÉÃUHåHìH}øHEøHÇè¾JÿÿHÇèÖEÿÿÉÃUHåH}øHEøH@HÂHEøH H)ÂHÐHÁø]ÃUHåSHì8H}ØHuÐHUÈHMÀHEØHUÐHÖHÇèBNÿÿHEèHEØHÇèrRÿÿHÁHUèHuÀHEÈHÇè{LÿÿHEèë7HÃèíQÿÿHØHÇèbSÿÿHÇèzRÿÿHEØHUÐHMèHÎHÇèSTÿÿèîGÿÿHÄ8[]ÐUHåH}øHEø]ÃUHåHì H}øHuðHUèHUðHEøHÖHÇèIÿÿÉÐUHåHì H}øHuðHUèH}ð tHEøHUèHMðHÎHÇèÜNÿÿÉÃUHåHì H}øHuðHUèHUèHMðHEøHÎHÇè/JÿÿÉÐUHåATSHìPH}¸Hu°HU¨HE¸HPHE¸H@H9 HE¸H@HPøHE¸HHHE¸HÎHÇè)OÿÿHE¸H@HPHE¸HPHE¨H HEÐHE¸H@L`øHE¸H@HXðHE°HÇè6IÿÿH LâHÞHÇè%QÿÿHE°HÇèIKÿÿHUÐHé# HE¸Hß ¾ HÇèESÿÿHEØHE¸HÇèuJÿÿHEÀHUÀHE°HÖHÇèÞRÿÿHEàHE¸HUØHÖHÇè'LÿÿHEèHEèHEÈHEàHÅ HEèH HE¸HU¨HÎHÇè4NÿÿHÇEÈ HE¸HÇè PÿÿHÃHE°HÇèaHÿÿH0HE¸H HUèHÙHÇèRÿÿHEÈHEÈHE¸HÇèãOÿÿIÄHE¸HXHE°HÇè HÿÿH HUÈLáHÞHÇèÇQÿÿHEÈHE¸HÇè§OÿÿHÂHE¸HHHE¸H HÎHÇè*MÿÿHE¸H@HÂHE¸H H)ÂHÐHÁøHÂHE¸HHE¸HÎHÇè
QÿÿHE¸HUèHHE¸HUÈHPHEØHÅ HEèHÂHE¸HPé HÃè¶NÿÿHØHÇè+PÿÿHÇèCOÿÿH}È u$HEàHÅ HEèHÂHE¸HÖHÇèÚFÿÿë"HE¸HÇèÌNÿÿHÂHMÈHEèHÎHÇèVLÿÿHE¸HUØHMèHÎHÇèÏPÿÿèjDÿÿHÄP[A\]ÐUHåHìH}øHEøHÇèxHÿÿÉÃUHåSHìH}èHEèH@HÂHEèH H)ÂHÐHÁøHÂHEèHHEèHÎHÇèdPÿÿHEèHÇè¨IÿÿëHÃHEèHÇèIÿÿHØHÇè,OÿÿHÄ[]ÐUHåHìH}øHEøHÇè<DÿÿÉÃUHåH}øHuð]ÃUHåH}øHEø]ÃUHåHìPH}ðHuàHUÐHUÐHMàHEðHuH4$HuHt$Hu Ht$HÎHÇè¹HÿÿHUàHEðHMH $HMHL$HM HL$HÖHÇè|IÿÿÉÃUHåSHìhH}ÀHu°HUÀHE°HÖHÇèOÿÿHÂHÁê?HÐHÑøHEèHUèHEÀHÖHÇèbLÿÿHEÐHÇEè HUèHE°HÖHÇècOÿÿHÃHÇEà HUàHEÀHÖHÇè%LÿÿHÆHUÐHEÀHMH $HMHL$HM HL$HÙHÇèuHÿÿHEÀHÇèGÿÿHÃHÇEè HUèHEÀHÖHÇèËKÿÿHM°HUH$HUHT$HU HT$HÚHÎHÇè¯CÿÿHÄh[]ÃUHåSHìhH}ÀHu°HU°HEÀHÖHÇè´IÿÿÀtéø HÇEà HUàHEÀHÖHÇèPKÿÿHEÐé¹ HEÀHÇèkFÿÿHÃHEÐHÇè\FÿÿHÚHÆH}è
MÿÿÀtYHEÐHÇè=FÿÿH HEèHÇEà HUàHEÐHÖHÇèëJÿÿHÂHMÐHEÀHÎHÇè¥MÿÿHEÀHÇèùEÿÿHUèHë&HEÐHUH$HUHT$HU HT$HÇèªKÿÿHEÐHÇè~DÿÿHU°HEÐHÖHÇè{BÿÿÀ
,ÿÿÿHÄh[]ÃUHåHìPH}àHuÐHEàHEðë2HEðHUH$HUHT$HU HT$HÇè<KÿÿHEðHÇèDÿÿHUÐHEðHÖHÇè
BÿÿÀu·ÉÃUHåHìH}øHEøHÇè¿CÿÿÉÐUHåH}øHEø]ÃUHåHìH}øHuðH}ð tHEøHMðº HÎHÇè_Lÿÿë¸ ÉÃUHåHì H}øHuðHUèHMàHUèHMðHEøHÎHÇèLÿÿÉÃUHåHìH}øHuðHUðHEøHÖHÇèCÿÿÉÃUHåHì H}øHuðHUèHEðHÇèP?ÿÿÉÃUHåHì H}øHuðHUèHEðHƿ èyAÿÿH
Àt
HUèHHÉÃUHåSHì(H}èHuàHUØHEàHÇè×DÿÿHÃHEèHÇèÈDÿÿHUØHÞHÇè¹EÿÿHÄ([]ÃUHåH}øHEøH ]ÐUHåSHì8H}ØHuÐHUÈHEØHÇè¯IÿÿHÃHEØHÇè<ÿÿH)ÃHÚHEÐH9ÂÀt HEÈHÇè <ÿÿHEØHÇèd<ÿÿHÃHEØHÇèU<ÿÿHEàHUÐHEàHÖHÇèGÿÿH HØHEèHEØHÇè(<ÿÿH;EèwHEØHÇè&IÿÿH;EèsHEØHÇèIÿÿëHEèHÄ8[]ÃUHåHì H}øHuðHUèHMàHMàHUèHuðHEøHÇèwBÿÿÉÐUHåHìH}øHEøHÇèl=ÿÿÉÃUHåHìH}øHEøHÇèB@ÿÿHEøHÇ HEøHÇ@ HEøHÇ@ ÉÃUHåSHìhH}ÐHuÀHU°HUÀHEÐHMH $HMHL$HM HL$HÖHÇèûBÿÿHEÀHEàëkHEÐHÇè%BÿÿHÃHEàHÇèBÿÿHÚHÆH}èÇHÿÿÀt1HUàHMÀHEÐHuH4$HuHt$Hu Ht$HÎHÇèGÿÿHEàHÇè@ÿÿHU°HEàHÖHÇèS=ÿÿÀ
zÿÿÿHÄh[]ÃUHåHì@H}ðHuàë=HEàHÇèFDÿÿHUàHMàHEðHuH4$HuHt$Hu Ht$HÎHÇèFÿÿHUðHEàHÖHÇè"IÿÿHøÀu¥ÉÐUHåHì H}èHuàHEèHHEàH HÁàH÷ØHÐHEøHUøHEðHÖHÇèEAÿÿHEðÉÃUHåSHìHH}àHuÐHUÀHM°HEÀHÇèÊ@ÿÿHÃHEÐHÇè»@ÿÿHÚHÆH}èlGÿÿÀ¤ HE°HÇè@ÿÿHÃHEÀHÇè@ÿÿHÚHÆH}è:GÿÿÀtHUÀHEàHÖHÇèSFÿÿé÷ HE°HÇèR@ÿÿHÃHEÐHÇèC@ÿÿHÚHÆH}èôFÿÿÀtHU°HEàHÖHÇè
Fÿÿé± HUÐHEàHÖHÇèõEÿÿé HE°HÇèô?ÿÿHÃHEÐHÇèå?ÿÿHÚHÆH}èFÿÿÀtHUÐHEàHÖHÇè¯EÿÿëVHE°HÇè±?ÿÿHÃHEÀHÇè¢?ÿÿHÚHÆH}èSFÿÿÀtHU°HEàHÖHÇèlEÿÿëHUÀHEàHÖHÇèWEÿÿHÄH[]ÃUHåHì H}ðHuàHUèë HEðHÇèþ=ÿÿHEðHÇè2?ÿÿHUèHÆH}èâEÿÿÀuÔHEàHÇèÒAÿÿë HEàHÇèÄAÿÿHEàHÇèø>ÿÿHÂHEèHÆH}è¥EÿÿÀuÑHUàHEðHÖHÇèn:ÿÿðÀtHEðë%HUàHEðHÖHÇèDÿÿHEðHÇèb=ÿÿé^ÿÿÿÉÃUHåSHìH}èHuàHEèHÇèM<ÿÿHHEàHÇè><ÿÿH H9ÃÀHÄ[]ÃUHåH}øHEøH HPHEøHHEø]ÃUHåSHì8H}àHuÐHUÀHEÐHÇèí@ÿÿHÃHEàHÇèÞ@ÿÿHUÀHÞHÇèßAÿÿHÄ8[]ÃUHåSHì(H}ÐHEÐHÇèß=ÿÿH HEèHEÐHEàHEàHÇè@ÿÿë5HEÐHÇè¶=ÿÿHÃHEàHÇè§=ÿÿH HHEàHEÐHEàHÇèM@ÿÿHEàHÇè=ÿÿHÂHEèHÆH}è.DÿÿÀu¨HEÐHÇè^=ÿÿHUèHHÄ([]ÃUHåH}øH¸ÿÿÿÿÿÿÿ ]ÃUHåHì H}øHuðHUèHEøHÇè¼;ÿÿH;EðÀtè<BÿÿHEðHÁàHÇèlCÿÿÉÃUHåHì H}øHuðHUèHUèHMðHEøHÎHÇè=ÿÿÉÃUHåH}øHuð]ÃUHåHìH}øHEøHÇè=ÿÿÉÃUHåATSHì H}èHuàHUØHEØHÇè¢<ÿÿIÄHEàHÇè<ÿÿHÃHEèHÇè<ÿÿLâHÞHÇè¦;ÿÿHÄ [A\]ÃUHåH}øHuðHEøHHEðH H9ÂsHEðëHEø]ÃUHåH}ø]ÃUHåHìH}øHEøHÇè 6ÿÿÉÃUHåHì`H}ÐHuÀHUÐHEÀHÖHÇè»CÿÿHøÀté¥ HUÐHEÀHÖHÇèCÿÿHEðHEðHèHÂHÁê?HÐHÑøHEèHUèHEÐHÖHÇèX@ÿÿHEàHEàHÇèx;ÿÿH HEøHuèHMøHUðHEÐH}H<$H}H|$H} H|$HÇè4ÿÿHEèH
ÀuëHEèHèHEèëÉÃUHåSHìH}èHuàHEèHÇè×8ÿÿHHEàHÇèÈ8ÿÿH H9ÃÀHÄ[]ÃUHåSHìhH}ÐHuÀHU°HE°HÇèÇ:ÿÿH HEèHE°HÇè´:ÿÿHÃHEÐHÇè¥:ÿÿH HHUÐHEÀHÖHÇèlBÿÿHÂHMèHEÐHuH4$HuHt$Hu Ht$¾ HÇè3ÿÿHÄh[]ÐUHåH}øHEøH HPøHEøHHEø]ÃUHåHì H}ðHuàHUàHEðHÖHÇè3ÿÿÉÃUHåHìH}ðHEðHÇèå7ÿÿÉÃUHåATSHì@H}ÐHuÀHU°HE°HÇè7ÿÿIÄHEÀHÇèq7ÿÿHÃHEÐHÇèb7ÿÿLâHÞHÇèô8ÿÿHEèHUèHEàHÖHÇèÝ9ÿÿHEàHÄ@[A\]ÃUHåHì H}øHuðHUèHUèHMðHEøHÎHÇèE8ÿÿÉÃUHåH}øHEø]ÃUHåHìH}øHEøHÇè
:ÿÿÉÃUHåHì0H}èHuàHUØÆEÿHUØHMàHEèHÎHÇèl<ÿÿÉÃUHåH}ø]ÃUHåSHìxH}°Hu¸HU¨HM HE¸HEèHE¸HEØéÚ HEØHÀHÀHEØHEØHèHEàHUàHE°HÖHÇèd=ÿÿHEÐHEÐHÇè8ÿÿHÃHUØHE°HÖHÇè>=ÿÿHEÀHEÀHÇè^8ÿÿHÚHÆH}è?ÿÿÀt HEØHèHEØHU¸HE°HÖHÇèü<ÿÿHEàHEàHÇè 8ÿÿHÃHUØHE°HÖHÇèÖ<ÿÿHEÐHEÐHÇèö7ÿÿH HHEØHE¸HE¨HèHÂHÁê?HÐHÑøHÂHEØH9ÂÿÿÿHE¨àH
À
HE¨HèHÂHÁê?HÐHÑøHÂHEØH9ÂuvHEØHÀHÀHEØHU¸HE°HÖHÇè@<ÿÿHEÐHEÐHÇè`7ÿÿHÃHEØHèHEàHUàHE°HÖHÇè<ÿÿHEÀHEÀHÇè.7ÿÿH HHEØHèHE¸Hu¸HM HUèHE°H}H<$H}H|$H} H|$HÇè*1ÿÿHÄx[]ÃUHåSHì(H}àHuÐHEÐHÇèÆ6ÿÿHÃHEàHÇè·6ÿÿHÞHÇè5ÿÿHÄ([]ÃUHåH}ðHEð]ÃUHåHìH}ðHEðHÇè?2ÿÿÉÃUHåSHì(H}èHuàHUØHEàHÇè,7ÿÿHÃHEèHÇè 7ÿÿHUØHÞHÇè>:ÿÿHÄ([]ÃUHåHì0H}èHuàHUØHUàHEèH)ÂHÐHÁøHEøH}ø t0HEøHÅ HEøHÁàH÷ØHÁHEØHÁHEèHÆHÏèö7ÿÿHEøHÁàH÷ØHÂHEØHÐÉÃUHåSHìXH}°Hu¸HU¨HM HE¸HèHÂHÁê?HÐHÑøHEèëpHU¸HE°HÖHÇèH:ÿÿHEàHEàHÇèh5ÿÿHÃHUèHE°HÖHÇè":ÿÿHEÐHEÐHÇèB5ÿÿH HHEèHE¸HE¸HèHÂHÁê?HÐHÑøHEè» HE¸H;E¨~CHUèHE°HÖHÇèÉ9ÿÿHE; HEÀHÇèä4ÿÿHU HÆH}è;ÿÿÀt¸ ë¸ ۄÀ
/ÿÿÿHU¸HE°HÖHÇèw9ÿÿHEàHEàHÇè4ÿÿHU Hë ېHÇè#;ÿÿHÄX[]ÃUHåHìH}ðHEðHÇè42ÿÿH ÉÃUHåATSHì H}èHuàHUØHEØHÇè\4ÿÿIÄHEàHÇèM4ÿÿHÃHEèHÇè>4ÿÿLâHÞHÇè@0ÿÿHÄ [A\]ÃUHåHì0H}èHuàHUØÆEÿHUØHMàHEèHÎHÇèØ6ÿÿÉÃUHåHì0H}èHuàHUØHUàHEèH)ÂHÐHÁøHEøH}ø t HEøHÅ HMèHEØHÎHÇè¦5ÿÿHEøHÅ HEØHÐÉà HìHÄà (%g, %g, %g)
/home/gorgos/Escriptori/brlcad-7.26.0/src/other/libgdiam/gdiam.hpp false ----------------------------------------------- volume: %g
Directions: prods: %g, %g, %g
-------------------------------------------------- should be all close to zero: %g, %g, %g
fabs( pnt_dot_prod( dir_1, dir_2 ) ) < 1e-6 fabs( pnt_dot_prod( dir_1, dir_3 ) ) < 1e-6 fabs( pnt_dot_prod( dir_2, dir_3 ) ) < 1e-6 /home/gorgos/Escriptori/brlcad-7.26.0/src/other/libgdiam/gdiam.cpp arr != __null what!? left <= right bb: %g %g
left: %p, right: %p
left_size > 0 left size too large? left_size < (node->p_pnt_right - node->p_pnt_left + 1 ) pHeap != __null _pCompFunc != __null pHeap->pArr != __null pTmp != __null threshold_brute: %d
f_is_left_splitable || f_is_right_splitable start != __null size > 0 p_arr != __null pnt_length( in ) > 0.0 a != __null b != __null -- %11d (%-11g, %-11g)
(%g, %g)
Left( *( ch[ ind ] ), *( ch[ ind + 1 ] ), *( ch[ ind + 2 ] ) ) Left( *( ch[ ch.size() - 2 ] ), *( ch[ ch.size() - 1 ] ), *( ch[ 0 ] ) ) Left( *( ch[ ch.size() - 1 ] ), *( ch[ 0 ] ), *( ch[ 1 ] ) ) Failure in progress!
ch[ jnd ]: (%g, %g)
ch[ jnd + 1 ]: (%g, %g)
ch[ ind ]: (%g, %g)
Area: %g
jnd: %d, jnd + 1: %d, ind: %d
Left( *( ch[ jnd ] ), *( ch[ jnd + 1 ] ), *( in[ ind ] ) ) Left( *( ch[ ch.size() - 1 ] ), *( ch[ 0 ] ), *( in[ ind ] ) ) Convex hull seems to be ok! in.size() > 1 in[ ind ] != __null --- bbox 2d ---------------------------- %d: (%g, %g)
dir %d: (%g, %g)
\---------------------------------- angles != __null %d: (%g, %g, %g)
pnt_length( dir ) > 0.0 arr != 0 real points: points on CH: BBox: fabs( pnt_dot_prod( base_proj, out_1 ) ) < 1e-6 fabs( pnt_dot_prod( base_proj, out_2 ) ) < 1e-6 fabs( pnt_dot_prod( out_1, out_2 ) ) < 1e-6 Dumping! 1zero volume??? 2zero volume??? ( -1 <= x_ind ) && ( x_ind <= grid_size ) ( -1 <= y_ind ) && ( y_ind <= grid_size ) sample_size > 1 bottoms != __null tops != __null out_arr != __null vector::reserve vector::_M_insert_aux void heap_init(heap_t*, ptrCompareFunc) void resize(heap_t*, int) void heap_term(heap_t*) bool heap_is_empty(heap_t*) void GTreeDiamAlg::addPairHeap(g_heap_pairs_p&, GFSPTreeNode*, GFSPTreeNode*) void GTreeDiamAlg::split_pair_proj(GFSPPair&, g_heap_pairs_p&, double, gdiam_point) void GFSPTree::split_node(GFSPTreeNode*) GFSPTreeNode* GFSPTree::build_node(gdiam_real**, gdiam_real**) void GTreeDiamAlg::split_pair(GFSPPair&, g_heap_pairs_p&, double) void GFSPTree::init(gdiam_real* const*, int) gdiam_real** gdiam_convert(gdiam_real*, int) gdiam_bbox gdiam_approx_const_mvbb(gdiam_real**, int, gdiam_real, GBBox*) void gdiam_bbox::init(gdiam_point, gdiam_point, gdiam_point) void gdiam_generate_orthonormal_base(gdiam_point, gdiam_point, gdiam_point) void verify_convex_hull(vec_point_2d&, vec_point_2d&) void convex_hull(vec_point_2d&, vec_point_2d&) bool CompareByAngle::operator()(point2d* const&, point2d* const&) void construct_base_inner(gdiam_point, gdiam_point, gdiam_point) gdiam_real* gdiam_bbox::get_dir(int) void ProjPointSet::init(gdiam_point, gdiam_real**, int) void ProjPointSet::compute() void MinAreaRectangle::compute_min_bbox_inner(bbox_2d_info&, gdiam_real&) void register_point(gdiam_point, gdiam_real**, gdiam_real**, int, gdiam_bbox&) gdiam_real** gdiam_convex_sample(gdiam_real**, int, gdiam_bbox&, int) BA¸BA8 @ ð?ÿÿÿÿÿÿÿ �÷ư>:0âyE>ê-q=§UUû!@§UUû! @§UUû!ù?=ÀÍ|Ù@;Ì ø X ÿÿè -ÿÿà æ-ÿÿ ©.ÿÿ /ÿÿ M0ÿÿÀ ²0ÿÿà æ1ÿÿ ú1ÿÿ à3ÿÿ@ 4ÿÿ` «4ÿÿ@ Â5ÿÿ ®7ÿÿ° ì9ÿÿØ b<ÿÿø 8=ÿÿ 2Aÿÿ@ ¦Dÿÿh eEÿÿ $Fÿÿ¸ GÿÿØ Gÿÿ #Hÿÿ( ßMÿÿP Oÿÿp _Rÿÿ° SÿÿÐ OTÿÿø Tÿÿ ø[ÿÿ@ É\ÿÿh P^ÿÿ° Ceÿÿ0 õeÿÿP shÿÿp Niÿÿè mÿÿ oÿÿ0 óoÿÿP pÿÿp %uÿÿ {ÿÿ¸ ×}ÿÿØ ߀ÿÿ 5ÿÿ T
ÿÿ`(
ÿÿ( ±
ÿÿ ÿÿ0 ê
ÿÿP cÿÿp ùÿÿ ;ÿÿ° mÿÿÐ ćÿÿð 8ÿÿ ÿÿ0 ÿÿP Gÿÿp cÿÿ ¥ÿÿ° ÷ÿÿÐ ٌÿÿð hÿÿ
ÿÿ0
øÿÿP
.ÿÿp
ÿÿ
ÿÿ°
8ÿÿÐ
jÿÿð
8ÿÿ ¦ÿÿ0 ÿÿP bÿÿp ÿÿ ®ÿÿ° ÿÿÐ ʒÿÿð Tÿÿ ؓÿÿ0 êÿÿP fÿÿp âÿÿ >ÿÿ° ؖÿÿÐ üÿÿð ÿÿ
2ÿÿ8
ôÿÿ`
ÿÿ
¡ÿÿ¨
¬¡ÿÿÈ
$¢ÿÿè
6¢ÿÿ H¢ÿÿ( h¢ÿÿH z¢ÿÿh ÿÿ à¢ÿÿ° î¢ÿÿÐ £ÿÿð ԣÿÿ ^¤ÿÿ0 ê¤ÿÿP ü¤ÿÿp >¦ÿÿ î¦ÿÿ¸ D©ÿÿ ̩ÿÿH ,«ÿÿp >«ÿÿ P«ÿÿ° ¨«ÿÿÐ D¬ÿÿø ì¬ÿÿ ÿÿ@ ÿÿ` ÿÿ ¶ÿÿ ôÿÿÀ B®ÿÿà T®ÿÿ ®ÿÿ º®ÿÿ (¯ÿÿ° º¯ÿÿÐ °ÿÿð °ÿÿ (²ÿÿ0 ³ÿÿP >³ÿÿp p³ÿÿ ÷´ÿÿ µÿÿØ @¶ÿÿø %·ÿÿ v·ÿÿ8 x¹ÿÿ` ¦ºÿÿ ¢½ÿÿ¨ ¿ÿÿÈ Àÿÿè HÄÿÿ Äÿÿ ¦Äÿÿ° ÅÿÿØ fÇÿÿø Çÿÿ Çÿÿ8 ´ÇÿÿX Îÿÿ Îÿÿ ÒÎÿÿÀ 6Ïÿÿ@ dÏÿÿ` Ïÿÿ ÄÏÿÿ öÏÿÿÀ Ðÿÿà <Ðÿÿ uÐÿÿ ¨Ðÿÿ@ ÎÐÿÿ` Ñÿÿ 9Ñÿÿ ÞÑÿÿÀ Óÿÿà zÓÿÿ àÓÿÿ( úÓÿÿH Ôÿÿh <Ôÿÿ xÔÿÿ¨ »ÔÿÿÈ ¤Õÿÿè Öÿÿ ´Öÿÿ( ÚÖÿÿH r×ÿÿp ×ÿÿ ª×ÿÿ° Þ×ÿÿÐ Øÿÿð øÚÿÿ Ûÿÿ8 Ûÿÿ` Ûÿÿ ¬Ûÿÿ ºÛÿÿÀ .Üÿÿà @Ýÿÿ! lÞÿÿ0! ÑÞÿÿP! ìÞÿÿp! úÞÿÿ! 2ßÿÿ°! cßÿÿÐ! ßÿÿð! ªßÿÿ" àßÿÿ0" &àÿÿP" 8àÿÿp" áÿÿ" 4áÿÿ¸" NáÿÿØ" áÿÿø" dâÿÿ # Ôâÿÿ@# ãÿÿ`# ¨äÿÿ# nåÿÿ¨# ªåÿÿÈ# Êåÿÿè# æÿÿ$ ¸æÿÿ0$ ÌæÿÿP$ çÿÿp$ ;çÿÿ$ Içÿÿ°$ cçÿÿÐ$ »çÿÿø$ æçÿÿ% ðçÿÿ8%
èÿÿX% äèÿÿx% éÿÿ% ¶éÿÿÀ% Öéÿÿà% ûéÿÿ & êÿÿ & êÿÿH& µêÿÿh& Ãêÿÿ& Ýêÿÿ¨& ëÿÿÈ& ëÿÿè& %íÿÿ' cíÿÿ0' qíÿÿP' íÿÿp' Ñíÿÿ' Iîÿÿ°' ïÿÿØ' ©ïÿÿø' ðÿÿ ( 2ðÿÿ@( zR x $ hÿÿà FJ w ?;*3$" D }ÿÿ' AC
b d }ÿÿ AC
M }ÿÿy AC
t ¤ ë}ÿÿ AC
Ä a~ÿÿB AC
} ä ~ÿÿ2 AC
m ~ÿÿW AC
R $ Ì~ÿÿt AC
o D ÿÿâ AC
Ý d âÿÿ AC
z Aÿÿ® AC
© ¤ πÿÿ AC
Ä ˁÿÿB AC
} ä íÿÿR AC
M ÿÿâ AC
Ý $ áÿÿ AC
D Pÿÿ. AC
i d ^ÿÿa AC
\ ÿÿ6 AC
q ¤ ¶ÿÿj AC
e Ä ÿÿr AC
m ä Rÿÿ- AC
h `ÿÿ2 AC
m $ rÿÿÍ AC
È D
ÿÿm AC
h d n
ÿÿi AC
d ¸
ÿÿQ AC
L ¤ ê
ÿÿ! AC
\ Ä ì
ÿÿ) AC
d ä ö
ÿÿÖ AC
Ñ ¬ÿÿF AC
A $ ҆ÿÿ AC
D <ÿÿ AC
d ÿÿ AC
M ÿÿ| AC
w ¤ îÿÿ{ AC
v Ä Jÿÿ\ AC
W ä ÿÿ AC
ÿÿ$ AC
$ $ ÿÿ AC
G L ôÿÿ AC
$ l òÿÿÂ AC
G¶ ÿÿ AC
$ ´
ÿÿò AC
Eè Ü ԓÿÿ' AC
b ü ܓÿÿx AC
s 4ÿÿ AC
M < &ÿÿ AC
M \ ÿÿ AC
[ | ÿÿ AC
M $
ÿÿS AC
EI Ä 6ÿÿ AC
M ä (ÿÿ AC
I ÿÿÔ AC
Ï $ ʔÿÿ AC
L D ¼ÿÿ AC
d &ÿÿ AC
ÿÿ AC
M $ ¤ ÿÿB AC
E8 Ì ÿÿ° AC
« $ ì .ÿÿV AC
EL 6 ÿÿÈ AC
à 4 Þ ÿÿà AC
¾ $ T ÿÿ AC
E} $ | |ÿÿ` AC
HS ¤ ´ÿÿ AC
L Ä ¦ÿÿ AC
M ä ÿÿW AC
R $ Кÿÿ AC
I $ , Dÿÿ¨ AC
I T ěÿÿ AC
V t ÿÿw AC
r ÿÿ AC
M ´ ! ÿÿà AC
Û Ô á ÿÿÄ AC
¿ ô
ÿÿe AC
`
Ê ÿÿ4 AC
/ 4
Þ ÿÿ AC
O T
Ò ÿÿæ AC
á t
!ÿÿ@ AC
{
¸!ÿÿ AC
´
ÿÿ$ AC
_ Ô
ÿÿ= AC
x ô
,ÿÿM AC
H Zÿÿ AC
L 4 Lÿÿ< AC
w T hÿÿ* AC
e t c!ÿÿ AC
zPLR xm- , $ :"ÿÿì AC
LÛ $ T ö#ÿÿ= ü AC
J. &ÿÿv AC
q , b(ÿÿÕ AC
Ð $ L )ÿÿú AC
Eð $ t ê,ÿÿt AC
Ej $ 60ÿÿ¿ ] AC
G³ $ 4 Í0ÿÿ¿ F AC
G³ ì d1ÿÿå AC
à $
)2ÿÿ AC
E $ 4
2ÿÿ AC
E $ Ì ó2ÿÿ¼ ¿ AC
J
8ÿÿ# AC
¤
9ÿÿ] AC
X Ä
"ÿÿm AC
h ä
pÿÿ AC
âÿÿT AC
O $ ÿÿx AC
s D nÿÿ¢ AC
d ðÿÿä AC
ß ´ÿÿ2 AC
m ¤ Ɯÿÿ2 AC
m Ä ÿÿ AC
ä §;ÿÿN AC
I $ Õ<ÿÿ¢ AC
E , O=ÿÿ@ AC
{ $ L o=ÿÿi AC
G] $ t °DÿÿÑ AC
EÇ $ YEÿÿ AC
E} Ä _ÿÿ AC
$ ä Fÿÿó AC
Jä ªÿÿµ AC
° , @ÿÿå AC
à L ÿÿP AC
K $ l 6ÿÿ AC
E÷ $ ¡ÿÿ. AC
E$ ¼ ¢ÿÿû AC
ö Ü ò¤ÿÿc AC
^ ü 6¦ÿÿ
AC
$ §ÿÿ7 AC
J( D 0«ÿÿD AC
d Lÿÿ² AC
Lÿÿ~ AC
y ¤ ûNÿÿÛ AC
Ö Ä ôªÿÿ AC
U $ T îªÿÿu J AC
Ek <«ÿÿJ AC
E , fÿÿ AC
U L `ÿÿ AC
U l Zÿÿ AC
U $ ü TÿÿÔ ¶ AC
JÅ ´ ´ÿÿ AC
M Ô ò³ÿÿ7 AC
r $ d
´ÿÿd f AC
EZ $ ^NÿÿÃ N AC
H¶ D ùQÿÿ AC
} d [Tÿÿ` AC
[ Tÿÿ AC
$ Uÿÿ ß
AC
H Ì
Yÿÿq AC
l ì Ö_ÿÿA AC
< $ ÷aÿÿ AC
Eþ 4 ×dÿÿV AC
Q T
hÿÿ AC
t î²ÿÿ. AC
i ü²ÿÿ. AC
i ´
³ÿÿ2 AC
m Ô ³ÿÿ2 AC
m ô .³ÿÿ AC
[ .³ÿÿ& AC
a 4 4³ÿÿ9 AC
t T M³ÿÿ2 AC
m t `³ÿÿ% AC
` f³ÿÿB AC
} ´ ³ÿÿ) AC
d Ô ³ÿÿ¥ AC
ô ´ÿÿ! AC
µÿÿz AC
u $ ¤
rµÿÿe h AC
E[ \ °µÿÿ AC
U | ªµÿÿ% AC
` °µÿÿ AC
W ¼ ¬µÿÿ< AC
Er Ü ȵÿÿC AC
Ey ü ëµÿÿé AC
ä ´¶ÿÿî AC
é < ·ÿÿ" AC
] \ ·ÿÿ& AC
a $ ì ·ÿÿ 3
AC
E ¤ ú·ÿÿ AC
I Ä è·ÿÿ) AC
d ä ò·ÿÿ4 AC
o ¸ÿÿ- AC
h $ ¸ÿÿë § AC
Gß L غÿÿ AC
U $ Ü Һÿÿq AC
Eg »ÿÿ AC
U ´ »ÿÿ AC
I Ô »ÿÿ AC
I ô òºÿÿt AC
o $ F»ÿÿ AC
E $ < 0¼ÿÿ, AC
E" d 4½ÿÿe AC
` y½ÿÿ AC
U ¤ t½ÿÿ AC
I Ä b½ÿÿ8 AC
s ä z½ÿÿ1 AC
l ½ÿÿ% AC
` $ ½ÿÿ" AC
] D ½ÿÿ6 AC
q d ¨½ÿÿF AC
E| νÿÿ AC
L $ ¤ =ÿÿÉ AC
E¿ Ì a¾ÿÿ2 AC
m ì t¾ÿÿ AC
U n¾ÿÿ= AC
x $ , ¾ÿÿÙ AC
EÏ T <¿ÿÿo AC
j t ¿ÿÿE AC
@ $ 񨘘 AC
E
¼ ÁÿÿÆ AC
Á Ü ¾Áÿÿ< AC
Er ü ÚÁÿÿ AC
[ ÚÁÿÿF AC
E| $ < Âÿÿ¨ AC
E d Âÿÿ AC
O tÂÿÿB AC
} ¤ Âÿÿ- AC
h Ä £Âÿÿ AC
I ä Âÿÿ AC
U $ ÂÿÿX AC
GL , »Âÿÿ+ AC
f L ÆÂÿÿ
AC
E l °Âÿÿ AC
U ªÂÿÿÚ AC
Õ ¬ dÃÿÿ< AC
Er $ Ì Ãÿÿ AC
E ô îÃÿÿ AC
[ îÃÿÿ% AC
` 4 óÃÿÿ AC
U $ T íÃÿÿs AC
Gg | 8Äÿÿ- AC
h EÄÿÿ AC
I ¼ 3Äÿÿ AC
U Ü -Äÿÿ1 AC
l ü >Äÿÿ
AC
E $ (Äÿÿ
AC
E D
Æÿÿ> AC
Et d +Æÿÿ AC
I Æÿÿ AC
U ¤ ÆÿÿF AC
E| Ä 9Æÿÿx AC
s $ T ÆÿÿC AC
E9 ¬Çÿÿ AC
X $ , ©ÇÿÿX AC
GL T ÙÇÿÿ1 AC
l t êÇÿÿe AC
` ì\ÿÿH AC
C ´ ]ÿÿ AC
P ÿÿ& ìÄ ½ Ù ÿÿ. «© ¬ ÿÿ
, F cO ÿÿ
, F cO ÿÿT t
ÿÿ; $P 4 i ÿÿ > ®
§
Ã
ÿÿ (? X ÿÿN ¬ ã ÿÿWn ã±ò ë ÿÿ "D = Y ÿ' 7 lg
Y ÿ% NÇ Ãñí: ì EÞ ÿÿ=P e ÿÿB+ Á± ) ÄÜ Ѓ / / / / Ï/ Û/ `s
ÀG ! ! õþÿo ð 0' @
00 ! ¸ ¨[ XZ P þÿÿo ¸Y ÿÿÿo ðÿÿo `W ùÿÿo ¨! s ¦s ¶s Æs Ös æs ös t t &t 6t Ft Vt ft vt t t ¦t ¶t Æt Öt æt öt u u &u 6u Fu Vu fu vu u u ¦u ¶u Æu Öu æu öu v v &v 6v Fv Vv fv vv v v ¦v ¶v Æv Öv æv öv w w &w 6w Fw Vw fw vw w w ¦w ¶w Æw Öw æw öw x x &x 6x Fx Vx fx vx x x ¦x ¶x Æx Öx æx öx y y &y 6y Fy Vy fy vy y y ¦y ¶y Æy Öy æy öy z z &z 6z Fz Vz fz vz z z ¦z ¶z Æz Öz æz öz { { &{ 6{ F{ V{ f{ v{ { { ¦{ ¶{ Æ{ Ö{ æ{ ö{ | | &| 6| F| V| f| v| | | ¦| ¶| Æ| Ö| æ| ö| } } &} 6} F} V} f} v} } } ¦} ¶} Æ} Ö} æ} ö} ~ ~ &~ 6~ F~ V~ f~ v~ ~ ~ ¦~ ¶~ Æ~ Ö~ æ~ ö~ & 6 F V f v ¦ ¶ Æ Ö æ ö & 6 F V f v ¦ ¶ ƀ ր æ ö & 6 F V f v ¦ ¶ Ɓ ց æ ö & 6 F V f v ¦ ¶ Ƃ ւ æ ö & 6 F V ! GCC: (Ubuntu 4.8.4-2ubuntu1~14.04.3) 4.8.4 .symtab .strtab .shstrtab .note.gnu.build-id .gnu.hash .dynsym .dynstr .gnu.version .gnu.version_r .rela.dyn .rela.plt .init .text .fini .rodata .eh_frame_hdr .eh_frame .gcc_except_table .init_array .fini_array .jcr .dynamic .got .got.plt .data .bss .comment È È $ . öÿÿo ð ð L 8 @ @ ð @ 0' 0' 00 H ÿÿÿo `W `W T U þÿÿo ¸Y ¸Y d XZ XZ P n ¨[ ¨[ ¸
x `s `s s s s à ~ ` ` _Ä ÀG ÀG àG àG H (W (W Ì ø^ ø^ Ô ª Ì Ì K ¼ ! È ! Ô ! Ù ¨! ¨ â ¸! ¸ H ç ! ð ! ö ! û 0 + ; X# Q ØÃ @9 È ð @ 0' `W ¸Y XZ ¨[ `s
s ` ÀG
àG (W ø^ Ì ! ! ! ¨! ¸! ! ! ! ñÿ ! ` . A Ѓ W ! f ! ! ¸ ñÿ Â ! Ñ
U %
S = 7
@R - f
Q ?
`Q ) Ý
P ( ± Ä &
0P Q
PP }
pP ®
P N
Q T a
àQ B ³
R - ß
ÀR J
`S L _
@T B w« @ ²
ÀS 6 ò ³ Ñ ! ñ³ L
T /
U J Ü ½ ~ ü
T A 3
@U 8 i
U »Æ ` § Ç ³ ´Ç Ý ¾Ò A
V O H
`V F |Ü H ¹ ÄÜ ñÿ Ò È à ! ñÿ ì ! ! ! * ! 7 ¨! @ " ¨ Z " r " ù5 ® " !Þ B ¾ é ¿ Û " ö v ^ r " >' & " ¾ä a · " ìÞ t Î á " 8 7 !
" @B
" Ð Ñ
å
" Ü- & " \8 % " ¢* e H " MD > · " ¬2 á " ´ ÷ " â m % " pù G " þ V p vÀ à " ' ¼ " ¬è ) Ó " 6B
ÿ Λ ¿
" 0
" ë { Y
" qE C Ð
á
" p D * " ¨ L " x W n " :2 q " Zò Â ¶ " ?
â ñ " fí 5 I " òé e MÌ q
@ º ¿ Ù " oá ñ ÀG ÷ " ² µ / T " + w Ӌ ¡ " @ < ÷ " Ü Ô " ´F w " 2 ¯ " v8 = ç " ¬2 % " | < ? " º& 2 \ H r " T " )G 1 ½ " êú × Ø V ÿ " . % " 0 w ? " Àå r l " D J " 6 % « " P Á F È ß " d+ < 5 " Ð; Æ ¶ " 4
2 Î " Ôø x é " l ¨ " х à @ Z ê ì " Ý © N ª " 6 è " î $
" "+ % H " ú e " ? z " D 7 " h4 , © " Ô2 ó ڇ 4
" D q " 4/ ë Í " °% ê " & . " Ò6 6 < " ä X ժ ¢ o ¥ # " ù ± à " v8 = û " c> 2 " M P ? " à= s " Ôø x " Ò< Ô " `ç m é " ' 2 " ³D F C " Â% 7 \ " â B m " Ê c ¦ " ô ` Î " $ü B î " B 1 * " Ð' % Q " ^ù o " ? " \8 " µ " Z6 1 ÷ " ¸ * " Þ W " â T 8 " æ T " . " N7 à " ú " ëA @ " a( ¥ ¥ " °A - ñ " H+ ; " ¢* e ^ Z t " M ½ " (* z ì " ü " " ³8 Ù " 2? Ú õ " q> ;! " ÝA i! " ë }! " ¬é F ! " 2 Î! " Î û " " 2æ - #" " Áà ® 8" " "6 8 m" ¾ " 9Ä «" " A: )# " <ñ G# " Æ2 |# " Ì, î ô# " Ý $ " 9 o r$ *¦ ] $ " ã â °$ " > X í$ " $ï % " 0 w % " è ! 6% " Lù S% " |ê i% ~% " h
å % " + º% ]Û á% " ¨ û% 1 & " Â 4& " Vå j ^& " P ä z& " û ¶& " å 6 Î& " 6 x ì& " ® ¢ ' " °6 " >' " Þ@ ' " #A ( " 8è Q ( " ;( " ZG e ( " < < ï( " ¨. ) ) Õ i) ! u) " ´ ) " `æ 2 ±) " Îç i Å) " ùD x 2* " / - |* " öù * " ¢ù S Á* " V3 @+ " ä . T+ " 8( ) y+ " º $ + " =A s , " ^& . , " ÑF X N, " ú% d d, " ì& 2 , " Öè Ö , " ã+ é - " j '- " ã> + =- " ú% d S- " l x- " Î u - L å £-
à Ä- ! É- " Þ = á- " Íâ R ý- " `ß â . " ö' B _. ÿÔ . " Î u . " º $ ·. "
í \ Ñ. " ?
ý. / ?/ " H@ ®/ " Â È/ ·« i ñ/ " ÙÜ ' ü/ " ) ! %0 90 " 6B
e0 u e z0 " . ·0 k¼ ² Ë0 " .
÷0 " ú Ô 1 -1 " 7 F [1 " ä . o1 " 8= ¨ ç1 " þ@ % A2 " º- " l2 " 5 e è2 " º÷ ò 3 ,3 ! 33 " H+ }3 3 K ¼ Æ3 " fý ° ë3 " d' 9 4 (4 ֎ = T4 " â2 t Å4 Ý4 " æ Í ô4 "
5 ` ú [5 m5 " ë | 5 " ë 5 " ¬ø ' µ5 È5 " f á5 " Þ = ù5 " Bà 6 " üú J6 " f
2 l6 " 6> - 6 " ô= B Õ6 " )8 2 #7 " ò< F 7 " :2 q ±7 Å7 " Ò. 4 8 `s 8 xµ ó (8 <8 " + C ¥8 " ü9 E î8 " cÞ 2 ü8 " Ý y
9 " `7 É crtstuff.c __JCR_LIST__ deregister_tm_clones register_tm_clones __do_global_dtors_aux completed.6973 __do_global_dtors_aux_fini_array_entry frame_dummy __frame_dummy_init_array_entry gdiam.cpp _ZStL8__ioinit _ZZN10gdiam_bbox7get_dirEiE19__PRETTY_FUNCTION__ _ZZN10gdiam_bbox4initEPdS0_S0_E19__PRETTY_FUNCTION__ _ZZN8GFSPTree4initEPKPdiE19__PRETTY_FUNCTION__ _ZZN8GFSPTree10build_nodeEPPdS1_E19__PRETTY_FUNCTION__ _ZZN8GFSPTree10split_nodeEP12GFSPTreeNodeE19__PRETTY_FUNCTION__ _ZZ9heap_initP6heap_tPFiPvS1_EE19__PRETTY_FUNCTION__ _ZL6resizeP6heap_ti _ZZL6resizeP6heap_tiE19__PRETTY_FUNCTION__ _ZZ9heap_termP6heap_tE19__PRETTY_FUNCTION__ _ZZ13heap_is_emptyP6heap_tE19__PRETTY_FUNCTION__ _ZZN12GTreeDiamAlg11addPairHeapER14g_heap_pairs_pP12GFSPTreeNodeS3_E19__PRETTY_FUNCTION__ _ZZN12GTreeDiamAlg15split_pair_projER8GFSPPairR14g_heap_pairs_pdPdE19__PRETTY_FUNCTION__ _ZZN12GTreeDiamAlg10split_pairER8GFSPPairR14g_heap_pairs_pdE19__PRETTY_FUNCTION__ _ZZ13gdiam_convertPdiE19__PRETTY_FUNCTION__ _ZZ23gdiam_approx_const_mvbbPPdidP5GBBoxE19__PRETTY_FUNCTION__ _ZZ31gdiam_generate_orthonormal_basePdS_S_E19__PRETTY_FUNCTION__ _ZZN14CompareByAngleclERKP7point2dS3_E19__PRETTY_FUNCTION__ _ZL9print_pntP7point2d _ZZ18verify_convex_hullR12vec_point_2dS0_E19__PRETTY_FUNCTION__ _ZL16remove_duplicateR12vec_point_2dP7point2di _ZL22remove_consecutive_dupR12vec_point_2d _ZZ11convex_hullR12vec_point_2dS0_E19__PRETTY_FUNCTION__ _ZZN16MinAreaRectangle22compute_min_bbox_innerER12bbox_2d_infoRdE19__PRETTY_FUNCTION__ _ZL20construct_base_innerPdS_S_ _ZZL20construct_base_innerPdS_S_E19__PRETTY_FUNCTION__ _ZZN12ProjPointSet4initEPdPS0_iE19__PRETTY_FUNCTION__ _ZZN12ProjPointSet7computeEvE19__PRETTY_FUNCTION__ _ZL4gcd2ii _ZL4gcd3iii _ZL13try_directionR10gdiam_bboxS0_PPdiiii _ZL14register_pointPdPS_S0_iR10gdiam_bbox _ZZL14register_pointPdPS_S0_iR10gdiam_bboxE19__PRETTY_FUNCTION__ _ZZ19gdiam_convex_samplePPdiR10gdiam_bboxiE19__PRETTY_FUNCTION__ _Z41__static_initialization_and_destruction_0ii _GLOBAL__sub_I_gdiam.cpp __FRAME_END__ __JCR_END__ DW.ref.__gxx_personality_v0 _GLOBAL_OFFSET_TABLE_ __TMC_END__ __dso_handle _DYNAMIC _ZN16MinAreaRectangleC1Ev _ZNK8GFSPPair7maxDiamEv _ZN9__gnu_cxx14__alloc_traitsISaIP7point2dEE8max_sizeERKS3_ _Z8pnt_copyPdS_ _ZSt20__throw_length_errorPKc@@GLIBCXX_3.4 _Z14construct_basePdS_S_ _ZN10gdiam_bbox5boundEPd _ZN12GTreeDiamAlg11addPairHeapER14g_heap_pairs_pP12GFSPTreeNodeS3_ printf@@GLIBC_2.2.5 _ZNKSt6vectorIP7point2dSaIS1_EE4sizeEv _ZN10GPointPair4initEPdS0_S0_ _Z12pnt_dot_prodPKdS0_ atan2@@GLIBC_2.2.5 _ZN16MinAreaRectangle22compute_min_bbox_innerER12bbox_2d_infoRd _ZSt13__adjust_heapIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEElS3_14CompareByAngleEvT_T0_SB_T1_T2_ _ZNK8GFSPPair14directDiameterERK8GFSPTreeR10GPointPair memset@@GLIBC_2.2.5 _ZNKSt6vectorIP7point2dSaIS1_EE8capacityEv _ZNSaIP7point2dED1Ev _ZNSt6vectorIP7point2dSaIS1_EED1Ev _ZNSt11__iter_swapILb1EE9iter_swapIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS5_SaIS5_EEEESA_EEvT_T0_ _ZNSt12_Vector_baseIP7point2dSaIS1_EEC1Ev _ZN12vec_point_2dD2Ev _Z8heap_topP6heap_t _ZN7point2d4initEPdS0_S0_ _ZNK12GFSPTreeNode11isSplitableEv _ZN8GFSPTree10split_nodeEP12GFSPTreeNode _Z19gdiam_mvbb_optimizePPdi10gdiam_bboxi _ZNSt6vectorIP7point2dSaIS1_EEixEm _ZNK5GBBox9max_coordEi _ZN9__gnu_cxx13new_allocatorIP7point2dEC2Ev _Z17gdiam_approx_diamPPdid _ZN12vec_point_2dC1Ev _ZN10gdiam_bbox21set_third_dim_longestEv _ZSt11__push_heapIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEElS3_14CompareByAngleEvT_T0_SB_T1_T2_ tan@@GLIBC_2.2.5 _ZN16MinAreaRectangle16compute_min_bboxER12vec_point_2dR12bbox_2d_infoRd _ZNK12GTreeDiamAlg11getDiameterEv _ZNK8GFSPPair16isBelowThresholdEi _ZNSt12_Vector_baseIP7point2dSaIS1_EED2Ev _ZN10gdiam_bbox4initEPdS0_S0_ _ZN9__gnu_cxx13new_allocatorIP7point2dED2Ev __gmon_start__ _Jv_RegisterClasses puts@@GLIBC_2.2.5 _ZN10gdiam_bbox7combineEPdddd _ZdlPv@@GLIBCXX_3.4 _ZNK5GBBox13getLongestDimEv _Z22gdiam_approx_mvbb_gridPPdii __assert_fail@@GLIBC_2.2.5 _Z13heap_is_emptyP6heap_t _Z21gdiam_approx_diam_UDMPPdid _Z12pnt_distancePdS_PKd _fini __cxa_rethrow@@CXXABI_1.3 _ZN12bbox_2d_info7get_dirEiPd _ZNSt8ios_base4InitC1Ev@@GLIBCXX_3.4 _ZNSt6vectorIP7point2dSaIS1_EEC2Ev _Z18computeExtremePairPKPdiiR10GPointPair _ZN9__gnu_cxxltIPP7point2dSt6vectorIS2_SaIS2_EEEEbRKNS_17__normal_iteratorIT_T0_EESC_ _ZN12ProjPointSet7computeEv _ZNSt10_Iter_baseIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEELb1EE7_S_baseES8_ _ZNSt12_Vector_baseIP7point2dSaIS1_EE12_Vector_implD2Ev _ZNSt12_Vector_baseIP7point2dSaIS1_EE12_Vector_implC1Ev _ZNSt12_Vector_baseIP7point2dSaIS1_EEC2Ev malloc@@GLIBC_2.2.5 _ZN14g_heap_pairs_p3topEv _Z14gdiam_exchangeIdEvRT_S1_ _Z13compare_pairsPvS_ _ZN8GFSPPair8get_leftEv _ZSt13__copy_move_aILb0EPP7point2dS2_ET1_T0_S4_S3_ _ZNK8GFSPTree9getPointsEv _Z29gdiam_approx_mvbb_grid_samplePPdiii _ZN16MinAreaRectangle11find_vertexEid _ZN12GTreeDiamAlgC1EPPdii _ZN10GPointPair18update_diam_simpleEPdS0_S0_ _ZN12ProjPointSet4initEPdPS0_i _ZSt8_DestroyIPP7point2dEvT_S3_ _ZN7point2d4distERKS_ _Z11bbox_vertexRK5GBBoxRA3_di _ZN9__gnu_cxxneIPP7point2dSt6vectorIS2_SaIS2_EEEEbRKNS_17__normal_iteratorIT_T0_EESC_ _ZSt21__unguarded_partitionIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEES3_14CompareByAngleET_SA_SA_RKT0_T1_ _Z4LeftRK7point2dS1_S1_ _ZN12GFSPTreeNodeC2EPPdS1_ _ZNK8GFSPPair14directDiameterERK8GFSPTreeR10GPointPairPd _Z9heap_initP6heap_tPFiPvS1_E __cxa_atexit@@GLIBC_2.2.5 _ZN12GTreeDiamAlg15compute_by_heapEd _ZnwmPv _Z13get_min_pointR12vec_point_2dRi _ZNKSt12_Vector_baseIP7point2dSaIS1_EE19_M_get_Tp_allocatorEv _ZNK10gdiam_bbox11dump_vertexEddd _ZN9__gnu_cxx14__alloc_traitsISaIP7point2dEE7destroyERS3_PS2_ _ZNK12GFSPTreeNode7getBBoxEv _ZNSaIP7point2dEC2Ev _ZNSt8ios_base4InitD1Ev@@GLIBCXX_3.4 _ZSt12__niter_baseIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEEENSt11_Niter_baseIT_E13iterator_typeESA_ _ITM_deregisterTMCloneTable _ZSt16__insertion_sortIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_T0_ _ZNK9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEE4baseEv _Z11heap_insertP6heap_tPv _ZNSt10_Iter_baseIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEELb0EE7_S_baseES8_ _ZNSt6vectorIP7point2dSaIS1_EE13_M_insert_auxEN9__gnu_cxx17__normal_iteratorIPS1_S3_EERKS1_ _ZN12ProjPointSet8get_bboxEv _ZSt3maxIdERKT_S2_S2_ _ZN9__gnu_cxx13new_allocatorIP7point2dE9constructEPS2_RKS2_ _Z17pnt_scale_and_addPddPKd _Z4dumpR12vec_point_2d _Z23gdiam_approx_const_mvbbPdid _ZN12GFSPTreeNode12ptr_pnt_leftEv free@@GLIBC_2.2.5 _ZNSt12_Vector_baseIP7point2dSaIS1_EE12_Vector_implC2Ev _ZNSt12_Destroy_auxILb1EE9__destroyIPP7point2dEEvT_S5_ _Z7eq_realdd _ZNK9__gnu_cxx13new_allocatorIP7point2dE8max_sizeEv _ZN12GFSPTreeNodeC1EPPdS1_ _ZN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEEppEv _ZNK5GBBox6centerEPd _ITM_registerTMCloneTable _ZSt4swapIP7point2dEvRT_S3_ _ZSt4copyIPP7point2dS2_ET0_T_S4_S3_ _ZN12ProjPointSet4termEv _Z8pnt_initPdddd _ZN16MinAreaRectangle8get_bboxEididididR12bbox_2d_infoRd _ZN8GFSPPair4initEP12GFSPTreeNodeS1_Pdd _ZN8GFSPTree10build_nodeEPPdS1_ _ZSt22__copy_move_backward_aILb0EPP7point2dS2_ET1_T0_S4_S3_ _ZNSt6vectorIP7point2dSaIS1_EE5beginEv _ZN12GFSPTreeNode9get_rightEv _ZNSaIP7point2dEC1Ev _ZNSaIP7point2dED2Ev __cxa_finalize@@GLIBC_2.2.5 _ZSt22__uninitialized_copy_aIPP7point2dS2_S1_ET0_T_S4_S3_RSaIT1_E _ZN14g_heap_pairs_p3popEv _Z8pnt_dumpPKd _ZNK7point2d5equalERKS_ _Z15heap_delete_maxP6heap_t _ZNSt6vectorIP7point2dSaIS1_EE20_M_allocate_and_copyIPS1_EES5_mT_S6_ _ZNK9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEEdeEv _Z6isLeftRK7point2dS1_S1_ _ZSt12__niter_baseIPP7point2dENSt11_Niter_baseIT_E13iterator_typeES4_ _ZSt4sortIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_T0_ _ZNSt20__uninitialized_copyILb1EE13__uninit_copyIPP7point2dS4_EET0_T_S6_S5_ _ZN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEEC1ERKS3_ _ZNSt6vectorIP7point2dSaIS1_EED2Ev _ZN12GTreeDiamAlg10split_pairER8GFSPPairR14g_heap_pairs_pd _ZN14g_heap_pairs_p4pushER8GFSPPair _ZNSt6vectorIP7point2dSaIS1_EE9push_backERKS1_ _ZN8GFSPTree7getRootEv _ZN12vec_point_2dC2Ev _ZSt13__heap_selectIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_SA_T0_ _ZSt9make_heapIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_T0_ _ZSt12__miter_baseIPP7point2dENSt11_Miter_baseIT_E13iterator_typeES4_ _ZNSt10_Iter_baseIPP7point2dLb0EE7_S_baseES2_ _ZN10gdiam_bboxC2Ev _ZNK5GBBox10length_dimEi _ZNSt12_Vector_baseIP7point2dSaIS1_EE12_Vector_implD1Ev _ZN16MinAreaRectangle16compute_crossingEididRdS0_ _ZN10GPointPair11update_diamEPdS0_ _Z12pnt_distancePdS_ _ZNSt12_Vector_baseIP7point2dSaIS1_EE11_M_allocateEm _Z26gdiam_approx_diam_pair_UDMPdid _Z17gdiam_approx_mvbbPPdid _ZSt22__move_median_to_firstIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_SA_SA_T0_ _ZN10gdiam_bbox4initERK5GBBox _ZN9__gnu_cxx13new_allocatorIP7point2dE7destroyEPS2_ _ZSt22__final_insertion_sortIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_T0_ _Z13pnt_normalizePd _ZSt9sort_heapIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_T0_ _Z31gdiam_generate_orthonormal_basePdS_S_ _Z11pnt_isEqualPdS_ _ZSt23__copy_move_backward_a2ILb0EPP7point2dS2_ET1_T0_S4_S3_ _ZNK10gdiam_bbox4dumpEv _ZN12GTreeDiamAlgC2EPPdii _ZNK5GBBox9min_coordEi _ZN12GFSPTreeNode8get_leftEv _ZNK5GBBox8get_diamEv memmove@@GLIBC_2.2.5 _ZN12bbox_2d_info4dumpEv _ZNSt6vectorIP7point2dSaIS1_EEC1Ev _Z29gdiam_approx_mvbb_grid_samplePdiii _ZN16MinAreaRectangleC2Ev _Z22gdiam_approx_diam_pairPdid _ZN16MinAreaRectangleD1Ev _ZN10GPointPair18update_diam_simpleEPdS0_ _Z8AreaSignRK7point2dS1_S1_ _ZNK8GFSPTree14brute_diameterEPKPdS2_S2_S2_R10GPointPairS0_ _ZN10GPointPair4initEPd _ZNK7point2d10equal_realERKS_ _Z4AreaRK7point2dS1_S1_ _ZN9__gnu_cxx13new_allocatorIP7point2dE10deallocateEPS2_m _ZN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEEmmEv _ZSt12__miter_baseIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEEENSt11_Miter_baseIT_E13iterator_typeESA_ _ZN5GBBox4initEv _ZN16MinAreaRectangle16compute_edge_dirEi _ZNSt11__copy_moveILb0ELb1ESt26random_access_iterator_tagE8__copy_mIP7point2dEEPT_PKS5_S8_S6_ _ZN9__gnu_cxxeqIPP7point2dSt6vectorIS2_SaIS2_EEEEbRKNS_17__normal_iteratorIT_T0_EESC_ _ZSt8_DestroyIPP7point2dS1_EvT_S3_RSaIT0_E _ZN12GTreeDiamAlg11addPairHeapER14g_heap_pairs_pP12GFSPTreeNodeS3_PdR8GFSPPair __bss_start _ZN12vec_point_2dD1Ev _ZN10GPointPair11update_diamEPdS0_S0_ _ZNK5GBBox6volumeEv _ZNSt20__copy_move_backwardILb0ELb1ESt26random_access_iterator_tagE13__copy_move_bIP7point2dEEPT_PKS5_S8_S6_ _ZN9__gnu_cxx14__alloc_traitsISaIP7point2dEE9constructIS2_EEvRS3_PS2_RKT_ _ZN12GFSPTreeNode13ptr_pnt_rightEv _ZN12GFSPTreeNode12ptr_pnt_randEv _ZSt27__unguarded_partition_pivotIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleET_SA_SA_T0_ _ZN10GPointPairC1Ev _ZNSt6vectorIP7point2dSaIS1_EE3endEv _ZN14g_heap_pairs_pC2Ev _ZSt23__copy_move_backward_a2ILb0EN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEES8_ET1_T0_SA_S9_ _ZSt3minIdERKT_S2_S2_ _ZSt14__copy_move_a2ILb0EPP7point2dS2_ET1_T0_S4_S3_ _ZN12ProjPointSetC2Ev _Z14gdiam_exchangeIPdEvRT_S2_ _ZN5GBBox5boundEPd _ZSt16__introsort_loopIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEEl14CompareByAngleEvT_SA_T0_T1_ _ZNK14g_heap_pairs_p4sizeEv _ZSt3maxImERKT_S2_S2_ _ZN12ProjPointSetC1Ev _ZN8GFSPPair4initEP12GFSPTreeNodeS1_ _ZN12ProjPointSetD2Ev _Z13gdiam_convertPdi _Z14bbox_proj_distRK5GBBoxS1_PKd _end _ZN14g_heap_pairs_pD1Ev _Z18pnt_init_normalizePdddd _Z14pnt_cross_prodPdS_S_ _ZNK9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEEplERKl _Z19gdiam_convex_samplePPdiR10gdiam_bboxi _ZN12ProjPointSetD1Ev _ZN14g_heap_pairs_pC1Ev _ZN10gdiam_bbox7get_dirEi _ZN9__gnu_cxx13new_allocatorIP7point2dED1Ev __cxa_end_catch@@CXXABI_1.3 _ZSt17__throw_bad_allocv@@GLIBCXX_3.4 _ZSt10__pop_heapIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_SA_T0_ _ZN16MinAreaRectangleD2Ev _Z18verify_convex_hullR12vec_point_2dS0_ _ZSt4__lgl _ZNSt6vectorIP7point2dSaIS1_EE7reserveEm stderr@@GLIBC_2.2.5 _ZN9__gnu_cxx13new_allocatorIP7point2dEC1Ev _Z9heap_termP6heap_t _ZNSt12_Vector_baseIP7point2dSaIS1_EE19_M_get_Tp_allocatorEv _Z11dump_pointsPPdi _ZN16MinAreaRectangle10get_anglesEiRdS0_S0_ _ZN8GFSPTree4initEPKPdi __cxa_begin_catch@@CXXABI_1.3 _ZSt13copy_backwardIPP7point2dS2_ET0_T_S4_S3_ _ZN10GPointPairC2Ev _ZSt25__unguarded_linear_insertIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_T0_ _ZSt9iter_swapIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEES8_EvT_T0_ _ZNKSt6vectorIP7point2dSaIS1_EE8max_sizeEv _ZSt26__unguarded_insertion_sortIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_T0_ _ZN10gdiam_bbox26get_normalized_coordinatesEPdS0_ rand@@GLIBC_2.2.5 _edata _ZN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEEC2ERKS3_ __gxx_personality_v0@@CXXABI_1.3 _Z23gdiam_approx_const_mvbbPPdidP5GBBox _ZN8GFSPTree11split_arrayEPPdS1_iRKd _ZNSt6vectorIP7point2dSaIS1_EE8pop_backEv _Znwm@@GLIBCXX_3.4 _ZN12GTreeDiamAlg20compute_by_heap_projEdPd _ZSt12partial_sortIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEE14CompareByAngleEvT_SA_SA_T0_ _Unwind_Resume@@GCC_3.0 _ZN5GBBox4initERKS_S1_ _ZN14CompareByAngleclERKP7point2dS3_ _ZN12GTreeDiamAlg15split_pair_projER8GFSPPairR14g_heap_pairs_pdPd sqrt@@GLIBC_2.2.5 _ZNK10gdiam_bbox6volumeEv _ZN10gdiam_bboxC1Ev _ZNK12GFSPTreeNode4sizeEv memcpy@@GLIBC_2.14 _ZN8GFSPPair9get_rightEv _ZN14g_heap_pairs_pD2Ev _Z15pnt_distance_2dPdS_ _ZNK8GFSPTree14brute_diameterEPKPdS2_S2_S2_R10GPointPair _Z13Left_colinearRK7point2dS1_S1_ _ZSt18uninitialized_copyIPP7point2dS2_ET0_T_S4_S3_ _ZN9__gnu_cxx13new_allocatorIP7point2dE8allocateEmPKv _ZSt34__uninitialized_move_if_noexcept_aIPP7point2dS2_SaIS1_EET0_T_S5_S4_RT1_ _ZSt13copy_backwardIN9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS3_SaIS3_EEEES8_ET0_T_SA_S9_ _ZNSt12_Vector_baseIP7point2dSaIS1_EED1Ev stdout@@GLIBC_2.2.5 _ZNSt12_Vector_baseIP7point2dSaIS1_EE13_M_deallocateEPS1_m _init _Z11convex_hullR12vec_point_2dS0_ fflush@@GLIBC_2.2.5 _ZN9__gnu_cxxmiIPP7point2dSt6vectorIS2_SaIS2_EEEENS_17__normal_iteratorIT_T0_E15difference_typeERKSA_SD_ _ZNK9__gnu_cxx17__normal_iteratorIPP7point2dSt6vectorIS2_SaIS2_EEEmiERKl _Z8pnt_zeroPd _Z10pnt_lengthPd _ZNKSt6vectorIP7point2dSaIS1_EE12_M_check_lenEmPKc