1598 lines
277 KiB
Plaintext
1598 lines
277 KiB
Plaintext
|
ELF > Ч @ °L @ 8 @ ” ” é‰ é‰ 0 0 0 ¢ù ¢ù Ð+ Ð; Ð; øK XM Ð, Ð< Ð< à à 8 8 8 $ $ Påtd ÐÈ ÐÈ ÐÈ D D Qåtd Råtd Ð+ Ð; Ð; 0 0 GNU 9³‹úBMúó�ëEQñ®^€WÔ ‘ ‚ @ ‘ “ ¸�ñc2I†ëÓï t % š æ Z Á R ð q î ü v Ã
|
|||
|
|
ž Á ² R " g ° 3 É ä A > $ Î C à
|
|||
|
|
· œ h – ‡ Z † a Ž ô ü 9 Û ° _ »
|
|||
|
|
Í
|
|||
|
|
U ð à ¬
|
|||
|
|
· ¯ H a ; 1 ˜ /
|
|||
|
|
Š P © ¾ n ƒ w % U
|
|||
|
|
Ï ö 1
|
|||
|
|
d ‡
|
|||
|
|
™ R & O + B ‡ g ä Y
|
|||
|
|
œ € “ Ý J õ » Ì — § ‘ æ � q 3 6
|
|||
|
|
° ¿ }
|
|||
|
|
« ð 6 ] ¾ â À ¥ æ ¯ † [ å
|
|||
|
|
Ô Ó Ú _ / V Ö î 8 ‹ n © n 0( à) __gmon_start__ _init _fini _ITM_deregisterTMCloneTable _ITM_registerTMCloneTable __cxa_finalize PyTuple_Size _ZN13vtkPythonArgs13ArgCountErrorEll _ZN13vtkPythonArgs17GetArgAsVTKObjectEPKcRb PyErr_Occurred _ZN13vtkPythonArgs14BuildVTKObjectEPKv _ZN26vtkImageConnectivityFilter3NewEv _ZN13vtkObjectBase8IsTypeOfEPKc _ZN13vtkObjectBase34GetNumberOfGenerationsFromBaseTypeEPKc _ZN13vtkPythonArgs8GetValueERPKc PyLong_FromLong PyLong_FromLongLong _ZN13vtkPythonArgs19GetSelfFromFirstArgEP7_objectS1_ _ZN26vtkImageConnectivityFilter17GetSeedConnectionEv _ZN26vtkImageConnectivityFilter27GetNumberOfExtractedRegionsEv _ZN26vtkImageConnectivityFilter20GetStencilConnectionEv _ZN13vtkPythonArgs10BuildTupleEPKdm _ZN13vtkPythonArgs10BuildTupleEPKxm PyTuple_New _Py_Dealloc _ZN26vtkImageConnectivityFilter14SetStencilDataEP19vtkImageStencilData _Py_NoneStruct PyTuple_Pack _ZN26vtkImageConnectivityFilter11SetSeedDataEP10vtkDataSet _ZN26vtkImageConnectivityFilter20SetStencilConnectionEP18vtkAlgorithmOutput _ZN26vtkImageConnectivityFilter17SetSeedConnectionEP18vtkAlgorithmOutput _ZN26vtkImageConnectivityFilter20GetLabelModeAsStringEv strlen PyUnicode_FromStringAndSize PyErr_Clear PyBytes_FromStringAndSize _ZN26vtkImageConnectivityFilter26GetLabelScalarTypeAsStringEv _ZN26vtkImageConnectivityFilter25GetExtractionModeAsStringEv _ZN13vtkPythonArgs8GetValueERi _ZN13vtkPythonArgs15DeleteVTKObjectEPv PyVTKObject_Check PyVTKObject_GetObject PyVTKObject_SetFlag _ZN13vtkPythonArgs13ArgCountErrorElPKc _ZN13vtkPythonArgs8GetArrayEPdm _ZN13vtkPythonArgs8GetValueERd _ZN13vtkPythonArgs8GetArrayEPxm _ZN13vtkPythonArgs8GetValueERx PyVTKClass_Add PyType_GetFlags _ZN13vtkPythonUtil18FindBaseTypeObjectEPKc PyType_Ready PyVTKEnum_Add PyDict_SetItemString PyVTKEnum_New PyVTKClass_AddCombinedGetSetDefinitions _ZN6vtksys18SystemToolsManagerC1Ev _ZN6vtksys18SystemToolsManagerD1Ev __cxa_atexit PyVTKObject_GetSet PyType_Type PyVTKObject_Delete PyVTKObject_Repr PyVTKObject_String PyObject_GenericGetAttr PyObject_GenericSetAttr PyVTKObject_AsBuffer PyVTKObject_Traverse PyVTKObject_Init PyVTKObject_New PyObject_GC_Del PyLong_Type PyObject_Free _Znwm _ZN13vtkPythonArgs21GetArgAsSpecialObjectEPKcPP7_object PyVTKSpecialObject_New PyObject_HashNotImplemented _ZdlPvm _ZN17vtkImageConnector3NewEv _ZN13vtkPythonArgs8GetArrayEPim _ZN17vtkImageConnector8MarkDataEP12vtkImageDataiPi _ZN13vtkPythonArgs8SetArrayEiPKim PyDict_Size PyExc_TypeError PyErr_SetString _ZN17vtkImageConnector14RemoveAllSeedsEv _ZN13vtkPythonArgs8GetValueERh Py
|
|||
|
|
xW hl €W cf ˆW à ˜W Ðl W ,f ¨W ð ¸W (m àW ²f èW Ðÿ øW ¯f 8X Xp Z o Z € (Z ˜p `Z 60 hZ xZ C €Z ‚3 ˆZ À ˜Z D Z 0 ¨Z À ¸Z Àp ÀZ v3 ÈZ � ØZ Pq àZ H5 èZ P øZ F [ 6 [ [ @H [ Ùn ([ � 8[ ¸q x[ ès P] o `] €% h] ˜p ] 60 ¨] & ¸] C À] ‚3 È] À( Ø] D à] 0 è] À$ ø] (t ^ v3 ^ �* ^ °t ^ H5 (^ P' 8^ F @^ 6 H^ , X^ @H `^ Ùn h^ �# x^ ¸q ¸^ w �` o ` `: ¨` ˜p ¸` _u À` `C È` °8 Ð` `w à` lu è` PB ð` À3 ø` ˜w @a 60 Ha P4 Xa C `a ‚3 ha `< xa D €a 0 ˆa 1 ˜a Èw a v3 ¨a 0> ¸a Hx Àa H5 Èa ð: Øa F àa 6 èa ? øa @H b Ùn b @9 b ¸q b Pu (b P7 8b x @b Au Hb p6 Xb 8y `b %u hb `2 xb €y €b 3u ˆb �5 ˜b Øy Øb À} xd ȃ �d ðH Ød àH ˜e àI Pf êz Xf ` `f `W hf ~ xf ùz €f _ ˆf 0Y �f 8~ f
|
|||
|
|
{ ¨f 0b °f S ¸f x~ Èf { Ðf a Øf �U àf °~ g 60 (g ðJ 8g C @g ‚3 Hg p] Xg D `g 0 hg I xg è~ €g v3 ˆg \ ˜g p g H5 ¨g L ¸g F Àg 6 Èg M Øg @H àg ˜z èg V øg Ð h hz h `Q h P€ h ©z (h ðW 8h ˜€ @h 3z Hh ÀN Xh 0� `h ¿z hh ÀY xh ˆ� €h Ôz ˆh àZ ˜h Ø� h yz ¨h @R ¸h (‚ Àh Iz Èh O Øh ‚ àh ˆz èh 0T øh
|
|||
|
|
‚ D ‚ 0 (‚ PÓ 8‚ ø² @‚ v3 H‚ Ð X‚ ˆ³ `‚ H5 h‚ 0Õ x‚ F €‚ 6 ˆ‚ Ð ˜‚ @H ‚ A« ¨‚ Pê ¸‚ ð³ À‚ ¹ª È‚ á Ø‚ ¨´ à‚ « è‚ på ø‚ ø´ ƒ « ƒ `æ ƒ �µ ƒ Y« (ƒ °ì 8ƒ (¶ @ƒ j« Hƒ �ü Xƒ · `ƒ †ª hƒ pÞ xƒ ¸· €ƒ ’« ˆƒ ˜ƒ ¸ ƒ ž« ¨ƒ @ ¸ƒ @¸ Àƒ 6« ȃ Ðè ؃ €¸ àƒ Çª èƒ ðá øƒ ¹ „ w« „ 0 „ P¹ „ xª („ �Ý 8„ è¹ @„ …« H„ X„ 0º `„ «« h„ ` x„ pº €„ *« ˆ„ Pç ˜„ °º „ Òª ¨„ Ðâ ¸„ @» À„ §ª È„ 0à Ø„ €» à„ Þª è„ °ã ø„ ð» … à« … € … @¼ … 5ª (… ðØ 8… H½ @… ï« H… � X… �½ `… iª h… ÀÛ x… X¾ €… Ñ« ˆ… p
|
|||
|
|
˜… ¾ … Zª ¨… ÐÚ ¸… h¿ À… w1 È… Ð Ø… °¿ à… *ª è… PÖ ø… ˜À † 3 † `þ † ðÀ † 1 († °Ü 8† @e @† þ« H† X† °Á `† Dª h† àÙ x† ¨Ã €† ¹« ˆ† € ˜† Ä † ø¬ ¨† × ¸† àÄ À† Ȇ Ø Ø† HÅ à† ðª è† �ä ø† °Å ‡ vŽ ‡ à ‡ Æ ‡ “ª (‡ Pß 8‡ €Æ ˆ‡ ¸È ‡ ‰ °? ¸? ! À? 6 øD 6 S 6 Y 6 X\ 6 ˜_ 6 ¸c 6 xj 6 Xo 6 ¸t 6 Xz 6 ~ 6 È? I Ð? Z Ø? € à? ‰ è? ‹ ð? Œ ø? � D % ¨E % HG % (R % ÈS % (X % h[ % ¨^ % Èb % hd % ˆi % hn % Ès % hy % (} % 0D PR PX �[ Ð^ ðb °i �n ðs
|
|||
|
|
X@ `@ h@
|
|||
|
|
p@ x@ €@ ˆ@ �@ ˜@ @ ¨@ °@ ¸@ À@ È@ Ð@ Ø@ à@ è@ ð@ ø@ " A # A $ A & A ' A ( (A ) 0A * 8A + @A , HA - PA . XA / `A 1 hA 2 pA 3 xA 4 €A 5 ˆA 7 �A 8 ˜A 9 A : ¨A ; °A < ¸A = ÀA > ÈA ? ÐA A ØA B àA C èA D ðA E øA F B G B H B J B K B L (B M 0B N 8B O @B P HB Q PB R XB S `B T hB V pB W xB X €B \ ˆB ] �B ^ ˜B _ B ` ¨B a °B b ¸B c ÀB d ÈB e ÐB f ØB g àB h èB i ðB j øB k C l C m C n C o C p (C r 0C s 8C u @C w HC x PC y XC z `C { hC | pC } xC ~ €C ˆC � �C ‚ ˜C ƒ C … ¨C † °C ‡ ¸C ˆ ÀC Š ÈC ‹ ÐC � ØC Ž àC �
|
|||
|
|
é@ÿÿÿÿ%ŠŸ h é0ÿÿÿÿ%‚Ÿ h é ÿÿÿÿ%zŸ h
|
|||
|
|
éÿÿÿÿ%rŸ h é ÿÿÿÿ%jŸ h éðþÿÿÿ%bŸ h éàþÿÿÿ%ZŸ h éÐþÿÿÿ%RŸ h éÀþÿÿÿ%JŸ h é°þÿÿÿ%BŸ h é þÿÿÿ%:Ÿ h é�þÿÿÿ%2Ÿ h é€þÿÿÿ%*Ÿ h épþÿÿÿ%"Ÿ h é`þÿÿÿ%Ÿ h éPþÿÿÿ%Ÿ h é@þÿÿÿ%
|
|||
|
|
Ÿ h é0þÿÿÿ%Ÿ h é þÿÿÿ%úž h éþÿÿÿ%òž h é þÿÿÿ%êž h éðýÿÿÿ%âž h éàýÿÿÿ%Úž h! éÐýÿÿÿ%Òž h" éÀýÿÿÿ%Êž h# é°ýÿÿÿ%ž h$ é ýÿÿÿ%ºž h% é�ýÿÿÿ%²ž h& é€ýÿÿÿ%ªž h' épýÿÿÿ%¢ž h( é`ýÿÿÿ%šž h) éPýÿÿÿ%’ž h* é@ýÿÿÿ%Šž h+ é0ýÿÿÿ%‚ž h, é ýÿÿÿ%zž h- éýÿÿÿ%rž h. é ýÿÿÿ%jž h/ éðüÿÿÿ%bž h0 éàüÿÿÿ%Zž h1 éÐüÿÿÿ%Rž h2 éÀüÿÿÿ%Jž h3 é°üÿÿÿ%Bž h4 é üÿÿÿ%:ž h5 é�üÿÿÿ%2ž h6 é€üÿÿÿ%*ž h7 épüÿÿÿ%"ž h8 é`üÿÿÿ%ž h9 éPüÿÿÿ%ž h: é@üÿÿÿ%
|
|||
|
|
ž h; é0üÿÿÿ%ž h< é üÿÿÿ%ú� h= éüÿÿÿ%ò� h> é üÿÿÿ%ê� h? éðûÿÿÿ%â� h@ éàûÿÿÿ%Ú� hA éÐûÿÿÿ%Ò� hB éÀûÿÿÿ%Ê� hC é°ûÿÿÿ%Â� hD é ûÿÿÿ%º� hE é�ûÿÿÿ%²� hF é€ûÿÿÿ%ª� hG épûÿÿÿ%¢� hH é`ûÿÿÿ%š� hI éPûÿÿÿ%’� hJ é@ûÿÿÿ%Š� hK é0ûÿÿÿ%‚� hL é ûÿÿÿ%z� hM éûÿÿÿ%r� hN é ûÿÿÿ%j� hO éðúÿÿÿ%b� hP éàúÿÿÿ%Z� hQ éÐúÿÿÿ%R� hR éÀúÿÿÿ%J� hS é°úÿÿÿ%B� hT é úÿÿÿ%:� hU é�úÿÿÿ%2� hV é€úÿÿÿ%*� hW épúÿÿÿ%"� hX é`úÿÿÿ%� hY éPúÿÿÿ%� hZ é@úÿÿÿ%
|
|||
|
|
� h[ é0úÿÿÿ%� h\ é úÿÿÿ%úœ h] éúÿÿÿ%òœ h^ é úÿÿÿ%êœ h_ éðùÿÿÿ%✠h` éàùÿÿÿ%Úœ ha éÐùÿÿÿ%Òœ hb éÀùÿÿÿ%Êœ hc é°ùÿÿÿ%Âœ hd é ùÿÿÿ%ºœ he é�ùÿÿÿ%²œ hf é€ùÿÿÿ%ªœ hg épùÿÿÿ%¢œ hh é`ùÿÿÿ%šœ hi éPùÿÿÿ%’œ hj é@ùÿÿÿ%Šœ hk é0ùÿÿÿ%‚œ hl é ùÿÿÿ%zœ hm éùÿÿÿ%rœ hn é ùÿÿÿ%jœ ho éðøÿÿÿ%bœ hp éàøÿÿÿ%Zœ hq éÐøÿÿÿ%Rœ hr éÀøÿÿÿ%Jœ hs é°øÿÿÿ%Bœ ht é øÿÿÿ%:œ hu é�øÿÿÿ%2œ hv é€øÿÿÿ%*œ hw épøÿÿÿ%"œ hx é`øÿÿÿ%œ hy éPøÿÿH‹|$H…ÿtH�D$H9Çtè‡üÿÿH‰ïè/ÿÿÿf. „ D HƒìH�=Öß è ÿÿÿH‹=±— H�"” H�5¼ß è6ûÿÿH‹�— óo )¤ óoH)
|
|||
|
|
¨ H‹P H‰ óoP(© óoX8 H‹@HH‰² H�Ž H‰,œ HƒÄà € HƒìH�=Åß èÿÿÿH‹=!— H�’“ H�5«ß è¦úÿÿH�7¾ H‰¨« H‹ñ– óo )†¬ óoH)
|
|||
|
|
Š¬ H‹P H‰�¬ óoP(‹¬ óoX8 �¬ H‹@HH‰”¬ H�í¾ H‰®© HƒÄÃf „ HƒìH�=&ß èpþÿÿH‹=�– H�ò’ H�5 ß èúÿÿH‹_– óo )T° óoH)
|
|||
|
|
X° H‹P H‰]° óoP(Y° óoX8 ]° H‹@HH‰b° H�›Å H‰ ¯ HƒÄà € HƒìH�=—Þ èàýÿÿH‹=ñ• H�b’ H�5}Þ èvùÿÿH‹Ï• óo )³ óoH)
|
|||
|
|
³ H‹P H‰
|
|||
|
|
³ óoP( ³ óoX8
|
|||
|
|
³ H‹@HH‰³ H�›È H‰Ì± HƒÄà € HƒìH�=Þ èPýÿÿH‹=a• H�Ò‘ H�5îÝ èæøÿÿH‹?• óo )´µ óoH)
|
|||
|
|
¸µ H‹P H‰½µ óoP(¹µ óoX8 ½µ H‹@HH‰Âµ H�«Ê H‰|´ HƒÄà € HƒìH�=õÝ èÀüÿÿH‹=Ñ” H�B‘ H�5ÛÝ èVøÿÿH�7Ð H‰ø¹ H‹¡” óo )Öº óoH)
|
|||
|
|
Úº H‹P H‰ßº óoP(Ûº óoX8 ߺ H‹@HH‰äº H�ýÐ H‰þ· HƒÄÃf „ HƒìH�=WÝ è üÿÿH‹=1” H�¢� H�5=Ý è¶÷ÿÿH�=0Ý è
|
|||
|
|
úÿÿH‹=;” H�|� H�5Ý è�÷ÿÿH‹é“ óo )>¿ óoH)
|
|||
|
|
B¿ H‹P H‰G¿ óoP(C¿ óoX8 G¿ H‹@HH‰L¿ H�…Ù H‰¾ HƒÄÃ�HƒìH�=¨Ü èpûÿÿH‹=�“ H�ò� H�5ŽÜ è÷ÿÿH‹_“ óo )”à óoH)
|
|||
|
|
˜Ã H‹P H‰�à óoP(™Ã óoX8 �à H‹@HH‰¢Ã H�sâ H‰\ HƒÄà € HƒìH�=Ü èàúÿÿH‹=ñ’ H�b� H�5ÿÛ èvöÿÿH‹Ï’ óo )dÈ óoH)
|
|||
|
|
hÈ H‹P H‰mÈ óoP(iÈ óoX8 mÈ H‹@HH‰rÈ H�cì H‰,Ç HƒÄà € HƒìH�=ŠÛ èPúÿÿH‹=a’ H�ÒŽ H�5pÛ èæõÿÿH‹?’ óo )tÍ óoH)
|
|||
|
|
xÍ H‹P H‰}Í óoP(yÍ óoX8 }Í H‹@HH‰‚Í H�Óö H‰<Ì HƒÄà € HƒìH�=ûÚ èÀùÿÿH‹=Ñ‘ H�BŽ H�5áÚ èVõÿÿH‹¯‘ óo )¤Ð óoH)
|
|||
|
|
¨Ð H‹P H‰Ð óoP(©Ð óoX8 Ð H‹@HH‰²Ð H�Ûþ H‰lÏ HƒÄà € HƒìH�=¥Ú è@÷ÿÿH‹=q‘ HƒÄH�®� H�5‡Ú éÂôÿÿf�H�=!Ù H�Ù H9øtH‹ ‘ H…Àt ÿà € à € H�=ñØ H�5êØ H)þH‰ðHÁî?HÁøHÆHÑþtH‹õ� H…Àtÿàf D à € €=ÉØ u/UHƒ=Ž� H‰åt H�=� è
|
|||
|
|
òÿÿèhÿÿÿÆ¡Ø ]à € à € é{ÿÿÿf. „ �UH�˜€ H‰÷Hƒì@H‰t$H‰D$èòòÿÿÇD$( H‰D$ HÇD$0 Hƒøt&H�|$º ¾ èBôÿÿ1ÀHƒÄ@]Ãf. „ H�T$H�|$H�5<€ èZõÿÿ€|$ H‰ÅtÎH…Àt+H‹ H�5,€ H‰ïÿP…Àtè2öÿÿH…Àu«H‰ïèÕñÿÿë£ 1íèöÿÿH…Àu’ëåf�é;õÿÿff. „ SH�þ H‰÷Hƒì@H‰t$H‰D$è"òÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ èióÿÿ1ÀHƒÄ@[Ã�H�t$H�|$è1ðÿÿ„ÀtäL‹D$¹ » H�5b L‰Çó¦—À „Àt¹ H�5G„ L‰Çó¦—À „ÀuèJõÿÿH…ÀuœHcûèôÿÿë” ¹
|
|||
|
|
H�5(„ L‰Çó¦—À „ÀtϹ
|
|||
|
|
H�5„ L‰Çó¦—À „ÀtµL‰ÇèÌïÿÿ‰Ãë© „ UH� „ H‰÷Hƒì@H‰t$H‰D$èñÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ èYòÿÿ1ÀHƒÄ@]Ã�H�t$H�|$H‰Åè ïÿÿ„ÀtáL‹D$¹ H�5T~ L‰Çó¦—À „Àt3¹ H�59ƒ L‰Çó¦—À „Àu!è<ôÿÿH…ÀužH‰ïè¯óÿÿë– D 1íëã @ ¹
|
|||
|
|
H�5ƒ L‰Ç½ ó¦—À „ÀtÀ¹
|
|||
|
|
H�5þ‚ L‰Ç½ ó¦—À „Àt¡L‰Çè*ñÿÿH�hë“ @ ATH�Ö} I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èëïÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹E(H…ÀtHcT$H9T$t7H‰ç1Ò1öè#ñÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè…òÿÿH‰ÅH…Àu¹ëØ H‹¨ è,óÿÿH…ÀuÄH‰ïèÏîÿÿHƒÄ8]A\à € ATH�0} I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è+ïÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹E(H…ÀtHcT$H9T$t7H‰ç1Ò1öècðÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèÅñÿÿH‰ÅH…Àu¹ëØ H‹¨è èlòÿÿH…ÀuÄH‰ïèîÿÿHƒÄ8]A\à € ATH�‰| I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èkîÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹E(H…ÀtHcT$H9T$t7H‰ç1Ò1öè£ïÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèñÿÿH‰ÅH…Àu¹ëØ H‹¨ð è¬ñÿÿH…ÀuÄH‰ïèOíÿÿHƒÄ8]A\à € ATH�á{ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è«íÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹E(H…ÀtHcT$H9T$t7H‰ç1Ò1öèãîÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèEðÿÿH‰ÅH…Àu¹ëØ H‹¨ø èìðÿÿH…ÀuÄH‰ïè�ìÿÿHƒÄ8]A\à € ATH�;{ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èëìÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè#îÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè…ïÿÿH‰ÅH…Àu¹ëØ èSðÿÿH‰Åè+ðÿÿH…ÀuÃH‰ïèÎëÿÿHƒÄ8]A\Ãf D ATH��z I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è+ìÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öècíÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèÅîÿÿH‰ÅH…Àu¹ëØ èséÿÿH‰ÅèkïÿÿH…ÀuÃH‰ïèÞîÿÿHƒÄ8]A\Ãf D ATH�éy I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èkëÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè£ìÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèîÿÿH‰ÅH…Àu¹ëØ èíÿÿH‰Åè«îÿÿH…ÀuÃH‰ïèNêÿÿHƒÄ8]A\Ãf D ATH�>y I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è«êÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèãëÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèEíÿÿH‰ÅH…Àu¹ëØ …Òt,H�¯¸ èèíÿÿH…ÀuÀH‰ï¾ è¶éÿÿHƒÄ8]A\Ãf D H‹H�.E H‹€p H9Ðt¾ÿÐH‰Åë¾ff. „ ATH�]x I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è»éÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèóêÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèUìÿÿH‰ÅH…Àu¹ëØ …Òt,H�¯È èøìÿÿH…ÀuÀH‰ï¾ èFíÿÿHƒÄ8]A\Ãf D H‹H�ÞC H‹€P H9Ðt¾ÿÐH‰Åë¾ff. „ ATH�zw I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èËèÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèêÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèeëÿÿH‰ÅH…Àu¹ëØ …Òt$‹¯Ü è ìÿÿH…ÀuÁHcýèlëÿÿHƒÄ8]A\à @ H‹H�–C H‹€� H9ÐtÆÿЉÅëÆ @ ATH�v I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èëçÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè#éÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè…êÿÿH‰ÅH…Àu¹ëØ …Òt$‹¯¬ è)ëÿÿH…ÀuÁHcýèŒêÿÿHƒÄ8]A\à @ H‹H�A H‹€ H9ÐtÆÿЉÅëÆ @ ATH�Úu I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è çÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèCèÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè¥éÿÿH‰ÅH…Àu¹ëØ …Òt$‹¯Ø èIêÿÿH…ÀuÁHcýè¬éÿÿHƒÄ8]A\à @ H‹H�¦@ H‹€ H9ÐtÆÿЉÅëÆ @ ATH�u I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è+æÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öècçÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèÅèÿÿH‰ÅH…Àu¹ëØ …Òt$‹¯ä èiéÿÿH…ÀuÁHcýèÌèÿÿHƒÄ8]A\à @ H‹H�@ H‹€@ H9ÐtÆÿЉÅëÆ @ ATH�It I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èKåÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèƒæÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèåçÿÿH‰ÅH…Àu¹ëØ …Òt$‹¯à è‰èÿÿH…ÀuÁHcýèìçÿÿHƒÄ8]A\à @ H‹H�&> H‹€ð H9ÐtÆÿЉÅëÆ @ ATH�|s I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èkäÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè£åÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèçÿÿH‰ÅH…Àu¹ëØ …Òt$‹¯° è©çÿÿH…ÀuÁHcýè çÿÿHƒÄ8]A\à @ H‹H�Æ= H‹€ H9ÐtÆÿЉÅëÆ @ ATI‰ü1ÿUHƒì8èÏâÿÿH‰ÅH‰$H�`q H‰ïH‰D$è„ãÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹D$(H…ÀtHcT$H9T$tVH‰ç1Ò1öèºäÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèæÿÿI‰ÄH…Àu±ëÑ H‰ïè ãÿÿHƒÄ8L‰à]A\à D L‹ è¤æÿÿH…Àu¥L‰çèGâÿÿI‰Äë›f�ATI‰ü1ÿUHƒì8èïáÿÿH‰ÅH‰$H�šp H‰ïH‰D$è¤âÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹D$(H…ÀtHcT$H9T$tVH‰ç1Ò1öèÚãÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îè5åÿÿI‰ÄH…Àu±ëÑ H‰ïèÀâÿÿHƒÄ8L‰à]A\à D L‹ è èÄåÿÿH…Àu¥L‰çègáÿÿI‰Äë›f�ATI‰ü1ÿUHƒì8èáÿÿH‰ÅH‰$H�Óo H‰ïH‰D$èÄáÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹D$(H…ÀtHcT$H9T$tVH‰ç1Ò1öèúâÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèUäÿÿI‰ÄH…Àu±ëÑ H‰ïèàáÿÿHƒÄ8L‰à]A\à D L‹ ð èääÿÿH…Àu¥L‰çè‡àÿÿI‰Äë›f�ATI‰ü1ÿUHƒì8è/àÿÿH‰ÅH‰$H� o H‰ïH‰D$èäàÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹D$(H…ÀtHcT$H9T$tVH‰ç1Ò1öèâÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèuãÿÿI‰ÄH…Àu±ëÑ H‰ïè áÿÿHƒÄ8L‰à]A\à D L‹ ø èäÿÿH…Àu
|
|||
|
|
àÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ è3áÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æè•âÿÿH‰ÅH…ÀuªëØ H�5—n H�T$H�|$è2âÿÿ€|$ H‰ÆtµH‰ïè°ÝÿÿèãÿÿH…Àu£H‹—| Hƒ HƒÄH]A\à ATUH‰ýHƒìH‹Fö€« tèôþÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àè$ÝÿÿH‰ïI‰ÄH‰ÆèÆþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèhßÿÿ1ÀH…í”À÷ØëÚff. „ �ATH�Ñm I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èŠÞÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ è³ßÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æèáÿÿH‰ÅH…ÀuªëØ H�57m H�T$H�|$è²àÿÿ€|$ H‰ÆtµH‰ïè°âÿÿè›áÿÿH…Àu£H‹{ Hƒ HƒÄH]A\à ATUH‰ýHƒìH‹Fö€« tèôþÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àè¤ÛÿÿH‰ïI‰ÄH‰ÆèÆþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèèÝÿÿ1ÀH…í”À÷ØëÚff. „ �ATH�hl I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è
|
|||
|
|
ÝÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ è3ÞÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æè•ßÿÿH‰ÅH…ÀuªëØ H�5×k H�T$H�|$è2ßÿÿ€|$ H‰ÆtµH‰ïè0ÚÿÿèàÿÿH…Àu£H‹—y Hƒ HƒÄH]A\à ATUH‰ýHƒìH‹Fö€« tèôþÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àè$ÚÿÿH‰ïI‰ÄH‰ÆèÆþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèhÜÿÿ1ÀH…í”À÷ØëÚff. „ �ATI‰ü1ÿUHƒì8èÏÚÿÿH‰ÅH‰$H�×i H‰ïH‰D$è„ÛÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèºÜÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèÞÿÿI‰ÄH…Àu±ëÑ H‰ïè ÛÿÿHƒÄ8L‰à]A\à D è«ØÿÿI‰Äè£ÞÿÿH…Àu¤L‰çèÞÿÿI‰Äëš�ATI‰ü1ÿUHƒì8èïÙÿÿH‰ÅH‰$H�i H‰ïH‰D$è¤ÚÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèÚÛÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îè5ÝÿÿI‰ÄH…Àu±ëÑ H‰ïèÀÚÿÿHƒÄ8L‰à]A\à D è+ÜÿÿI‰ÄèÃÝÿÿH…Àu¤L‰çèfÙÿÿI‰Äëš�ATH�Pi I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èÊÙÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èóÚÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æèUÜÿÿH‰ÅH…ÀuªëØ H�5—h H�T$H�|$èòÛÿÿ€|$ H‰ÆtµH‰ïè€ÜÿÿèÛÜÿÿH…Àu£H‹Wv Hƒ HƒÄH]A\à ATUH‰ýHƒìH‹Fö€« tèôþÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèäÖÿÿH‰ïI‰ÄH‰ÆèÆþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çè(Ùÿÿ1ÀH…í”À÷ØëÚff. „ �ATI‰ü1ÿUHƒì8è�×ÿÿH‰ÅH‰$H�…f H‰ïH‰D$èDØÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèzÙÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèÕÚÿÿI‰ÄH…Àu±ëÑ H‰ïè`ØÿÿHƒÄ8L‰à]A\à D è‹ÛÿÿI‰ÄècÛÿÿH…Àu¤L‰çè×ÿÿI‰Äëš�ATH�g I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èk×ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè£Øÿÿ1ÀHƒÄ8]A\Ãf „ H‰ïL‰æèÚÿÿH‰ÅH…Àu¹ëØ èÓÛÿÿH‰Åè«ÚÿÿH…ÀuÃH…ít1H‰ïè¹ÕÿÿH‰ïH‰ÆI‰ÄèÜÿÿH…Àu¥èØÿÿL‰æH‰ïèfÖÿÿë“ @ H‹ñs Hƒ ë‚ ATH�'f I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è{ÖÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè³×ÿÿ1ÀHƒÄ8]A\Ãf „ H‰ïL‰æèÙÿÿH‰ÅH…Àu¹ëØ èSÖÿÿH‰Åè»ÙÿÿH…ÀuÃH…ít1H‰ïèÉÔÿÿH‰ïH‰ÆI‰Äè+ÛÿÿH…Àu¥è×ÿÿL‰æH‰ïèvÕÿÿë“ @ H‹s Hƒ ë‚ ATH�Re I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è‹ÕÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèÃÖÿÿ1ÀHƒÄ8]A\Ãf „ H‰ïL‰æè%ØÿÿH‰ÅH…Àu¹ëØ è#ÚÿÿH‰ÅèËØÿÿH…ÀuÃH…ít1H‰ïèÙÓÿÿH‰ïH‰ÆI‰Äè;ÚÿÿH…Àu¥è!ÖÿÿL‰æH‰ïè†Ôÿÿë“ @ H‹r Hƒ ë‚ ATH�·g I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è›ÔÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèÓÕÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè5×ÿÿH‰ÅH…Àu¹ëØ H‹H�î- H‹Š H9Áu:‹‡° …ÀtLJ° ÿ’¨ è³×ÿÿH…Àu›H‹/q Hƒ HƒÄ8]A\à 1öÿÑëÚf�ATH�ïf I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è«ÓÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèãÔÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèEÖÿÿH‰ÅH…Àu¹ëØ H‹H�þ, H‹Š H9Áu:ƒ¿° tLJ° ÿ’¨ èÄÖÿÿH…ÀuœH‹@p Hƒ HƒÄ8]A\à @ ¾ ÿÑëÖff. „ @ ATH�f I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è«ÒÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèãÓÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèEÕÿÿH‰ÅH…Àu¹ëØ H‹H�~+ H‹Šè H9Áu:ƒ¿à tLJà ÿ’¨ èÄÕÿÿH…ÀuœH‹@o Hƒ HƒÄ8]A\à @ ¾ ÿÑëÖff. „ @ ATH�Œa I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è«ÑÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèãÒÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèEÔÿÿH‰ÅH…Àu¹ëØ H‹H�~* H‹Šè H9Áu:ƒ¿à tLJà ÿ’¨ èÄÔÿÿH…ÀuœH‹@n Hƒ HƒÄ8]A\à @ ¾ ÿÑëÖff. „ @ ATH�¦` I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è«ÐÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèãÑÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèEÓÿÿH‰ÅH…Àu¹ëØ H‹H�þ) H‹Š H9Áu:ƒ¿° tLJ° ÿ’¨ èÄÓÿÿH…ÀuœH‹@m Hƒ HƒÄ8]A\à @ ¾ ÿÑëÖff. „ @ ATH�Ä_ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è«ÏÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèãÐÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèEÒÿÿH‰ÅH…Àu¹ëØ H‹H�¾( H‹Šø H9Áu:‹‡¬ …ÀtLJ¬ ÿ’¨ èÃÒÿÿH…Àu›H‹?l Hƒ HƒÄ8]A\à 1öÿÑëÚf�ATH�Ob I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è»ÎÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèóÏÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèUÑÿÿH‰ÅH…Àu¹ëØ H‹H�Ž' H‹Šè H9Áu:ƒ¿à tLJà ÿ’¨ èÔÑÿÿH…ÀuœH‹Pk Hƒ HƒÄ8]A\à @ ¾ ÿÑëÖff. „ @ ATH�í] I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è»ÍÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèóÎÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèUÐÿÿH‰ÅH…Àu¹ëØ H‹H�Ž& H‹Šè H9Áu:ƒ¿à tLJà ÿ’¨ èÔÐÿÿH…ÀuœH
|
|||
|
|
J I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è*¹ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èSºÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æèµ»ÿÿH‰ÅH…ÀuªëØ H�t$ H�|$è »ÿÿ„Àt‹D$(‹t$ …Àt99µ° tH‹E ‰µ° H‰ïÿ�¨ è)¼ÿÿH…Àu‘H‹¥U Hƒ HƒÄH]A\Ã�H‹E H�
|
|||
|
|
H‹� H9Êu;µ° tɵ° H‰ïÿ�¨ ë²H‰ïÿÒë«f „ ATUH‰ýHƒìH‹Fö€« tè¤þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèôµÿÿH‰ïI‰ÄH‰ÆèvþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çè8¸ÿÿ1ÀH…í”À÷ØëÚff. „ �ATH�LH I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è[·ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H‰ÐH9T$t4H‰ç1Ò1öè�¸ÿÿHƒÄ81À]A\Ãf D H‰ïL‰æèõ¹ÿÿH‰ÅH…Àu¹ëÛ H‹…ÀtQH‹‚( H�
|
|||
|
|
# H9Èu^‹‡ä …ÀtLJä ÿ’¨ èoºÿÿH…ÀušH‹ëS Hƒ HƒÄ8]A\à € H‹‚8 H�
|
|||
|
|
r H9ÈtœÿÐëÅf „ 1öÿÐë¶f. „ ATH�EG I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è;¶ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H‰ÐH9T$t4H‰ç1Ò1öèp·ÿÿHƒÄ81À]A\Ãf D H‰ïL‰æèÕ¸ÿÿH‰ÅH…Àu¹ëÛ H‹…ÀtQH‹‚( H�
|
|||
|
|
H9Èu^ƒ¿ä tLJä ÿ’¨ èP¹ÿÿH…Àu›H‹ÌR Hƒ HƒÄ8]A\à „ H‹‚0 H�
|
|||
|
|
H9ÈtœÿÐëÄf „ ¾ ÿÐë² € ATH�=F I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èµÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèS¶ÿÿE1äHƒÄ8L‰à]A\à D H‰ïL‰æèµ·ÿÿH‰ÅH…Àu¹ëØ H‹H� H‹’� H9Â…® èy·ÿÿH‰ÅH…ít9H‹E H�5!B H‰ïÿP…Àt$è'¸ÿÿH…Àt*H‰ïE1äè7·ÿÿHƒÄ8L‰à]A\à @ è¸ÿÿ1íH…À…eÿÿÿH‰ïè ³ÿÿI‰ÄH…À„QÿÿÿH‰ÇèL²ÿÿ…À„DÿÿÿL‰ç蜵ÿÿ1öH‰ÇH‹ ÿPHº ¾ L‰çè/¶ÿÿéÿÿÿf. „ ÿÒH‰ÅéPÿÿÿf D ATH�ÙD I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$誳ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ H‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt6H�|$º ¾ èÊ´ÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æè5¶ÿÿH‰ÅH…Àuªëá H�t$H�|$èy±ÿÿ„ÀtË‹D$(L‹D$…ÀuH‹E H�� H‹@H9Ð… ¹ H�5�@ L‰Ç½ ó¦—À „Àt¹ H�5oE L‰Çó¦—À „Àu èr¶ÿÿH…À…_ÿÿÿHcýèѵÿÿéTÿÿÿ @ ¹
|
|||
|
|
H�5HE L‰Çó¦—À „Àtǹ
|
|||
|
|
H�5;E L‰Çó¦—À „ÀtL‰Çèì°ÿÿ‰Åë¡ „ H‰ïL‰ÆÿЉÅë� @ ATH�×E I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è²ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ L‹e(M…ät'HcD$(H‹l$ H)ÅHƒýt6H�|$º ¾ è:³ÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æ襴ÿÿH‰ÅH…Àuªëá H�t$H�|$èé¯ÿÿ„ÀtË‹D$(L‹D$…ÀuI‹$H�}
|
|||
|
|
H‹@H9Ð…¨ ¹ H�5ÿ> L‰Çó¦—À „Àt6¹ H�5äC L‰Çó¦—À „Àu$èç´ÿÿH…À…dÿÿÿH‰ïèV´ÿÿéYÿÿÿ�1íëà @ ¹
|
|||
|
|
H�5¸C L‰Ç½ ó¦—À „Àt½¹
|
|||
|
|
H�5¦C L‰Ç½ ó¦—À „ÀtžL‰ÇèÒ±ÿÿH�hë� @ L‰ÆL‰çÿÐH‰Åé|ÿÿÿ „ ATI‰ôUH‰ýH‰÷HƒìXè‹°ÿÿH‹UH‹’¨ Áê )Ѓø„² ƒø…‰ H�xA L‰çL‰d$ H‰D$(èP°ÿÿH‰D$0H‹Eö€« €•À¶À‰D$8•À¶ÀH‰D$@…å H‹m(H…ítKHcT$8H‹D$0H)ÐHƒø„… H�|$ º ¾ èq±ÿÿHƒÄX1À]A\à € HcøH�5ì@ èQ®ÿÿ1ÀHƒÄX]A\à € H�Ï@ L‰çL‰d$ H‰D$(觯ÿÿH‰D$0H‹Eö€« €•À¶À‰D$8•À¶ÀH‰D$@…l H‹m(H…ít¢HcT$8H‹D$0H)ÐHƒøt@H�|$ º ¾ èÌ°ÿÿHƒÄX1À]A\Ãf�H‰ïL‰æè5²ÿÿH‰ÅH…À…ÿÿÿéSÿÿÿ @ H�t$H�|$ º 謳ÿÿ„À„3ÿÿÿH‹E H�
|
|||
|
|
Ù òL$òD$H‹�h H9Ê…» f.…¸ z f/…¸ uf.�À z
|
|||
|
|
f/�À tfÁH‰ï…¸ ÿ�¨ è\²ÿÿH…À…ÂþÿÿH‹ÔK Hƒ é´þÿÿ L�d$ H�t$L‰ç莮ÿÿ„À„•þÿÿH�t$L‰çèy®ÿÿ„À„€þÿÿ‹D$8òL$òD$…ÀuMH‹E H�
|
|||
|
|
H‹�h H9Ê„EÿÿÿH‰ïÿÒéwÿÿÿ „ H‰ïL‰æè±ÿÿH‰ÅH…À…}þÿÿé#þÿÿ @ f.…¸ z"f/…¸ uf.�À zf/�À „#ÿÿÿH‹E fÁH‰ï…¸ ÿ�¨ éÿÿÿ € ATUH‰ýHƒìH‹Fö€« tèäüÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àè„«ÿÿH‰ïI‰ÄH‰Æè¶üÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèÈÿÿ1ÀH…í”À÷ØëÚff. „ �ATI‰ôUH‰ýH‰÷HƒìXèû¬ÿÿH‹UH‹’¨ Áê )Ѓø„² ƒø…‰ H�÷= L‰çL‰d$ H‰D$(èÀ¬ÿÿH‰D$0H‹Eö€« €•À¶À‰D$8•À¶ÀH‰D$@…å H‹m(H…ítKHcT$8H‹D$0H)ÐHƒø„e H�|$ º ¾ èáÿÿHƒÄX1À]A\à € HcøH�5k= èÁªÿÿ1ÀHƒÄX]A\à € H�N= L‰çL‰d$ H‰D$(è¬ÿÿH‰D$0H‹Eö€« €•À¶À‰D$8•À¶ÀH‰D$@…Œ H‹m(H…ít¢HcT$8H‹D$0H)ÐHƒøt@H�|$ º ¾ è<ÿÿHƒÄX1À]A\Ãf�H‰ïL‰æ襮ÿÿH‰ÅH…À…ÿÿÿéSÿÿÿ @ H�t$H�|$ º 茮ÿÿ„À„3ÿÿÿH‹E D‹D$8H�=ô H‹T$H‹t$H‹ˆH E…À…
|
|||
|
|
H9ù…a H;µÈ „l fHnÆfHnÊH‰ïflÁ…È ÿ�¨ é‘ �L�d$ H�t$L‰ç莮ÿÿ„À„µþÿÿH�t$L‰çèy®ÿÿ„À„ þÿÿD‹L$8H‹T$H‹t$E…É…¹ H‹E H�=N H‹ˆH H9ù…Î H9µÈ „ù fHnÆfHnâH‰ïflÄ…È ÿ�¨ è;®ÿÿH…À…1þÿÿH‹³G Hƒ é#þÿÿf�H‰ïL‰æèUÿÿH‰ÅH…À…]þÿÿéþÿÿ @ H9ùu[H;µÈ t\fHnÆfHnÒH‰ïflÂ…È ÿ�¨ ë’f�H9µÈ tQfHnÆfHnÚH‹E H‰ïflÃ…È ÿ�¨ é`ÿÿÿH‰ïÿÑéVÿÿÿH;•Ð u›éHÿÿÿH;•Ð …‡þÿÿé6ÿÿÿH9•Ð u¦é(ÿÿÿH9•Ð …úþÿÿéÿÿÿf D ATUH‰ýHƒìH‹Fö€« tèdüÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àèt§ÿÿH‰ïI‰ÄH‰Æè6üÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰ç踩ÿÿ1ÀH…í”À÷ØëÚff. „ �AWH�=‡J H�
|
|||
|
|
¶ÿÿAVH�’6 H�5pR AUATUSHƒìè!«ÿÿH‰ÇI‰ÄèÆ©ÿÿöÄtHƒÄL‰à[]A\A]A^A_à € H�=K; è ¬ÿÿI‹œ$ H�=]M I‰„$ è «ÿÿH�59< H�=BM èÍ©ÿÿH�6M H�5‘9 H‰ßèç§ÿÿ…ÀtHƒ-M „- H�=nK èÙªÿÿH�5"< H�=[K 膩ÿÿH�OK H�5X9 H‰ßè §ÿÿ…ÀtHƒ-4K „Î L�='B L�-ÀL M�w0A‹wL‰ïè «ÿÿH‰ÅH…ÀtI‹7H‰ÂH‰ßèZ§ÿÿHƒm tsIƒÇM9÷uÎL�=£A L�-ÜJ M�w0A‹wL‰ï輪ÿÿH‰ÅH…ÀtI‹7H‰ÂH‰ßè§ÿÿHƒm t?IƒÇM9þuÎL‰çH�5ÜM è'¬ÿÿL‰çèÿ©ÿÿé™þÿÿf. „ H‰ïèè§ÿÿëƒf D H‰ïèاÿÿë·f D H�=YJ èħÿÿé!ÿÿÿ € H�=áK 謧ÿÿéÂþÿÿ € ATI‰üUHƒìèñýÿÿH…Àt H‰ÂH�5�4 L‰çH‰Åèg¦ÿÿ…ÀtHƒm t HƒÄ]A\à @ HƒÄH‰ï]A\éQ§ÿÿ�9·à tH‹‰·à ÿ ¨ f „ Ãf. „ D ‹‡à Ãf „ 9·¬ tH‹‰·¬ ÿ ¨ f „ Ãf. „ D ‹‡¬ Ãf „ 9·° tH‹‰·° ÿ ¨ f „ Ãf. „ D ‹‡° Ãf „ 9·Ø tH‹‰·Ø ÿ ¨ f „ Ãf. „ D ‹‡Ø Ãf „ 9·ä tH‹‰·ä ÿ ¨ f „ Ãf. „ D ‹‡ä Ãf „ H‰T$ðH9·È t"fHnÆH‹D$ð‡È ÿ ¨ „ H9—Ð uÕÃf D H�‡È à „ f.‡¸ z&f/‡¸ u f.�À zf/�À uà € H‹fÁ‡¸ ÿ ¨ f. „ f�H�‡¸ à „ 9·Ü tH‹‰·Ü ÿ ¨ f „ Ãf. „ D ‹‡Ü Ãf „ ék§ÿÿf. „ �I‰ð¹ H�5 2 L‰Çó¦—À „Àu ¸ à D ¹ H�5æ6 L‰Çó¦—À „ÀtÛ¹
|
|||
|
|
H�5Þ6 L‰Çó¦—À „ÀtÁ¹
|
|||
|
|
H�5Ñ6 L‰Çó¦—À „Àt§L‰Çé‚¢ÿÿf�I‰ð¹ H�5Œ1 L‰Çó¦—À E1É„ÀuL‰Èà @ ¹ H�5f6 L‰ÇA¹ ó¦—À „Àtع
|
|||
|
|
H�5X6 L‰ÇA¹ ó¦—À „Àt¸¹
|
|||
|
|
H�5E6 L‰ÇA¹ ó¦—À „Àt˜HƒìL‰Çèl¤ÿÿHƒÄL�HL‰ÈÃH‹H�
|
|||
|
|
–ýÿÿH‹�( H9Êu"ƒ¿ä tLJä ÿ ¨ �à € ¾ ÿâ�H‹H�
|
|||
|
|
VýÿÿH‹�( H9Êu"‹—ä …ÒtLJä ÿ ¨ à € 1öÿâ @ H…ÿt#SH‰û¿ è
|
|||
|
|
¤ÿÿóoóoK H[à 1Àà D ATH‰÷UH�-Õf HƒìHH‰t$H‰l$耢ÿÿÇD$( H‰D$ HÇD$0 HÇD$ HƒøtKH�|$º ¾ E1äèÄ£ÿÿH‹|$H…ÿtHƒ/tHƒÄHL‰à]A\Ãf „ 転ÿÿHƒÄHL‰à]A\ÃH�T$H�|$H‰îèî¦ÿÿI‰ÄH…Àt²¿ è<£ÿÿóAo$H‰ïH‰Æ óAoL$HèÝ¡ÿÿI‰Äë„ „ éë¥ÿÿff. „ UH‰ýH‹H…ÿt
|
|||
|
|
¾ 號ÿÿH‰ï]é¤ÿÿé« ÿÿff. „ AVH�3e AUATI‰ôUH‰ýH‰÷SHƒÄ€H‰t$PH‰D$XèU¡ÿÿH‰D$`H‹Eö€« €•À¶À‰D$h•À¶ÀH‰D$puFH‹m(H…ít'HcT$hH‹D$`H)ÐHƒøtBH�|$Pº ¾ è~¢ÿÿ1ÀHƒì€[]A\A]A^à € H‰ïL‰æèÝ£ÿÿH‰ÅH…Àu§ëÕ H�\$0L�l$PH‰ÚH�5�d L‰ïèt£ÿÿ€|$0 I‰Ät¬H�t$ L‰ïè
|
|||
|
|
£ÿÿ„Àt›L�t$º L‰ïL‰öèdžÿÿ„Àt‚H‹D$ ‹T$ L‰ñL‰æóoD$H‰ïH‰D$@D$0è¢ÿÿH‹T$H‹D$H3SH3H Ât+èþ£ÿÿH…Àt-èô£ÿÿH…À…-ÿÿÿH‹l= Hƒ é ÿÿÿ H‹CI9FuËëÓ¹ L‰ò¾ L‰ïè7 ÿÿë¼ D UH�x- H‰÷Hƒì@H‰t$H‰D$èÒŸÿÿÇD$( H‰D$ HÇD$0 Hƒøt&H�|$º ¾ è"¡ÿÿ1ÀHƒÄ@]Ãf. „ H�T$H�|$H�5 - è:¢ÿÿ€|$ H‰ÅtÎH…Àt+H‹ H�53c H‰ïÿP…Àtè£ÿÿH…Àu«H‰ï赞ÿÿë£ 1íèù¢ÿÿH…Àu’ëåf�ATUH‰õHƒì8H…ÒtH‰×艣ÿÿH…À…Ø H‰ïèŸÿÿ…Àt<ƒøt HcøH�57c èp�ÿÿ1ÀHƒÄ8]A\Ãf D HƒÄ8H‰î1ÿ]A\é/üÿÿ € L�%c H‰ïH‰,$L‰d$è°žÿÿÇD$ H‰D$HÇD$ H…Àt H‰ç1Ò1öè ÿÿHƒÄ81À]A\à € ¿ 辟ÿÿL‰çHÇ H‰ÆHÇ@ Ç@ HÇ@ èUžÿÿHƒÄ8]A\à D H‹‘; H�5‚b H‹8èŸÿÿ1Àé-ÿÿÿff. „ SH�Î+ H‰÷Hƒì@H‰t$H‰D$èò�ÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ è9Ÿÿÿ1ÀHƒÄ@[Ã�H�t$H�|$èœÿÿ„ÀtäL‹D$¹ » H�5Ya L‰Çó¦—À „Àt¹
|
|||
|
|
H�560 L‰Çó¦—À „Àuè¡ÿÿH…ÀuœHcûè} ÿÿë” L‰ÇèЛÿÿ‰ÃëÝff. „ �UH� 0 H‰÷Hƒì@H‰t$H‰D$è�ÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ èYžÿÿ1ÀHƒÄ@]Ã�H�t$H�|$H‰Åè ›ÿÿ„ÀtáL‹D$¹ H�5{` L‰Çó¦—À „Àt3¹
|
|||
|
|
H�5X/ L‰Çó¦—À „Àu!è< ÿÿH…ÀužH‰ï诟ÿÿë– D 1íëã @ L‰Çèh�ÿÿH�hëÑf�ATH�+` I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è+œÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèc�ÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèÅžÿÿH‰ÅH…Àu¹ëØ ès›ÿÿènŸÿÿH…ÀuÆH‹ê8 Hƒ HƒÄ8]A\Ãf D ATH�z_ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èk›ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1ö補ÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèžÿÿH‰ÅH…Àu¹ëØ …Òt$¶o9è«žÿÿH…ÀuÃ@¶ýè
|
|||
|
|
žÿÿHƒÄ8]A\à D H‹H�
|
|||
|
|
H‹€à H9ÐtÆÿЉÅëÄ @ ATH�®^ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è‹šÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèÛÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè%�ÿÿH‰ÅH…Àu¹ëØ …Òt$¶o8èË�ÿÿH…ÀuÃ@¶ýè-�ÿÿHƒÄ8]A\à D H‹H� H‹€Ð H9ÐtÆÿЉÅëÄ @ ATH�à] I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$誙ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èÓšÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æè5œÿÿH‰ÅH…ÀuªëØ H�t$H�|$èÉœÿÿ„Àt‹D$(¶t$…Àt8@8u8tH‹E @ˆu8H‰ïÿ�¨ 謜ÿÿH…Àu”H‹(6 Hƒ HƒÄH]A\à @ H‹E H�
|
|||
|
|
Å
|
|||
|
|
H‹�È H9Êu@:u8tÂ@ˆu8H‰ïÿ�¨ ë³ @ H‰ïÿÒë¨f „ ATUH‰ýHƒìH‹Fö€« tè¤þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àèt–ÿÿH‰ïI‰ÄH‰ÆèvþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰ç踘ÿÿ1ÀH…í”À÷ØëÚff. „ �ATH�"\ I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èÚ—ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ è™ÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æèešÿÿH‰ÅH…ÀuªëØ H�t$H�|$èùšÿÿ„Àt‹D$(¶t$…Àt8@8u9tH‹E @ˆu9H‰ïÿ�¨ èÜšÿÿH…Àu”H‹X4 Hƒ HƒÄH]A\à @ H‹E H�
|
|||
|
|
% H‹�Ø H9Êu@:u9tÂ@ˆu9H‰ïÿ�¨ ë³ @ H‰ïÿÒë¨f „ ATUH‰ýHƒìH‹Fö€« tè¤þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1À褔ÿÿH‰ïI‰ÄH‰ÆèvþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèè–ÿÿ1ÀH…í”À÷ØëÚff. „ �ATH�9' I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è
|
|||
|
|
–ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ H‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt6H�|$º ¾ è*—ÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æ蕘ÿÿH‰ÅH…Àuªëá H�t$H�|$èÙ“ÿÿ„ÀtË‹D$(L‹D$…ÀuH‹E H�Í H‹@H9Ðud¹ H�5Y L‰Ç½ ó¦—À „Àt¹
|
|||
|
|
H�5ò' L‰Çó¦—À „ÀuèÖ˜ÿÿH…À…cÿÿÿHcýè5˜ÿÿéXÿÿÿL‰Ç舓ÿÿ‰ÅëÙ @ H‰ïL‰ÆÿЉÅëÉ @ ATH�w( I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$躔ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ L‹e(M…ät'HcD$(H‹l$ H)ÅHƒýt6H�|$º ¾ èÚ•ÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æèE—ÿÿH‰ÅH…Àuªëá H�t$H�|$艒ÿÿ„ÀtË‹D$(L‹D$…ÀuI‹$H�Í H‹@H9Ðut¹ H�5ÊW L‰Çó¦—À „Àt:¹
|
|||
|
|
H�5§& L‰Çó¦—À „Àu(è‹—ÿÿH…À…hÿÿÿH‰ïèú–ÿÿé]ÿÿÿ D 1íëÜ @ L‰Çè°”ÿÿH�hëÊf. „ L‰ÆL‰çÿÐH‰Åë³ ATH�}$ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è[“ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè“”ÿÿE1äHƒÄ8L‰à]A\à D H‰ïL‰æèõ•ÿÿH‰ÅH…Àu¹ëØ H‹H�> H‹’� H9Â…® èé‘ÿÿH‰ÅH…ít9H‹E H�5ˆV H‰ïÿP…Àt$èg–ÿÿH…Àt*H‰ïE1äèw•ÿÿHƒÄ8L‰à]A\à @ èC–ÿÿ1íH…À…eÿÿÿH‰ïèà‘ÿÿI‰ÄH…À„QÿÿÿH‰ÇèŒ�ÿÿ…À„DÿÿÿL‰çèÜ“ÿÿ1öH‰ÇH‹ ÿPHº ¾ L‰çèo”ÿÿéÿÿÿf. „ ÿÒH‰ÅéPÿÿÿf D ATI‰ü1ÿUHƒì8è/‘ÿÿH‰ÅH‰$H�øU H‰ïH‰D$èä‘ÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öè“ÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèu”ÿÿI‰ÄH…Àu±ëÑ H‰ïè ’ÿÿHƒÄ8L‰à]A\à D …Òt$D¶g8è•ÿÿH…Àu£A¶üèd”ÿÿI‰Äë˜ € H‹H�> H‹€Ð H9ÐtÆÿÐA‰ÄëÄff. „ ATI‰ü1ÿUHƒì8è �ÿÿH‰ÅH‰$H�ÔT H‰ïH‰D$èÔ�ÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öè
|
|||
|
|
’ÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèe“ÿÿI‰ÄH…Àu±ëÑ H‰ïèð�ÿÿHƒÄ8L‰à]A\à D …Òt$D¶g9èò“ÿÿH…Àu£A¶üèT“ÿÿI‰Äë˜ € H‹H�^ H‹€à H9ÐtÆÿÐA‰ÄëÄff. „ ATH�=7A L�íÿÿH�
|
|||
|
|
IE H�bu H�5›u è–‘ÿÿH‰ÇI‰Äè»�ÿÿöÄuL‰çèN’ÿÿL‰àA\à „ ATH�=G? H�
|
|||
|
|
îÿÿH�[S H�5RC èÍ‘ÿÿH‰ÇI‰Äèr�ÿÿöÄu+H�=/" èá’ÿÿL‰çH�5GB I‰„$ è
|
|||
|
|
”ÿÿL‰çèâ‘ÿÿL‰àA\Ãff. „ �ATL�WìÿÿI‰üH�
|
|||
|
|
�D UH�=e@ H�žt H�5×t HƒìèÎ�ÿÿH‰ÇH‰Åèó�ÿÿöÄuH‰ï膑ÿÿH…ítH‰êH�5S L‰çè_Žÿÿ…À…§ H�=p> H�
|
|||
|
|
)íÿÿH�„R H�5{B èö�ÿÿH‰ÇH‰Åè›�ÿÿöÄtH…íu;HƒÄ]A\Ãf „ H�=B! èô‘ÿÿH‰ïH�5ZA H‰… è “ÿÿH‰ïèö�ÿÿH‰êH�5 R L‰çèÔ�ÿÿ…Àt¯Hƒm u¨HƒÄH‰ï]A\éÊŽÿÿf. „ Hƒm …NÿÿÿH‰ïèŽÿÿéAÿÿÿ „ @8w8tH‹@ˆw8ÿ ¨ D à € ¶G8Ãf. „ �@8w9tH‹@ˆw9ÿ ¨ D à € ¶G9Ãf. „ �黌ÿÿf. „ �I‰ð¹ H�5SQ L‰Çó¦—À „Àu ¸ à D ¹
|
|||
|
|
H�5% L‰Çó¦—À „ÀtÛL‰ÇéÖ‹ÿÿf D I‰ð¹ H�5Q L‰Çó¦—À E1É„ÀuL‰Èà @ ¹
|
|||
|
|
H�5Õ L‰ÇA¹ ó¦—À „ÀtØHƒìL‰Çèü�ÿÿHƒÄL�HL‰ÈÃATH�@Y I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$躌ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èã�ÿÿ1ÀHƒÄH]A\Ãf „ H‰ïL‰æèE�ÿÿH‰ÅH…ÀuªëØ L�d$H�t$L‰çè–Žÿÿ„Àt¿H�t$L‰çè…Žÿÿ„Àt®H�t$ L‰çètŽÿÿ„Àt�‹L$ ‹T$H‰ï‹t$è Œÿÿè§�ÿÿH…À…{ÿÿÿH‹ ) Hƒ émÿÿÿff. „ éëŒÿÿff. „ UH�8 H‰÷Hƒì@H‰t$H‰D$è’‹ÿÿÇD$( H‰D$ HÇD$0 Hƒøt&H�|$º ¾ èâŒÿÿ1ÀHƒÄ@]Ãf. „ H�T$H�|$H�5Ü èú�ÿÿ€|$ H‰ÅtÎH…Àt+H‹ H�5˜W H‰ïÿP…ÀtèÒŽÿÿH…Àu«H‰ïèuŠÿÿë£ 1í蹎ÿÿH…Àu’ëåf�ATUH‰ýHƒìH‹Fö€« tèôýÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèÔˆÿÿH‰ïI‰ÄH‰ÆèÆýÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çè‹ÿÿ1ÀH…í”À÷ØëÚff. „ �SH� H‰÷Hƒì@H‰t$H‰D$èBŠÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ 艋ÿÿ1ÀHƒÄ@[Ã�H�t$H�|$èQˆÿÿ„ÀtäL‹D$¹ » H�5NV L‰Çó¦—À „Àt¹ H�5[V L‰Çó¦—À „Àuèj�ÿÿH…ÀuœHcûèÍŒÿÿë” ¹ H�5CV L‰Çó¦—À „ÀtϹ H�5 L‰Çó¦—À „Àtµ¹
|
|||
|
|
H�5 L‰Çó¦—À „Àt›¹
|
|||
|
|
H�5 L‰Çó¦—À „Àt�L‰Ç踇ÿÿ‰Ãérÿÿÿ�UH�ð H‰÷Hƒì@H‰t$H‰D$è‰ÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ èIŠÿÿ1ÀHƒÄ@]Ã�H�t$H�|$H‰Åè‡ÿÿ„ÀtáL‹D$¹ H�5U L‰Çó¦—À „Àt3¹ H�5 U L‰Çó¦—À „Àu!è,ŒÿÿH…ÀužH‰ï蟋ÿÿë– D 1íëã @ ¹ H�5ûT L‰Ç½ ó¦—À „ÀtÀ¹ H�5Ï L‰Ç½ ó¦—À „Àt¡¹
|
|||
|
|
H�5 L‰Ç½ ó¦—À „Àt‚¹
|
|||
|
|
H�5° L‰Ç½ ó¦—À „À„_ÿÿÿL‰Çè؈ÿÿH�héNÿÿÿff. „ @ ATH�¹ I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$芇ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ H‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt6H�|$º ¾ 誈ÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æèŠÿÿH‰ÅH…Àuªëá H�t$H�|$èY…ÿÿ„ÀtË‹D$(L‹D$…ÀuH‹E H�M H‹@H9Ð…Ø ¹ H�5;S L‰Ç½ ó¦—À „Àt¹ H�5CS L‰Çó¦—À „Àu èRŠÿÿH…À…_ÿÿÿHcý豉ÿÿéTÿÿÿ @ ¹ H�5#S L‰Çó¦—À „Àtǹ H�5ü L‰Çó¦—À „Àt¹
|
|||
|
|
H�5ô L‰Çó¦—À „Àt“¹
|
|||
|
|
H�5ç L‰Çó¦—À „À„uÿÿÿL‰Ç蔄ÿÿ‰Åéfÿÿÿ D H‰ïL‰ÆÿЉÅéRÿÿÿf „ ATH�Ý I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è»…ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèó†ÿÿE1äHƒÄ8L‰à]A\à D H‰ïL‰æèUˆÿÿH‰ÅH…Àu¹ëØ H‹H�ž H‹’� H9Â…® èY†ÿÿH‰ÅH…ít9H‹E H�5�Q H‰ïÿP…Àt$èLjÿÿH…Àt*H‰ïE1äèׇÿÿHƒÄ8L‰à]A\à @ 裈ÿÿ1íH…À…eÿÿÿH‰ïè@„ÿÿI‰ÄH…À„QÿÿÿH‰Çèì‚ÿÿ…À„DÿÿÿL‰çè<†ÿÿ1öH‰ÇH‹ ÿPHº ¾ L‰çèφÿÿéÿÿÿf. „ ÿÒH‰ÅéPÿÿÿf D ATH� I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èJ„ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ L‹e(M…ät'HcD$(H‹l$ H)ÅHƒýt6H�|$º ¾ èj…ÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æèÕ†ÿÿH‰ÅH…Àuªëá H�t$H�|$è‚ÿÿ„ÀtË‹D$(L‹D$…À…ä I‹$H�É H‹@H9Ð…¼ ¹ H�5÷O L‰Çó¦—À „À„È ¹ H�5 P L‰Çó¦—À „À„¬ ¹ H�5ûO L‰Ç½ ó¦—À „À„‰ ¹ H�5Ë L‰Ç½ ó¦—À „Àtj¹
|
|||
|
|
H�5¾ L‰Ç½ ó¦—À „ÀtK¹
|
|||
|
|
H�5¬ L‰Ç½ ó¦—À „Àt,L‰Çè؃ÿÿH�hë f�¹ H�5+O L‰Çó¦—À „Àu&1íè_†ÿÿH…À…¬þÿÿH‰ïèÎ…ÿÿé¡þÿÿf „ ¹ H�5O L‰Çó¦—À „Àt¹ H�5O L‰Ç½ ó¦—À „Àt£¹ H�5å L‰Ç½ ó¦—À „Àt„¹
|
|||
|
|
H�5Ø L‰Ç½ ó¦—À „À„aÿÿÿ¹
|
|||
|
|
H�5 L‰Çó¦—À 1í„Àt L‰Çèñ‚ÿÿH�hHƒÅé0ÿÿÿ @ L‰ÆL‰çÿÐH‰Åé ÿÿÿATH�=g7 H�
|
|||
|
|
ðõÿÿH� N H�5’9 èíƒÿÿH‰ÇI‰Äè’‚ÿÿöÄu+H�=$N è…ÿÿL‰çH�5Ç8 I‰„$ è*†ÿÿL‰çè„ÿÿL‰àA\Ãff. „ �ATH�
|
|||
|
|
‡õÿÿI‰üH�´M UH�=å6 H�5 9 HƒìèuƒÿÿH‰ÇH‰Åè‚ÿÿöÄtH…íu:HƒÄ]A\à „ H�=—M èt„ÿÿH‰ïH�5:8 H‰… èž…ÿÿH‰ïèvƒÿÿH‰êH�5CM L‰çèT€ÿÿ…Àt°Hƒm u©HƒÄH‰ï]A\éJ�ÿÿf. „ éË�ÿÿf. „ �I‰ð¹ H�5øL L‰Çó¦—À „Àu ¸ à D ¹ H�5úL L‰Çó¦—À „ÀtÛ¹ H�5ùL L‰Çó¦—À „ÀtÁ¹ H�5Ò L‰Çó¦—À „Àt§¹
|
|||
|
|
H�5Ê L‰Çó¦—À „Àt�¹
|
|||
|
|
H�5½ L‰Çó¦—À „À„oÿÿÿL‰Çéj~ÿÿf. „ I‰ð¹ H�58L L‰Çó¦—À E1É„ÀuL‰Èà @ ¹ H�5:L L‰ÇA¹ ó¦—À „Àtع H�53L L‰ÇA¹ ó¦—À „Àt¸¹ H�5 L‰ÇA¹ ó¦—À „Àt˜¹
|
|||
|
|
H�5ø L‰ÇA¹ ó¦—À „À„tÿÿÿ¹
|
|||
|
|
H�5á L‰ÇA¹ ó¦—À „À„PÿÿÿHƒìL‰Çè€ÿÿHƒÄL�HL‰Èà „ ATH�@K I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èº~ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èãÿÿ1ÀHƒÄH]A\Ãf „ H‰ïL‰æèE�ÿÿH‰ÅH…ÀuªëØ L�d$H�t$L‰çè–€ÿÿ„Àt¿H�t$L‰çè…€ÿÿ„Àt®H�t$ L‰çèt€ÿÿ„Àt�‹L$ ‹T$H‰ï‹t$èœÿÿè§�ÿÿH…À…{ÿÿÿH‹ Hƒ émÿÿÿff. „ éëÿÿff. „ UH�8 H‰÷Hƒì@H‰t$H‰D$è’}ÿÿÇD$( H‰D$ HÇD$0 Hƒøt&H�|$º ¾ èâ~ÿÿ1ÀHƒÄ@]Ãf. „ H�T$H�|$H�5Ü
|
|||
|
|
èúÿÿ€|$ H‰ÅtÎH…Àt+H‹ H�5mM H‰ïÿP…ÀtèÒ€ÿÿH…Àu«H‰ïèu|ÿÿë£ 1íè¹€ÿÿH…Àu’ëåf�ATUH‰ýHƒìH‹Fö€« tèôýÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèÔzÿÿH‰ïI‰ÄH‰ÆèÆýÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çè}ÿÿ1ÀH…í”À÷ØëÚff. „ �SH�
|
|||
|
|
H‰÷Hƒì@H‰t$H‰D$èB|ÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ è‰}ÿÿ1ÀHƒÄ@[Ã�H�t$H�|$èQzÿÿ„ÀtäL‹D$¹ » H�5#L L‰Çó¦—À „Àt¹ H�5[H L‰Çó¦—À „ÀuèjÿÿH…ÀuœHcûèÍ~ÿÿë” ¹ H�5CH L‰Çó¦—À „ÀtϹ H�5 L‰Çó¦—À „Àtµ¹
|
|||
|
|
H�5 L‰Çó¦—À „Àt›¹
|
|||
|
|
H�5 L‰Çó¦—À „Àt�L‰Çè¸yÿÿ‰Ãérÿÿÿ�UH�ð
|
|||
|
|
H‰÷Hƒì@H‰t$H‰D$è{ÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ èI|ÿÿ1ÀHƒÄ@]Ã�H�t$H�|$H‰Åèyÿÿ„ÀtáL‹D$¹ H�5åJ L‰Çó¦—À „Àt3¹ H�5 G L‰Çó¦—À „Àu!è,~ÿÿH…ÀužH‰ïèŸ}ÿÿë– D 1íëã @ ¹ H�5ûF L‰Ç½ ó¦—À „ÀtÀ¹ H�5Ï L‰Ç½ ó¦—À „Àt¡¹
|
|||
|
|
H�5 L‰Ç½ ó¦—À „Àt‚¹
|
|||
|
|
H�5° L‰Ç½ ó¦—À „À„_ÿÿÿL‰ÇèØzÿÿH�héNÿÿÿff. „ @ ATH�¹
|
|||
|
|
I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èŠyÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ H‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt6H�|$º ¾ èªzÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æè|ÿÿH‰ÅH…Àuªëá H�t$H�|$èYwÿÿ„ÀtË‹D$(L‹D$…ÀuH‹E H�M H‹@H9Ð…Ø ¹ H�5I L‰Ç½ ó¦—À „Àt¹ H�5CE L‰Çó¦—À „Àu èR|ÿÿH…À…_ÿÿÿHcýè±{ÿÿéTÿÿÿ @ ¹ H�5#E L‰Çó¦—À „Àtǹ H�5ü
|
|||
|
|
L‰Çó¦—À „Àt¹
|
|||
|
|
H�5ô
|
|||
|
|
L‰Çó¦—À „Àt“¹
|
|||
|
|
H�5ç
|
|||
|
|
L‰Çó¦—À „À„uÿÿÿL‰Çè”vÿÿ‰Åéfÿÿÿ D H‰ïL‰ÆÿЉÅéRÿÿÿf „ ATH�Ý I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è»wÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèóxÿÿE1äHƒÄ8L‰à]A\à D H‰ïL‰æèUzÿÿH‰ÅH…Àu¹ëØ H‹H�ž H‹’� H9Â…® èYyÿÿH‰ÅH…ít9H‹E H�5bG H‰ïÿP…Àt$èÇzÿÿH…Àt*H‰ïE1äè×yÿÿHƒÄ8L‰à]A\à @ è£zÿÿ1íH…À…eÿÿÿH‰ïè@vÿÿI‰ÄH…À„QÿÿÿH‰Çèìtÿÿ…À„DÿÿÿL‰çè<xÿÿ1öH‰ÇH‹ ÿPHº ¾ L‰çèÏxÿÿéÿÿÿf. „ ÿÒH‰ÅéPÿÿÿf D ATH�
|
|||
|
|
I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èJvÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ L‹e(M…ät'HcD$(H‹l$ H)ÅHƒýt6H�|$º ¾ èjwÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æèÕxÿÿH‰ÅH…Àuªëá H�t$H�|$ètÿÿ„ÀtË‹D$(L‹D$…À…ä I‹$H�É H‹@H9Ð…¼ ¹ H�5ÌE L‰Çó¦—À „À„È ¹ H�5 B L‰Çó¦—À „À„¬ ¹ H�5ûA L‰Ç½ ó¦—À „À„‰ ¹ H�5Ë L‰Ç½ ó¦—À „Àtj¹
|
|||
|
|
H�5¾ L‰Ç½ ó¦—À „ÀtK¹
|
|||
|
|
H�5¬ L‰Ç½ ó¦—À „Àt,L‰ÇèØuÿÿH�hë f�¹ H�5 E L‰Çó¦—À „Àu&1íè_xÿÿH…À…¬þÿÿH‰ïèÎwÿÿé¡þÿÿf „ ¹ H�5A L‰Çó¦—À „Àt¹ H�5A L‰Ç½ ó¦—À „Àt£¹ H�5å L‰Ç½ ó¦—À „Àt„¹
|
|||
|
|
H�5Ø L‰Ç½ ó¦—À „À„aÿÿÿ¹
|
|||
|
|
H�5 L‰Çó¦—À 1í„Àt L‰ÇèñtÿÿH�hHƒÅé0ÿÿÿ @ L‰ÆL‰çÿÐH‰Åé ÿÿÿATH�=§, H�
|
|||
|
|
ðõÿÿH�õC H�5Ò. èíuÿÿH‰ÇI‰Äè’tÿÿöÄu+H�=$@ èwÿÿL‰çH�5. I‰„$ è*xÿÿL‰çèvÿÿL‰àA\Ãff. „ �ATH�
|
|||
|
|
‡õÿÿI‰üH�‰C UH�=%, H�5^. HƒìèuuÿÿH‰ÇH‰ÅètÿÿöÄtH…íu:HƒÄ]A\à „ H�=—? ètvÿÿH‰ïH�5z- H‰… èžwÿÿH‰ïèvuÿÿH‰êH�5C L‰çèTrÿÿ…Àt°Hƒm u©HƒÄH‰ï]A\éJsÿÿf. „ éËtÿÿf. „ �I‰ð¹ H�5ÍB L‰Çó¦—À „Àu ¸ à D ¹ H�5ú> L‰Çó¦—À „ÀtÛ¹ H�5ù> L‰Çó¦—À „ÀtÁ¹ H�5Ò L‰Çó¦—À „Àt§¹
|
|||
|
|
H�5Ê L‰Çó¦—À „Àt�¹
|
|||
|
|
H�5½ L‰Çó¦—À „À„oÿÿÿL‰Çéjpÿÿf. „ I‰ð¹ H�5
|
|||
|
|
B L‰Çó¦—À E1É„ÀuL‰Èà @ ¹ H�5:> L‰ÇA¹ ó¦—À „Àtع H�53> L‰ÇA¹ ó¦—À „Àt¸¹ H�5 L‰ÇA¹ ó¦—À „Àt˜¹
|
|||
|
|
H�5ø L‰ÇA¹ ó¦—À „À„tÿÿÿ¹
|
|||
|
|
H�5á L‰ÇA¹ ó¦—À „À„PÿÿÿHƒìL‰ÇèrÿÿHƒÄL�HL‰Èà „ é›qÿÿff. „ UH�Xþ H‰÷Hƒì@H‰t$H‰D$è²pÿÿÇD$( H‰D$ HÇD$0 Hƒøt&H�|$º ¾ èrÿÿ1ÀHƒÄ@]Ãf. „ H�T$H�|$H�5üý èsÿÿ€|$ H‰ÅtÎH…Àt+H‹ H�5àB H‰ïÿP…ÀtèòsÿÿH…Àu«H‰ïè•oÿÿë£ 1íèÙsÿÿH…Àu’ëåf�ATH�¼B I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èêoÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èqÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æèurÿÿH‰ÅH…ÀuªëØ H�t$H�|$èyoÿÿ„Àt‹D$(òD$…ÀtGf.… z
|
|||
|
|
f/… tH‹E ò… H‰ïÿ�¨ èÙrÿÿH…Àu�H‹U Hƒ HƒÄH]A\Ã�H‹E H�
|
|||
|
|
U H‹�Ø H9Êu)f.… z
|
|||
|
|
f/… t·ò… H‰ïÿ�¨ ë¤f�H‰ïÿÒë›f „ ATUH‰ýHƒìH‹Fö€« tè„þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àè”lÿÿH‰ïI‰ÄH‰ÆèVþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèØnÿÿ1ÀH…í”À÷ØëÚff. „ �SH�Þû H‰÷Hƒì@H‰t$H‰D$ènÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ èIoÿÿ1ÀHƒÄ@[Ã�H�t$H�|$èlÿÿ„ÀtäL‹D$¹ » H�56@ L‰Çó¦—À „Àt¹ H�5: L‰Çó¦—À „Àuè*qÿÿH…ÀuœHcûè�pÿÿë” ¹ H�5: L‰Çó¦—À „ÀtϹ H�5Üÿ L‰Çó¦—À „Àtµ¹
|
|||
|
|
H�5Ôÿ L‰Çó¦—À „Àt›¹
|
|||
|
|
H�5Çÿ L‰Çó¦—À „Àt�L‰Çèxkÿÿ‰Ãérÿÿÿ�ATH�š? I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è»lÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèómÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèUoÿÿH‰ÅH…Àu¹ëØ …Òt$H‹¯ èøoÿÿH…ÀuÀfHnÅè¹lÿÿHƒÄ8]A\Ã�H‹H�¦ H‹€à H9ÐtÆÿÐfH~ÅëÄ�ATH�È> I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èÛkÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèmÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèunÿÿH‰ÅH…Àu¹ëØ …Òt$H‹¯ èoÿÿH…ÀuÀfHnÅèÙkÿÿHƒÄ8]A\Ã�H‹H�† H‹€Ð H9ÐtÆÿÐfH~ÅëÄ�ATH�÷= I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èújÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ è#lÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æè…mÿÿH‰ÅH…ÀuªëØ H�t$H�|$è‰jÿÿ„Àt‹D$(òD$…ÀtGf.… z
|
|||
|
|
f/… tH‹E ò… H‰ïÿ�¨ èémÿÿH…Àu�H‹e Hƒ HƒÄH]A\Ã�H‹E H�
|
|||
|
|
%
|
|||
|
|
H‹�È H9Êu)f.… z
|
|||
|
|
f/… t·ò… H‰ïÿ�¨ ë¤f�H‰ïÿÒë›f „ ATUH‰ýHƒìH‹Fö€« tè„þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àè¤gÿÿH‰ïI‰ÄH‰ÆèVþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèèiÿÿ1ÀH…í”À÷ØëÚff. „ �ATH��5 I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è
|
|||
|
|
iÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ è3jÿÿ1ÀHƒÄH]A\Ãf „ H‰ïL‰æè•kÿÿH‰ÅH…ÀuªëØ L�d$H�t$L‰çèæjÿÿ„Àt¿H�t$L‰çèÕjÿÿ„Àt®H�t$ L‰çèÄjÿÿ„Àt�‹L$ ‹T$H‰ï‹t$è¼gÿÿè÷kÿÿH…À…{ÿÿÿH‹o Hƒ émÿÿÿff. „ ATUH‰ýHƒìH‹Fö€« tèÄþÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèôeÿÿH‰ïI‰ÄH‰Æè–þÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çè8hÿÿ1ÀH…í”À÷ØëÚff. „ �UH�Pú H‰÷Hƒì@H‰t$H‰D$èbgÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ è©hÿÿ1ÀHƒÄ@]Ã�H�t$H�|$H‰Åèneÿÿ„ÀtáL‹D$¹ H�5˜9 L‰Çó¦—À „Àt3¹ H�5}3 L‰Çó¦—À „Àu!èŒjÿÿH…ÀužH‰ïèÿiÿÿë– D 1íëã @ ¹ H�5[3 L‰Ç½ ó¦—À „ÀtÀ¹ H�5/ù L‰Ç½ ó¦—À „Àt¡¹
|
|||
|
|
H�5"ù L‰Ç½ ó¦—À „Àt‚¹
|
|||
|
|
H�5ù L‰Ç½ ó¦—À „À„_ÿÿÿL‰Çè8gÿÿH�héNÿÿÿff. „ @ ATH�÷ I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èêeÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ H‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt6H�|$º ¾ è
|
|||
|
|
gÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æèuhÿÿH‰ÅH…Àuªëá H�t$H�|$è¹cÿÿ„ÀtË‹D$(L‹D$…ÀuH‹E H�í H‹@H9Ð…Ø ¹ H�5Ã7 L‰Ç½ ó¦—À „Àt¹ H�5£1 L‰Çó¦—À „Àu è²hÿÿH…À…_ÿÿÿHcýèhÿÿéTÿÿÿ @ ¹ H�5ƒ1 L‰Çó¦—À „Àtǹ H�5\÷ L‰Çó¦—À „Àt¹
|
|||
|
|
H�5T÷ L‰Çó¦—À „Àt“¹
|
|||
|
|
H�5G÷ L‰Çó¦—À „À„uÿÿÿL‰Çèôbÿÿ‰Åéfÿÿÿ D H‰ïL‰ÆÿЉÅéRÿÿÿf „ ATH�=õ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èdÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèSeÿÿE1äHƒÄ8L‰à]A\à D H‰ïL‰æèµfÿÿH‰ÅH…Àu¹ëØ H‹H�> H‹’� H9Â…® èIdÿÿH‰ÅH…ít9H‹E H�56 H‰ïÿP…Àt$è'gÿÿH…Àt*H‰ïE1äè7fÿÿHƒÄ8L‰à]A\à @ ègÿÿ1íH…À…eÿÿÿH‰ïè bÿÿI‰ÄH…À„QÿÿÿH‰ÇèLaÿÿ…À„DÿÿÿL‰çèœdÿÿ1öH‰ÇH‹ ÿPHº ¾ L‰çè/eÿÿéÿÿÿf. „ ÿÒH‰ÅéPÿÿÿf D ATH�gö I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èªbÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ L‹e(M…ät'HcD$(H‹l$ H)ÅHƒýt6H�|$º ¾ èÊcÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æè5eÿÿH‰ÅH…Àuªëá H�t$H�|$èy`ÿÿ„ÀtË‹D$(L‹D$…À…ä I‹$H�i H‹@H9Ð…¼ ¹ H�54 L‰Çó¦—À „À„È ¹ H�5`. L‰Çó¦—À „À„¬ ¹ H�5[. L‰Ç½ ó¦—À „À„‰ ¹ H�5+ô L‰Ç½ ó¦—À „Àtj¹
|
|||
|
|
H�5 ô L‰Ç½ ó¦—À „ÀtK¹
|
|||
|
|
H�5 ô L‰Ç½ ó¦—À „Àt,L‰Çè8bÿÿH�hë f�¹ H�5³3 L‰Çó¦—À „Àu&1íè¿dÿÿH…À…¬þÿÿH‰ïè.dÿÿé¡þÿÿf „ ¹ H�5r- L‰Çó¦—À „Àt¹ H�5q- L‰Ç½ ó¦—À „Àt£¹ H�5Eó L‰Ç½ ó¦—À „Àt„¹
|
|||
|
|
H�58ó L‰Ç½ ó¦—À „À„aÿÿÿ¹
|
|||
|
|
H�5"ó L‰Çó¦—À 1í„Àt L‰ÇèQaÿÿH�hHƒÅé0ÿÿÿ @ L‰ÆL‰çÿÐH‰Åé ÿÿÿATI‰ü1ÿUHƒì8è?_ÿÿH‰ÅH‰$H�Ä2 H‰ïH‰D$èô_ÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öè*aÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îè…bÿÿI‰ÄH…Àu±ëÑ H‰ïè`ÿÿHƒÄ8L‰à]A\à D …Òt$L‹§ ècÿÿH…Àu¡fInÄèÑ_ÿÿI‰Äë• @ H‹H�¾ H‹€à H9ÐtÆÿÐfI~ÄëÄf „ ATI‰ü1ÿUHƒì8è/^ÿÿH‰ÅH‰$H�Â1 H‰ïH‰D$èä^ÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öè`ÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèuaÿÿI‰ÄH…Àu±ëÑ H‰ïè _ÿÿHƒÄ8L‰à]A\à D …Òt$L‹§ è bÿÿH…Àu¡fInÄèÁ^ÿÿI‰Äë• @ H‹H�n H‹€Ð H9ÐtÆÿÐfI~ÄëÄf „ ATH�=' H�
|
|||
|
|
íÿÿH�ˆ0 H�5² è-`ÿÿH‰ÇI‰ÄèÒ^ÿÿöÄu+H�=d* èAaÿÿL‰çH�5‡ I‰„$ èjbÿÿL‰çèB`ÿÿL‰àA\Ãff. „ �ATH�
|
|||
|
|
§ìÿÿI‰üH� 0 UH�=¥ H�5> Hƒìèµ_ÿÿH‰ÇH‰ÅèZ^ÿÿöÄtH…íu:HƒÄ]A\à „ H�=×) è´`ÿÿH‰ïH�5ú H‰… èÞaÿÿH‰ïè¶_ÿÿH‰êH�5«/ L‰çè”\ÿÿ…Àt°Hƒm u©HƒÄH‰ï]A\éŠ]ÿÿf. „ f.‡ zf/‡ uà H‹ò‡ ÿ ¨ € ò‡ à € f.‡ zf/‡ uà H‹ò‡ ÿ ¨ € ò‡ à € é]ÿÿf. „ �I‰ð¹ H�5à. L‰Çó¦—À „Àu ¸ à D ¹ H�5º( L‰Çó¦—À „ÀtÛ¹ H�5¹( L‰Çó¦—À „ÀtÁ¹ H�5’î L‰Çó¦—À „Àt§¹
|
|||
|
|
H�5Šî L‰Çó¦—À „Àt�¹
|
|||
|
|
H�5}î L‰Çó¦—À „À„oÿÿÿL‰Çé*Zÿÿf. „ I‰ð¹ H�5 . L‰Çó¦—À E1É„ÀuL‰Èà @ ¹ H�5ú' L‰ÇA¹ ó¦—À „Àtع H�5ó' L‰ÇA¹ ó¦—À „Àt¸¹ H�5Æí L‰ÇA¹ ó¦—À „Àt˜¹
|
|||
|
|
H�5¸í L‰ÇA¹ ó¦—À „À„tÿÿÿ¹
|
|||
|
|
H�5¡í L‰ÇA¹ ó¦—À „À„PÿÿÿHƒìL‰ÇèÄ[ÿÿHƒÄL�HL‰Èà „ H…ÿt#SH‰û¿ èÝ[ÿÿóoH‹SH‰P [à @ 1Àà D ATH‰÷UH�- 3 HƒìHH‰t$H‰l$èPZÿÿÇD$( H‰D$ HÇD$0 HÇD$ HƒøtKH�|$º ¾ E1äè”[ÿÿH‹|$H…ÿtHƒ/tHƒÄHL‰à]A\Ãf „ è‹ZÿÿHƒÄHL‰à]A\ÃH�T$H�|$H‰îè¾^ÿÿI‰ÄH…Àt²¿ è [ÿÿóAo$H‰ïH‰Æ I‹D$H‰Fè¯YÿÿI‰Äë†f. „ é»]ÿÿff. „ UH‰ýH‹H…ÿt
|
|||
|
|
¾ èiWÿÿH‰ï]éà[ÿÿékWÿÿff. „ UH�Øæ H‰÷Hƒì@H‰t$H‰D$è2YÿÿÇD$( H‰D$ HÇD$0 Hƒøt&H�|$º ¾ è‚Zÿÿ1ÀHƒÄ@]Ãf. „ H�T$H�|$H�5|æ èš[ÿÿ€|$ H‰ÅtÎH…Àt+H‹ H�5l0 H‰ïÿP…Àtèr\ÿÿH…Àu«H‰ïèXÿÿë£ 1íèY\ÿÿH…Àu’ëåf�ATUH‰õHƒì8H…ÒtH‰×èé\ÿÿH…À…È H‰ïèhXÿÿ…Àt<ƒøt HcøH�51 èÐVÿÿ1ÀHƒÄ8]A\Ãf D HƒÄ8H‰î1ÿ]A\é¿ýÿÿ € L�%Ü0 H‰ïH‰,$L‰d$èXÿÿÇD$ H‰D$HÇD$ H…Àt H‰ç1Ò1öèiYÿÿHƒÄ81À]A\à € ¿ è YÿÿfïÀL‰çHÇ@ H‰Æ èÄWÿÿHƒÄ8]A\à @ H‹õ H�5ò H‹8è2Yÿÿ1Àé=ÿÿÿff. „ SH�>å H‰÷Hƒì@H‰t$H‰D$èbWÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ è©Xÿÿ1ÀHƒÄ@[Ã�H�t$H�|$èqUÿÿ„ÀtäL‹D$¹ » H�5¢. L‰Çó¦—À „Àt¹ H�5‡é L‰Çó¦—À „ÀuèŠZÿÿH…ÀuœHcûèíYÿÿë” ¹
|
|||
|
|
H�5hé L‰Çó¦—À „ÀtϹ
|
|||
|
|
H�5[é L‰Çó¦—À „ÀtµL‰Çè Uÿÿ‰Ãë© „ UH�@é H‰÷Hƒì@H‰t$H‰D$èRVÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ è™Wÿÿ1ÀHƒÄ@]Ã�H�t$H�|$H‰Åè^Tÿÿ„ÀtáL‹D$¹ H�5”- L‰Çó¦—À „Àt3¹ H�5yè L‰Çó¦—À „Àu!è|YÿÿH…ÀužH‰ïèïXÿÿë– D 1íëã @ ¹
|
|||
|
|
H�5Pè L‰Ç½ ó¦—À „ÀtÀ¹
|
|||
|
|
H�5>è L‰Ç½ ó¦—À „Àt¡L‰ÇèjVÿÿH�hë“ @ ATH�çè I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è*UÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ L‹e(M…ät'HcD$(H‹l$ H)ÅHƒýt6H�|$º ¾ èJVÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æèµWÿÿH‰ÅH…Àuªëá H�t$H�|$èùRÿÿ„ÀtË‹D$(L‹D$…ÀuI‹$H�Í H‹@H9Ð…¨ ¹ H�5, L‰Çó¦—À „Àt6¹ H�5ôæ L‰Çó¦—À „Àu$è÷WÿÿH…À…dÿÿÿH‰ïèfWÿÿéYÿÿÿ�1íëà @ ¹
|
|||
|
|
H�5Èæ L‰Ç½ ó¦—À „Àt½¹
|
|||
|
|
H�5¶æ L‰Ç½ ó¦—À „ÀtžL‰ÇèâTÿÿH�hë� @ L‰ÆL‰çÿÐH‰Åé|ÿÿÿ „ ATH�j+ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è‹SÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèÃTÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè%VÿÿH‰ÅH…Àu¹ëØ …Òt$‹¯° èÉVÿÿH…ÀuÁHcýè,VÿÿHƒÄ8]A\à @ H‹H� H‹€ H9ÐtÆÿЉÅëÆ @ ATH� * I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è«RÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèãSÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèEUÿÿH‰ÅH…Àu¹ëØ …Òt$H‹¯¸ èèUÿÿH…ÀuÀfHnÅè©RÿÿHƒÄ8]A\Ã�H‹H�v H‹€ H9ÐtÆÿÐfH~ÅëÄ�ATH�Ï) I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èËQÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèSÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèeTÿÿH‰ÅH…Àu¹ëØ …Òt$H‹¯À èUÿÿH…ÀuÀfHnÅèÉQÿÿHƒÄ8]A\Ã�H‹H�Ö H‹€0 H9ÐtÆÿÐfH~ÅëÄ�ATH�ÿ( I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èëPÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè#RÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè…SÿÿH‰ÅH…Àu¹ëØ …Òt$‹¯¬ è)TÿÿH…ÀuÁHcýèŒSÿÿHƒÄ8]A\à @ H‹H�6 H‹€ð H9ÐtÆÿЉÅëÆ @ ATH�0( I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è
|
|||
|
|
PÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ è3QÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æè•RÿÿH‰ÅH…ÀuªëØ H�t$H�|$è™Oÿÿ„Àt‹D$(òD$…ÀtGf.…¸ z
|
|||
|
|
f/…¸ tH‹E ò…¸ H‰ïÿ�¨ èùRÿÿH…Àu�H‹uì Hƒ HƒÄH]A\Ã�H‹E H�
|
|||
|
|
U H‹� H9Êu)f.…¸ z
|
|||
|
|
f/…¸ t·ò…¸ H‰ïÿ�¨ ë¤f�H‰ïÿÒë›f „ ATUH‰ýHƒìH‹Fö€« tè„þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àè´LÿÿH‰ïI‰ÄH‰ÆèVþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèøNÿÿ1ÀH…í”À÷ØëÚff. „ �ATH�O& I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èNÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èCOÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æè¥PÿÿH‰ÅH…ÀuªëØ H�t$H�|$è©Mÿÿ„Àt‹D$(òD$…ÀtGf.…À z
|
|||
|
|
f/…À tH‹E ò…À H‰ïÿ�¨ è QÿÿH…Àu�H‹…ê Hƒ HƒÄH]A\Ã�H‹E H�
|
|||
|
|
¥ H‹�( H9Êu)f.…À z
|
|||
|
|
f/…À t·ò…À H‰ïÿ�¨ ë¤f�H‰ïÿÒë›f „ ATUH‰ýHƒìH‹Fö€« tè„þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèÄJÿÿH‰ïI‰ÄH‰ÆèVþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèMÿÿ1ÀH…í”À÷ØëÚff. „ �ATH�o$ I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è*LÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èSMÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æèµNÿÿH‰ÅH…ÀuªëØ H�t$ H�|$è Nÿÿ„Àt‹D$(‹t$ …Àt99µ¬ tH‹E ‰µ¬ H‰ïÿ�¨ è)OÿÿH…Àu‘H‹¥è Hƒ HƒÄH]A\Ã�H‹E H�
|
|||
|
|
H‹�è H9Êu;µ¬ tɵ¬ H‰ïÿ�¨ ë²H‰ïÿÒë«f „ ATUH‰ýHƒìH‹Fö€« tè¤þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèôHÿÿH‰ïI‰ÄH‰ÆèvþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çè8Kÿÿ1ÀH…í”À÷ØëÚff. „ �ATH�°" I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èZJÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èƒKÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æèåLÿÿH‰ÅH…ÀuªëØ H�t$ H�|$è9Lÿÿ„Àt‹D$(‹t$ …Àt99µ° tH‹E ‰µ° H‰ïÿ�¨ èYMÿÿH…Àu‘H‹Õæ Hƒ HƒÄH]A\Ã�H‹E H�
|
|||
|
|
u H‹�ø H9Êu;µ° tɵ° H‰ïÿ�¨ ë²H‰ïÿÒë«f „ ATUH‰ýHƒìH‹Fö€« tè¤þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àè$GÿÿH‰ïI‰ÄH‰ÆèvþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèhIÿÿ1ÀH…í”À÷ØëÚff. „ �ATH�ö I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è‹HÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H‰ÐH9T$t4H‰ç1Ò1öèÀIÿÿHƒÄ81À]A\Ãf D H‰ïL‰æè%KÿÿH‰ÅH…Àu¹ëÛ H‹…ÀtQH‹‚ø H�
|
|||
|
|
H9Èu^ƒ¿° tLJ° ÿ’¨ è KÿÿH…Àu›H‹ å Hƒ HƒÄ8]A\à „ H‹‚ H�
|
|||
|
|
¢ H9ÈtœÿÐëÄf „ ¾ ÿÐë² € ATH�ë I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èkGÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H‰ÐH9T$t4H‰ç1Ò1öè HÿÿHƒÄ81À]A\Ãf D H‰ïL‰æèJÿÿH‰ÅH…Àu¹ëÛ H‹…ÀtQH‹‚ø H�
|
|||
|
|
ã H9Èu^‹‡° …ÀtLJ° ÿ’¨ èJÿÿH…ÀušH‹ûã Hƒ HƒÄ8]A\à € H‹‚ H�
|
|||
|
|
 H9ÈtœÿÐëÅf „ 1öÿÐë¶f. „ ATH�m× I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èKFÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèƒGÿÿE1äHƒÄ8L‰à]A\à D H‰ïL‰æèåHÿÿH‰ÅH…Àu¹ëØ H‹H�Ž H‹’� H9Â…® èÉCÿÿH‰ÅH…ít9H‹E H�5Q H‰ïÿP…Àt$èWIÿÿH…Àt*H‰ïE1äègHÿÿHƒÄ8L‰à]A\à @ è3Iÿÿ1íH…À…eÿÿÿH‰ïèÐDÿÿI‰ÄH…À„QÿÿÿH‰Çè|Cÿÿ…À„DÿÿÿL‰çèÌFÿÿ1öH‰ÇH‹ ÿPHº ¾ L‰çè_Gÿÿéÿÿÿf. „ ÿÒH‰ÅéPÿÿÿf D ATH� Ö I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èÚDÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ H‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt6H�|$º ¾ èúEÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æèeGÿÿH‰ÅH…Àuªëá H�t$H�|$è©Bÿÿ„ÀtË‹D$(L‹D$…ÀuH‹E H�ý H‹@H9Ð… ¹ H�5¿ L‰Ç½ ó¦—À „Àt¹ H�5ŸÖ L‰Çó¦—À „Àu è¢GÿÿH…À…_ÿÿÿHcýèGÿÿéTÿÿÿ @ ¹
|
|||
|
|
H�5xÖ L‰Çó¦—À „Àtǹ
|
|||
|
|
H�5kÖ L‰Çó¦—À „ÀtL‰Çè Bÿÿ‰Åë¡ „ H‰ïL‰ÆÿЉÅë� @ ATI‰ü1ÿUHƒì8è�BÿÿH‰ÅH‰$H� H‰ïH‰D$èDCÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèzDÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèÕEÿÿI‰ÄH…Àu±ëÑ H‰ïè`CÿÿHƒÄ8L‰à]A\à D …Òt$D‹§° è`FÿÿH…Àu¡IcüèÃEÿÿI‰Äë—f D H‹H�® H‹€ H9ÐtÆÿÐA‰ÄëÆff. „ ATI‰ü1ÿUHƒì8èAÿÿH‰ÅH‰$H�9 H‰ïH‰D$è4BÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèjCÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèÅDÿÿI‰ÄH…Àu±ëÑ H‰ïèPBÿÿHƒÄ8L‰à]A\à D …Òt$D‹§¬ èPEÿÿH…Àu¡Icüè³DÿÿI‰Äë—f D H‹H�^ H‹€ð H9ÐtÆÿÐA‰ÄëÆff. „ ATI‰ü1ÿUHƒì8èo@ÿÿH‰ÅH‰$H� H‰ïH‰D$è$AÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèZBÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèµCÿÿI‰ÄH…Àu±ëÑ H‰ïè@AÿÿHƒÄ8L‰à]A\à D …Òt$L‹§À è@DÿÿH…Àu¡fInÄèAÿÿI‰Äë• @ H‹H� H‹€0 H9ÐtÆÿÐfI~ÄëÄf „ ATI‰ü1ÿUHƒì8è_?ÿÿH‰ÅH‰$H�ú H‰ïH‰D$è@ÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèJAÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îè¥BÿÿI‰ÄH…Àu±ëÑ H‰ïè0@ÿÿHƒÄ8L‰à]A\à D …Òt$L‹§¸ è0CÿÿH…Àu¡fInÄèñ?ÿÿI‰Äë• @ H‹H�¾ H‹€ H9ÐtÆÿÐfI~ÄëÄf „ ATH�= L�€äÿÿH�
|
|||
|
|
é H�"% H�5[% èÖ@ÿÿH‰ÇI‰Äèû?ÿÿöÄuL‰çèŽAÿÿL‰àA\à „ ATH�='ÿ H�
|
|||
|
|
påÿÿH�t H�5r è
|
|||
|
|
AÿÿH‰ÇI‰Äè²?ÿÿöÄu+H�=PÑ è!BÿÿL‰çH�5' I‰„$ èJCÿÿL‰çè"AÿÿL‰àA\Ãff. „ �ATL�ÇãÿÿI‰üH�
|
|||
|
|
- UH�=E H�^$ H�5—$ Hƒìè@ÿÿH‰ÇH‰Åè3?ÿÿöÄuH‰ïèÆ@ÿÿH…ítH‰êH�5Ò L‰çèŸ=ÿÿ…À…§ H�=Pþ H�
|
|||
|
|
™äÿÿH�� H�5› è6@ÿÿH‰ÇH‰ÅèÛ>ÿÿöÄtH…íu;HƒÄ]A\Ãf „ H�=cÐ è4AÿÿH‰ïH�5: H‰… è^BÿÿH‰ïè6@ÿÿH‰êH�57 L‰çè=ÿÿ…Àt¯Hƒm u¨HƒÄH‰ï]A\é
|
|||
|
|
>ÿÿf. „ Hƒm …NÿÿÿH‰ïèí=ÿÿéAÿÿÿ „ 9·¬ tH‹‰·¬ ÿ ¨ f „ Ãf. „ D ‹‡¬ Ãf „ 9·° tH‹‰·° ÿ ¨ f „ Ãf. „ D ‹‡° Ãf „ f.‡¸ zf/‡¸ uà H‹ò‡¸ ÿ ¨ € ò‡¸ à € f.‡À zf/‡À uà H‹ò‡À ÿ ¨ € ò‡À à € éK:ÿÿf. „ �I‰ð¹ H�5Ì L‰Çó¦—À „Àu ¸ à D ¹ H�5¦Î L‰Çó¦—À „ÀtÛ¹
|
|||
|
|
H�5žÎ L‰Çó¦—À „ÀtÁ¹
|
|||
|
|
H�5‘Î L‰Çó¦—À „Àt§L‰ÇéB:ÿÿf�I‰ð¹ H�5L L‰Çó¦—À E1É„ÀuL‰Èà @ ¹ H�5&Î L‰ÇA¹ ó¦—À „Àtع
|
|||
|
|
H�5Î L‰ÇA¹ ó¦—À „Àt¸¹
|
|||
|
|
H�5Î L‰ÇA¹ ó¦—À „Àt˜HƒìL‰Çè,<ÿÿHƒÄL�HL‰ÈÃH‹H�
|
|||
|
|
þÿÿH‹�ø H9Êu"ƒ¿° tLJ° ÿ ¨ �à € ¾ ÿâ�H‹H�
|
|||
|
|
ÆýÿÿH‹�ø H9Êu"‹—° …ÒtLJ° ÿ ¨ à € 1öÿâ @ é{<ÿÿff. „ UH�È H‰÷Hƒì@H‰t$H‰D$èb:ÿÿÇD$( H‰D$ HÇD$0 Hƒøt&H�|$º ¾ è²;ÿÿ1ÀHƒÄ@]Ãf. „ H�T$H�|$H�5¬Ç èÊ<ÿÿ€|$ H‰ÅtÎH…Àt+H‹ H�5„ H‰ïÿP…Àtè¢=ÿÿH…Àu«H‰ïèE9ÿÿë£ 1íè‰=ÿÿH…Àu’ëåf�SH�~Ç H‰÷Hƒì@H‰t$H‰D$è¢9ÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ èé:ÿÿ1ÀHƒÄ@[Ã�H�t$H�|$è±7ÿÿ„ÀtäL‹D$¹ » H�5Ê L‰Çó¦—À „Àt¹ H�5Ô L‰Çó¦—À „ÀuèÊ<ÿÿH…ÀuœHcûè-<ÿÿë” ¹ H�5–Ë L‰Çó¦—À „ÀtϹ
|
|||
|
|
H�5ŽË L‰Çó¦—À „Àtµ¹
|
|||
|
|
H�5�Ë L‰Çó¦—À „Àt›L‰Çè27ÿÿ‰Ãë�ff. „ UH�`Ë H‰÷Hƒì@H‰t$H‰D$èr8ÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ è¹9ÿÿ1ÀHƒÄ@]Ã�H�t$H�|$H‰Åè~6ÿÿ„ÀtáL‹D$¹ H�5œ L‰Çó¦—À „Àt3¹ H�5¦ L‰Çó¦—À „Àu!èœ;ÿÿH…ÀužH‰ïè;ÿÿë– D 1íëã @ ¹ H�5^Ê L‰Ç½ ó¦—À „ÀtÀ¹
|
|||
|
|
H�5QÊ L‰Ç½ ó¦—À „Àt¡¹
|
|||
|
|
H�5?Ê L‰Ç½ ó¦—À „Àt‚L‰Çèk8ÿÿH�héqÿÿÿf�ATH�YÈ I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è*7ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ H‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt6H�|$º ¾ èJ8ÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æèµ9ÿÿH‰ÅH…Àuªëá H�t$H�|$èù4ÿÿ„ÀtË‹D$(L‹D$…ÀuH‹E H�] H‹@H9Ð…¸ ¹ H�5÷ L‰Ç½ ó¦—À „Àt¹ H�5ü L‰Çó¦—À „Àu èò9ÿÿH…À…_ÿÿÿHcýèQ9ÿÿéTÿÿÿ @ ¹ H�5¶È L‰Çó¦—À „Àtǹ
|
|||
|
|
H�5®È L‰Çó¦—À „Àt¹
|
|||
|
|
H�5¡È L‰Çó¦—À „Àt“L‰ÇèR4ÿÿ‰Åë‡f D H‰ïL‰ÆÿЉÅérÿÿÿf „ ATH�H I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è{5ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè³6ÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè8ÿÿH‰ÅH…Àu¹ëØ ½ …Òt èº8ÿÿH…ÀuÂHcýè 8ÿÿHƒÄ8]A\à D H‹H�† ½ H‹€È H9ÐtÆÿЉÅëÀff. „ @ ATH�r I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è‹4ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèÃ5ÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè%7ÿÿH‰ÅH…Àu¹ëØ ½ …Òt èÊ7ÿÿH…ÀuÂHcýè-7ÿÿHƒÄ8]A\à D H‹H�† ½ H‹€À H9ÐtÆÿЉÅëÀff. „ @ ATH�œ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è›3ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèÓ4ÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè56ÿÿH‰ÅH…Àu¹ëØ …Òt$‹¯ì èÙ6ÿÿH…ÀuÁHcýè<6ÿÿHƒÄ8]A\à @ H‹H�¶ H‹€Ð H9ÐtÆÿЉÅëÆ @ ATH�Î I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è»2ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèó3ÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèU5ÿÿH‰ÅH…Àu¹ëØ …Òt$‹¯è èù5ÿÿH…ÀuÁHcýè\5ÿÿHƒÄ8]A\à @ H‹H�f H‹€ H9ÐtÆÿЉÅëÆ @ ATH� I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èÚ1ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ è3ÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æèe4ÿÿH‰ÅH…ÀuªëØ H�T$H�|$H�5 õ è4ÿÿ€|$ H‰Âtµ¾ H‰ïèû0ÿÿèæ4ÿÿH…ÀužH‹bÎ Hƒ HƒÄH]A\Ãff. „ ATUH‰ýHƒìH‹Fö€« tèäþÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àèä.ÿÿH‰ïI‰ÄH‰Æè¶þÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çè(1ÿÿ1ÀH…í”À÷ØëÚff. „ �ATH�… I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èJ0ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ ès1ÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æèÕ2ÿÿH‰ÅH…ÀuªëØ H�T$H�|$H�5|ó èr2ÿÿ€|$ H‰Âtµ1öH‰ïèn/ÿÿèY3ÿÿH…Àu¡H‹ÕÌ Hƒ HƒÄH]A\Ã�ATUH‰ýHƒìH‹Fö€« tèôþÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àèd-ÿÿH‰ïI‰ÄH‰ÆèÆþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çè¨/ÿÿ1ÀH…í”À÷ØëÚff. „ �ATH� I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èÊ.ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èó/ÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æèU1ÿÿH‰ÅH…ÀuªëØ H�t$ H�|$è©0ÿÿ„Àt‹D$(‹t$ …Àt99µè tH‹E ‰µè H‰ïÿ�¨ èÉ1ÿÿH…Àu‘H‹EË Hƒ HƒÄH]A\Ã�H‹E H�
|
|||
|
|
H‹�˜ H9Êu;µè tɵè H‰ïÿ�¨ ë²H‰ïÿÒë«f „ ATUH‰ýHƒìH‹Fö€« tè¤þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àè”+ÿÿH‰ïI‰ÄH‰ÆèvþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèØ-ÿÿ1ÀH…í”À÷ØëÚff. „ �ATH�_ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èû,ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H‰ÐH9T$t4H‰ç1Ò1öè0.ÿÿHƒÄ81À]A\Ãf D H‰ïL‰æè•/ÿÿH‰ÅH…Àu¹ëÛ H‹…ÀtQH‹‚˜ H�
|
|||
|
|
“
|
|||
|
|
H9Èu^ƒ¿è tLJè ÿ’¨ è0ÿÿH…Àu›H‹ŒÉ Hƒ HƒÄ8]A\à „ H‹‚¨ H�
|
|||
|
|
¢ H9ÈtœÿÐëÄf „ ¾ ÿÐë² € ATH�R I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èÛ+ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H‰ÐH9T$t4H‰ç1Ò1öè-ÿÿHƒÄ81À]A\Ãf D H‰ïL‰æèu.ÿÿH‰ÅH…Àu¹ëÛ H‹…ÀtQH‹‚˜ H�
|
|||
|
|
s H9Èu^‹‡è …ÀtLJè ÿ’¨ èï.ÿÿH…ÀušH‹kÈ Hƒ HƒÄ8]A\à € H‹‚° H�
|
|||
|
|
Â
|
|||
|
|
H9ÈtœÿÐëÅf „ 1öÿÐë¶f. „ ATH�F
|
|||
|
|
I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èº*ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èã+ÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æèE-ÿÿH‰ÅH…ÀuªëØ H�t$ H�|$è™,ÿÿ„Àt‹D$(‹t$ …ÀtYƒþ¸ O𸠃þLð9µì tH‹E ‰µì H‰ïÿ�¨ è£-ÿÿH…À…wÿÿÿH‹Ç Hƒ HƒÄH]A\à € H‹E H�
|
|||
|
|
H‹�¸ H9Êu9ƒþº Oòº ƒþLò9µì t£‰µì H‰ïÿ�¨ ë’f. „ H‰ïÿÒë�f „ ATUH‰ýHƒìH‹Fö€« tèdþÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèD'ÿÿH‰ïI‰ÄH‰Æè6þÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèˆ)ÿÿ1ÀH…í”À÷ØëÚff. „ �ATH�g¼ I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èª(ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ L‹e(M…ät'HcD$(H‹l$ H)ÅHƒýt6H�|$º ¾ èÊ)ÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æè5+ÿÿH‰ÅH…Àuªëá H�t$H�|$èy&ÿÿ„ÀtË‹D$(L‹D$…ÀuI‹$H�ý H‹@H9Ð…Ð ¹ H�5w L‰Çó¦—À „Àt6¹ H�5�ô L‰Çó¦—À „Àu$èw+ÿÿH…À…dÿÿÿH‰ïèæ*ÿÿéYÿÿÿ�1íëà @ ¹ H�56º L‰Ç½ ó¦—À „Àt½¹
|
|||
|
|
H�5)º L‰Ç½ ó¦—À „Àtž¹
|
|||
|
|
H�5º L‰Ç½ ó¦—À „À„{ÿÿÿL‰Çè?(ÿÿH�héjÿÿÿf D L‰ÆL‰çÿÐH‰ÅéTÿÿÿATH�
|
|||
|
|
¸ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èë&ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè#(ÿÿE1äHƒÄ8L‰à]A\à D H‰ïL‰æè…)ÿÿH‰ÅH…Àu¹ëØ H‹H�> H‹’� H9Â…® èI(ÿÿH‰ÅH…ít9H‹E H�5Ù H‰ïÿP…Àt$è÷)ÿÿH…Àt*H‰ïE1äè)ÿÿHƒÄ8L‰à]A\à @ èÓ)ÿÿ1íH…À…eÿÿÿH‰ïèp%ÿÿI‰ÄH…À„QÿÿÿH‰Çè $ÿÿ…À„DÿÿÿL‰çèl'ÿÿ1öH‰ÇH‹ ÿPHº ¾ L‰çèÿ'ÿÿéÿÿÿf. „ ÿÒH‰ÅéPÿÿÿf D ATI‰ü1ÿUHƒì8è¿$ÿÿH‰ÅH‰$H�x H‰ïH‰D$èt%ÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèª&ÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îè(ÿÿI‰ÄH…Àu±ëÑ H‰ïè�%ÿÿHƒÄ8L‰à]A\à D …Òt$D‹§è è�(ÿÿH…Àu¡Icüèó'ÿÿI‰Äë—f D H‹H�þ H‹€ H9ÐtÆÿÐA‰ÄëÆff. „ ATI‰ü1ÿUHƒì8è¯#ÿÿH‰ÅH‰$H�V H‰ïH‰D$èd$ÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèš%ÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèõ&ÿÿI‰ÄH…Àu±ëÑ H‰ïè€$ÿÿHƒÄ8L‰à]A\à D …Òt$D‹§ì è€'ÿÿH…Àu¡Icüèã&ÿÿI‰Äë—f D H‹H�^ H‹€Ð H9ÐtÆÿÐA‰ÄëÆff. „ ATH�=‡ê H�
|
|||
|
|
àèÿÿH�ü H�52í è%ÿÿH‰ÇI‰ÄèR$ÿÿöÄu+H�=ýï èÁ&ÿÿL‰çH�5çë I‰„$ èê'ÿÿL‰çèÂ%ÿÿL‰àA\Ãff. „ �ATH�
|
|||
|
|
wèÿÿI‰üH�� UH�=ê H�5¾ì Hƒìè5%ÿÿH‰ÇH‰ÅèÚ#ÿÿöÄtmH…í…Ž 1ÿèõ%ÿÿH‰ÅH…Àt H‰ÂH�5ƒ L‰çè;"ÿÿHƒm „° ¿ èÆ%ÿÿH‰ÅH…ÀtH‰ÂH�5Œ L‰çè "ÿÿHƒm tmHƒÄ]A\à D H�=ï èÜ%ÿÿH‰ïH�5ë H‰… è'ÿÿH‰ïèÞ$ÿÿH‰êH�5Ç L‰çè¼!ÿÿ…À„XÿÿÿHƒm …MÿÿÿH‰ïè±"ÿÿé@ÿÿÿ @ HƒÄH‰ï]A\é™"ÿÿf „ H‰ïèˆ"ÿÿéCÿÿÿ 9·è tH‹‰·è ÿ ¨ f „ Ãf. „ D ‹‡è Ãf „ ƒþ¸ O𸠃þLð9·ì tH‹‰·ì ÿ ¨ Ãf. „ D ¸ Ãf. „ ¸ Ãf. „ ‹‡ì Ãf „ é#ÿÿf. „ �I‰ð¹ H�5¤ L‰Çó¦—À „Àu ¸ à D ¹ H�5£í L‰Çó¦—À „ÀtÛ¹ H�5|³ L‰Çó¦—À „ÀtÁ¹
|
|||
|
|
H�5t³ L‰Çó¦—À „Àt§¹
|
|||
|
|
H�5g³ L‰Çó¦—À „Àt�L‰Çé ÿÿ „ H‹H�
|
|||
|
|
–þÿÿH‹�˜ H9Êu"ƒ¿è tLJè ÿ ¨ �à € ¾ ÿâ�H‹H�
|
|||
|
|
VþÿÿH‹�˜ H9Êu"‹—è …ÒtLJè ÿ ¨ à € 1öÿâ @ I‰ð¹ H�5„ L‰Çó¦—À E1É„ÀuL‰Èà @ ¹ H�5ƒì L‰ÇA¹ ó¦—À „Àtع H�5V² L‰ÇA¹ ó¦—À „Àt¸¹
|
|||
|
|
H�5H² L‰ÇA¹ ó¦—À „Àt˜¹
|
|||
|
|
H�55² L‰ÇA¹ ó¦—À „À„tÿÿÿHƒìL‰ÇèX ÿÿHƒÄL�HL‰ÈÃf. „ f�éÛ ÿÿff. „ UH�¨¬ H‰÷Hƒì@H‰t$H‰D$è ÿÿÇD$( H‰D$ HÇD$0 Hƒøt&H�|$º ¾ èR ÿÿ1ÀHƒÄ@]Ãf. „ H�T$H�|$H�5L¬ èj!ÿÿ€|$ H‰ÅtÎH…Àt+H‹ H�57
|
|||
|
|
H‰ïÿP…ÀtèB"ÿÿH…Àu«H‰ïèå ÿÿë£ 1íè)"ÿÿH…Àu’ëåf�SH� ¬ H‰÷Hƒì@H‰t$H‰D$èB ÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ è‰ ÿÿ1ÀHƒÄ@[Ã�H�t$H�|$èQ ÿÿ„ÀtäL‹D$¹ » H�5} L‰Çó¦—À „Àt¹ H�5g° L‰Çó¦—À „Àuèj!ÿÿH…ÀuœHcûèÍ ÿÿë” ¹
|
|||
|
|
H�5H° L‰Çó¦—À „ÀtϹ
|
|||
|
|
H�5;° L‰Çó¦—À „ÀtµL‰Çèìÿÿ‰Ãë© „ UH� ° H‰÷Hƒì@H‰t$H‰D$è2 ÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ èy ÿÿ1ÀHƒÄ@]Ã�H�t$H�|$H‰Åè>ÿÿ„ÀtáL‹D$¹ H�5o L‰Çó¦—À „Àt3¹ H�5Y¯ L‰Çó¦—À „Àu!è\ ÿÿH…ÀužH‰ïèÏ ÿÿë– D 1íëã @ ¹
|
|||
|
|
H�50¯ L‰Ç½ ó¦—À „ÀtÀ¹
|
|||
|
|
H�5 ¯ L‰Ç½ ó¦—À „Àt¡L‰ÇèJ ÿÿH�hë“ @ ATH�ǯ I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è
|
|||
|
|
ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ L‹e(M…ät'HcD$(H‹l$ H)ÅHƒýt6H�|$º ¾ è* ÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æè• ÿÿH‰ÅH…Àuªëá H�t$H�|$èÙÿÿ„ÀtË‹D$(L‹D$…ÀuI‹$H�í H‹@H9Ð…¨ ¹ H�5ê L‰Çó¦—À „Àt6¹ H�5Ô L‰Çó¦—À „Àu$è× ÿÿH…À…dÿÿÿH‰ïèF ÿÿéYÿÿÿ�1íëà @ ¹
|
|||
|
|
H�5¨ L‰Ç½ ó¦—À „Àt½¹
|
|||
|
|
H�5– L‰Ç½ ó¦—À „ÀtžL‰ÇèÂÿÿH�hë� @ L‰ÆL‰çÿÐH‰Åé|ÿÿÿ „ ATH�A I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èkÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè£ÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè ÿÿH‰ÅH…Àu¹ëØ è£ÿÿfH~Åè© ÿÿH…ÀuÁfHnÅèjÿÿHƒÄ8]A\Ãf�ATH�� I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è«ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèãÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèE ÿÿH‰ÅH…Àu¹ëØ è£ÿÿfH~Åèé ÿÿH…ÀuÁfHnÅèªÿÿHƒÄ8]A\Ãf�ATH�Ü I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èëÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè#ÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè…ÿÿH‰ÅH…Àu¹ëØ …Òt$H‹¯° è( ÿÿH…ÀuÀH‰ïèËÿÿHƒÄ8]A\à H‹H�& H‹€è H9ÐtÆÿÐH‰ÅëÆ ATH� I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèCÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè¥ÿÿH‰ÅH…Àu¹ëØ …Òt$H‹¯¸ èHÿÿH…ÀuÀH‰ïèëÿÿHƒÄ8]A\à H‹H�V H‹€ð H9ÐtÆÿÐH‰ÅëÆ ATH�2 I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è*ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èSÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æèµÿÿH‰ÅH…ÀuªëØ H�t$H�|$è¹ÿÿ„ÀtÂòD$H‰ïè—ÿÿèBÿÿH…ÀuªH‹¾³ Hƒ HƒÄH]A\Ãf. „ ATUH‰ýHƒìH‹Fö€« tèôþÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèDÿÿH‰ïI‰ÄH‰ÆèÆþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèˆÿÿ1ÀH…í”À÷ØëÚff. „ �ATH�À I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èªÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èÓÿÿHƒÄH1À]A\Ãf „ H‰ïL‰æè5ÿÿH‰ÅH…ÀuªëØ H�t$H�|$è9ÿÿ„ÀtÂòD$H‰ïèÿÿèÂÿÿH…ÀuªH‹>² Hƒ HƒÄH]A\Ãf. „ ATUH‰ýHƒìH‹Fö€« tèôþÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèÄÿÿH‰ïI‰ÄH‰ÆèÆþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèÿÿ1ÀH…í”À÷ØëÚff. „ �ATH�°à I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è*ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èSÿÿ1ÀHƒÄH]A\Ãf „ H‰ïL‰æèµÿÿH‰ÅH…ÀuªëØ L�d$H�t$L‰çèÿÿ„Àt¿H�t$L‰çèõÿÿ„Àt®H�t$ L‰çèäÿÿ„Àt�‹L$ ‹T$H‰ï‹t$è¼ÿÿèÿÿH…À…{ÿÿÿH‹�° Hƒ émÿÿÿff. „ ATUH‰ýHƒìH‹Fö€« tèÄþÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèÿÿH‰ïI‰ÄH‰Æè–þÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèXÿÿ1ÀH…í”À÷ØëÚff. „ �ATH��£ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è{ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè³ÿÿE1äHƒÄ8L‰à]A\à D H‰ïL‰æèÿÿH‰ÅH…Àu¹ëØ H‹H�þ H‹’� H9Â…® è™ÿÿH‰ÅH…ít9H‹E H�5|ý H‰ïÿP…Àt$è‡ÿÿH…Àt*H‰ïE1äè—ÿÿHƒÄ8L‰à]A\à @ ècÿÿ1íH…À…eÿÿÿH‰ïè ÿÿI‰ÄH…À„QÿÿÿH‰Çè¬ÿÿ…À„DÿÿÿL‰çèüÿÿ1öH‰ÇH‹ ÿPHº ¾ L‰çè�ÿÿéÿÿÿf. „ ÿÒH‰ÅéPÿÿÿf D ATH�9¢ I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è
|
|||
|
|
ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ H‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt6H�|$º ¾ è*ÿÿ1ÀHƒÄH]A\ÃH‰ïL‰æè•ÿÿH‰ÅH…Àuªëá H�t$H�|$èÙÿÿ„ÀtË‹D$(L‹D$…ÀuH‹E H�m
|
|||
|
|
H‹@H9Ð… ¹ H�5êû L‰Ç½ ó¦—À „Àt¹ H�5Ï¢ L‰Çó¦—À „Àu èÒÿÿH…À…_ÿÿÿHcýè1ÿÿéTÿÿÿ @ ¹
|
|||
|
|
H�5¨¢ L‰Çó¦—À „Àtǹ
|
|||
|
|
H�5›¢ L‰Çó¦—À „ÀtL‰ÇèLÿÿ‰Åë¡ „ H‰ïL‰ÆÿЉÅë� @ ATI‰ü1ÿUHƒì8è¿ÿÿH‰ÅH‰$H�Iû H‰ïH‰D$ètÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèªÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèÿÿI‰ÄH…Àu±ëÑ H‰ïè�ÿÿHƒÄ8L‰à]A\à D èK
|
|||
|
|
ÿÿfI~Äè‘ÿÿH…Àu¢fInÄèRÿÿI‰Äë–ff. „ f�ATI‰ü1ÿUHƒì8èÏ
|
|||
|
|
ÿÿH‰ÅH‰$H�Kú H‰ïH‰D$è„ÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèºÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèÿÿI‰ÄH…Àu±ëÑ H‰ïè ÿÿHƒÄ8L‰à]A\à D è›ÿÿfI~Äè¡ÿÿH…Àu¢fInÄèbÿÿI‰Äë–ff. „ f�ATI‰ü1ÿUHƒì8èß ÿÿH‰ÅH‰$H�vù H‰ïH‰D$è”
|
|||
|
|
ÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèÊÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îè%ÿÿI‰ÄH…Àu±ëÑ H‰ïè°
|
|||
|
|
ÿÿHƒÄ8L‰à]A\à D …Òt$L‹§° è°ÿÿH…Àu¡L‰çèS ÿÿI‰Äë—f D H‹H�® H‹€è H9ÐtÆÿÐI‰ÄëÆff. „ ATI‰ü1ÿUHƒì8èÏ ÿÿH‰ÅH‰$H�qø H‰ïH‰D$è„ ÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèº
|
|||
|
|
ÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèÿÿI‰ÄH…Àu±ëÑ H‰ïè ÿÿHƒÄ8L‰à]A\à D …Òt$L‹§¸ è ÿÿH…Àu¡L‰çèC ÿÿI‰Äë—f D H‹H�® H‹€ð H9ÐtÆÿÐI‰ÄëÆff. „ ATH�=‡× H�
|
|||
|
|
`ìÿÿH�/÷ H�5’Ú èÍ
|
|||
|
|
ÿÿH‰ÇI‰Äèr ÿÿöÄu+H�=ž èáÿÿL‰çH�5çØ I‰„$ è
|
|||
|
|
ÿÿL‰çèâ
|
|||
|
|
ÿÿL‰àA\Ãff. „ �ATH�
|
|||
|
|
÷ëÿÿI‰üH�Ãö UH�=× H�5 Ú HƒìèU
|
|||
|
|
ÿÿH‰ÇH‰Åèú ÿÿöÄtH…íu:HƒÄ]A\à „ H�=ƒ� èTÿÿH‰ïH�5ZØ H‰… è~ÿÿH‰ïèV
|
|||
|
|
ÿÿH‰êH�5Rö L‰çè4
|
|||
|
|
ÿÿ…Àt°Hƒm u©HƒÄH‰ï]A\é* ÿÿf. „ ATH�}ö I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è[
|
|||
|
|
ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè“ ÿÿ1ÀHƒÄ8]A\Ãf „ H‰ïL‰æèõ ÿÿH‰ÅH…Àu¹ëØ …Òu,H‹ÿ�° H‰Åè“
|
|||
|
|
ÿÿH…Àu»H‰ïH…íx èñ ÿÿë® € èsÿÿH‰ÅëÖf D è£ÿÿë��ATI‰ü1ÿUHƒì8è¿ÿÿH‰ÅH‰$H�‡õ H‰ïH‰D$èt ÿÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèª
|
|||
|
|
ÿÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îè ÿÿI‰ÄH…Àu±ëÑ H‰ïè� ÿÿHƒÄ8L‰à]A\à D …Òu,H‹ÿ�° I‰Äè‹ ÿÿH…ÀuœL‰çM…äx èé ÿÿI‰Äë� @ èkÿÿI‰ÄëÖf D è›
|
|||
|
|
ÿÿI‰Äélÿÿÿ ATH�–ô I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èkÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè£ ÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè ÿÿH‰ÅH…Àu¹ëØ …Òu,H‹ÿ�¨ è¦ ÿÿH…Àu¾H‹"¥ Hƒ HƒÄ8]A\Ãf D èÿÿëÖ�ATH�Ïó I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è›ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèÓÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æè5
|
|||
|
|
ÿÿH‰ÅH…Àu¹ëØ …Òu,H‹ÿ� èÖ
|
|||
|
|
ÿÿH…Àu¾H‹R¤ Hƒ HƒÄ8]A\Ãf D è ÿÿëÖ�ATH�ó I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èËÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèe ÿÿH‰ÅH…Àu¹ëØ …Òu,H‹ÿ�˜ è
|
|||
|
|
ÿÿH…Àu¾H‹‚£ Hƒ HƒÄ8]A\Ãf D èà ÿÿëÖ�H‹‡° à „ H‹‡¸ à „ é«ÿÿf. „ �I‰ð¹ H�5‡ñ L‰Çó¦—À „Àu ¸ à D ¹ H�5f˜ L‰Çó¦—À „ÀtÛ¹
|
|||
|
|
H�5^˜ L‰Çó¦—À „ÀtÁ¹
|
|||
|
|
H�5Q˜ L‰Çó¦—À „Àt§L‰Çéÿÿf�I‰ð¹ H�5ñ L‰Çó¦—À E1É„ÀuL‰Èà @ ¹ H�5æ— L‰ÇA¹ ó¦—À „Àtع
|
|||
|
|
H�5Ø— L‰ÇA¹ ó¦—À „Àt¸¹
|
|||
|
|
H�5Å— L‰ÇA¹ ó¦—À „Àt˜HƒìL‰ÇèìÿÿHƒÄL�HL‰ÈÃé[ÿÿff. „ UH�H’ H‰÷Hƒì@H‰t$H‰D$è¢ÿÿÇD$( H‰D$ HÇD$0 Hƒøt&H�|$º ¾ èòÿÿ1ÀHƒÄ@]Ãf. „ H�T$H�|$H�5ì‘ è
|
|||
|
|
ÿÿ€|$ H‰ÅtÎH…Àt+H‹ H�5Fú H‰ïÿP…ÀtèâÿÿH…Àu«H‰ïè…ÿÿë£ 1íèÉÿÿH…Àu’ëåf�ATI‰ôUH‰ýH‰÷HƒìHèëÿÿH‹UH‹’¨ Áê )Ѓø„² ƒø…‰ H�ðù L‰çL‰d$H‰D$è°ÿÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0…… H‹m(H…ítKHcT$(H‹D$ H)ÐHƒø„… H�|$º ¾ èÑÿÿHƒÄH1À]A\à € HcøH�5dù è±ÿÿ1ÀHƒÄH]A\à € HƒÄHL‰âH‰îH�=Ù ]A\é×ÿÿ € H‰ïL‰æèõÿÿH‰ÅH…À…dÿÿÿë¶ € L�d$H�t$L‰çè>ÿÿ„Àt™H�t$L‰çè-ÿÿ„ÀtˆH�t$ L‰çè ÿÿ„À„sÿÿÿ‹L$ ‹T$H‰ï‹t$èÿÿèKÿÿH…À…QÿÿÿH‹ÃŸ Hƒ éCÿÿÿf�SH�.� H‰÷Hƒì@H‰t$H‰D$èRÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ è™ÿÿ1ÀHƒÄ@[Ã�H�t$H�|$èa ÿÿ„ÀtäL‹D$¹ » H�5ü÷ L‰Çó¦—À „Àt¹ H�5w” L‰Çó¦—À „ÀuèzÿÿH…ÀuœHcûèÝÿÿë” ¹
|
|||
|
|
H�5X” L‰Çó¦—À „ÀtϹ
|
|||
|
|
H�5K” L‰Çó¦—À „ÀtµL‰Çèüÿþÿ‰Ãë© „ UH�0” H‰÷Hƒì@H‰t$H‰D$èBÿÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ è‰ÿÿ1ÀHƒÄ@]Ã�H�t$H�|$H‰ÅèNÿþÿ„ÀtáL‹D$¹ H�5îö L‰Çó¦—À „Àt3¹ H�5i“ L‰Çó¦—À „Àu!èlÿÿH…ÀužH‰ïèßÿÿë– D 1íëã @ ¹
|
|||
|
|
H�5@“ L‰Ç½ ó¦—À „ÀtÀ¹
|
|||
|
|
H�5.“ L‰Ç½ ó¦—À „Àt¡L‰ÇèZÿÿH�hë“ @ ATH�Ä I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è ÿÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèSÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèµÿÿH‰ÅH…Àu¹ëØ è#ÿÿè^ÿÿH…ÀuÆH‹Úœ Hƒ HƒÄ8]A\Ãf D ATH�õ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è[ÿþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè“ ÿÿHƒÄ81À]A\Ãf „ H‰ïL‰æèõÿÿH‰ÅH…Àu¹ëØ …Òt$H‹¯¸ è˜ÿÿH…ÀuÀH‰ïè;þþÿHƒÄ8]A\à H‹H�ö H‹€ H9ÐtÆÿÐH‰ÅëÆ ATH�Úô I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è{þþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè³ÿþÿHƒÄ81À]A\Ãf „ H‰ïL‰æèÿÿH‰ÅH…Àu¹ëØ …Òt$¶¯« è¸ÿÿH…ÀuÀ@¶ýèÿÿHƒÄ8]A\Ãf�H‹H� H‹€ H9ÐtÆÿЉÅëÇ @ ATH�œß I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è›ýþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèÓþþÿHƒÄ81À]A\Ãf „ H‰ïL‰æè5 ÿÿH‰ÅH…Àu¹ëØ …Òt$‹¯À èÙ ÿÿH…ÀuÁHcýè< ÿÿHƒÄ8]A\à @ H‹H�v H‹€( H9ÐtÆÿЉÅëÆ @ ATH�4ó I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è»üþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèóýþÿHƒÄ81À]A\Ãf „ H‰ïL‰æèUÿþÿH‰ÅH…Àu¹ëØ …Òt$¶¯© èøÿþÿH…ÀuÀ@¶ýèZÿþÿHƒÄ8]A\Ãf�H‹H�Æ H‹€ð H9ÐtÆÿЉÅëÇ @ ATH�iò I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èÛûþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèýþÿHƒÄ81À]A\Ãf „ H‰ïL‰æèuþþÿH‰ÅH…Àu¹ëØ …Òt$¶¯ª èÿþÿH…ÀuÀ@¶ýèzþþÿHƒÄ8]A\Ãf�H‹H�& H‹€ H9ÐtÆÿЉÅëÇ @ ATH�Eñ I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èúúþÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ è#üþÿ1ÀHƒÄH]A\Ãf „ H‰ïL‰æè…ýþÿH‰ÅH…ÀuªëØ L�d$H�t$L‰çèÖüþÿ„Àt¿H�t$ L‰çèÅüþÿ„Àt®‹T$ ‹t$H‰ïèAùþÿèüýþÿH…Àu”H‹x— Hƒ ë‰f. „ ATH�¡ð I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èúùþÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ è#ûþÿHƒÄH1À]A\Ãf „ H‰ïL‰æè…üþÿH‰ÅH…ÀuªëØ H�t$H�|$èýþÿ„Àt‹D$(¶t$…Àt@@8µª tH‹E @ˆµª H‰ïÿ�¨ èöüþÿH…ÀuŽH‹r– Hƒ HƒÄH]A\Ãf D H‹E H�
|
|||
|
|
Í H‹�ø H9Êu!@:µª t½@ˆµª H‰ïÿ�¨ ë«f D H‰ïÿÒëžf „ ATUH‰ýHƒìH‹Fö€« tè”þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àè´öþÿH‰ïI‰ÄH‰ÆèfþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèøøþÿ1ÀH…í”À÷ØëÚff. „ �ATH�¦Ú I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èøþÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èCùþÿHƒÄH1À]A\Ãf „ H‰ïL‰æè¥úþÿH‰ÅH…ÀuªëØ H�t$ H�|$èùùþÿ„Àt‹D$(‹t$ …Àt99µÀ tH‹E ‰µÀ H‰ïÿ�¨ èûþÿH…Àu‘H‹•” Hƒ HƒÄH]A\Ã�H‹E H�
|
|||
|
|
… H‹� H9Êu;µÀ tɵÀ H‰ïÿ�¨ ë²H‰ïÿÒë«f „ ATUH‰ýHƒìH‹Fö€« tè¤þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèäôþÿH‰ïI‰ÄH‰ÆèvþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çè(÷þÿ1ÀH…í”À÷ØëÚff. „ �ATH� í I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èJöþÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ ès÷þÿHƒÄH1À]A\Ãf „ H‰ïL‰æèÕøþÿH‰ÅH…ÀuªëØ H�t$H�|$èiùþÿ„Àt‹D$(¶t$…Àt@@8µ« tH‹E @ˆµ« H‰ïÿ�¨ èFùþÿH…ÀuŽH‹Â’ Hƒ HƒÄH]A\Ãf D H‹E H�
|
|||
|
|
] H‹� H9Êu!@:µ« t½@ˆµ« H‰ïÿ�¨ ë«f D H‰ïÿÒëžf „ ATUH‰ýHƒìH‹Fö€« tè”þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèóþÿH‰ïI‰ÄH‰ÆèfþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèHõþÿ1ÀH…í”À÷ØëÚff. „ �ATH�Cë I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èjôþÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ è“õþÿHƒÄH1À]A\Ãf „ H‰ïL‰æèõöþÿH‰ÅH…ÀuªëØ H�t$H�|$è‰÷þÿ„Àt‹D$(¶t$…Àt@@8µ© tH‹E @ˆµ© H‰ïÿ�¨ èf÷þÿH…ÀuŽH‹â� Hƒ HƒÄH]A\Ãf D H‹E H�
|
|||
|
|
ý
|
|||
|
|
H‹�è H9Êu!@:µ© t½@ˆµ© H‰ïÿ�¨ ë«f D H‰ïÿÒëžf „ ATUH‰ýHƒìH‹Fö€« tè”þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àè$ñþÿH‰ïI‰ÄH‰ÆèfþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèhóþÿ1ÀH…í”À÷ØëÚff. „ �ATH�ƒ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è‹òþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèÃóþÿE1äHƒÄ8L‰à]A\à D H‰ïL‰æè%õþÿH‰ÅH…Àu¹ëØ H‹H�ž
|
|||
|
|
H‹’� H9Â…® è‰ôþÿH‰ÅH…ít9H‹E H�5ûç H‰ïÿP…Àt$è—õþÿH…Àt*H‰ïE1äè§ôþÿHƒÄ8L‰à]A\à @ èsõþÿ1íH…À…eÿÿÿH‰ïèñþÿI‰ÄH…À„QÿÿÿH‰Çè¼ïþÿ…À„DÿÿÿL‰çè óþÿ1öH‰ÇH‹ ÿPHº ¾ L‰çèŸóþÿéÿÿÿf. „ ÿÒH‰ÅéPÿÿÿf D ATH�I‚ I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èñþÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ H‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt6H�|$º ¾ è:òþÿ1ÀHƒÄH]A\ÃH‰ïL‰æè¥óþÿH‰ÅH…Àuªëá H�t$H�|$èéîþÿ„ÀtË‹D$(L‹D$…ÀuH‹E H�
|
|||
|
|
H�5«‚ L‰Çó¦—À „ÀtL‰Çè\îþÿ‰Åë¡ „ H‰ïL‰ÆÿЉÅë� @ ATH�Gƒ I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èŠïþÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ L‹e(M…ät'HcD$(H‹l$ H)ÅHƒýt6H�|$º ¾ èªðþÿ1ÀHƒÄH]A\ÃH‰ïL‰æèòþÿH‰ÅH…Àuªëá H�t$H�|$èYíþÿ„ÀtË‹D$(L‹D$…ÀuI‹$H�ý
|
|||
|
|
H‹@H9Ð…¨ ¹ H�5Ùä L‰Çó¦—À „Àt6¹ H�5T� L‰Çó¦—À „Àu$èWòþÿH…À…dÿÿÿH‰ïèÆñþÿéYÿÿÿ�1íëà @ ¹
|
|||
|
|
H�5(� L‰Ç½ ó¦—À „Àt½¹
|
|||
|
|
H�5� L‰Ç½ ó¦—À „ÀtžL‰ÇèBïþÿH�hë� @ L‰ÆL‰çÿÐH‰Åé|ÿÿÿ „ AWH�5ä AVAUATI‰ôUH‰ýH‰÷SHƒìhH‰t$0H‰D$8èãíþÿH‰D$@H‹Eö€« €•À¶À‰D$H•À¶ÀH‰D$P… L�l$0¾ L‹}(L‰ïèòìþÿH�|$H�4 I‰ÄèñíþÿL‹t$M…ä¸ K�,¦HDèM…ÿ„¢ HcT$HH‹D$@H)ÐHƒø„œ º ¾ L‰ïèÊîþÿH‹|$E1äH…ÿtH�D$H9Çtè.ïþÿHƒÄhL‰à[]A\A]A^A_à @ H‰ïL‰æè
|
|||
|
|
ðþÿH‰ÅH…À…IÿÿÿH�|$0¾ E1äè?ìþÿH�|$H�4 H‰Åè>íþÿH‹|$I‰þH…ít�L‰÷E1äë‡f „ H�t$ L‰ïè#ïþÿ„À„aÿÿÿL‰âL‰öL‰ïè}êþÿ„À„KÿÿÿH…í•ÂM…ö•À‰Ó Ãus‹t$ L‰òL‰ÿèdìþÿ„ÛtJ�¥ H‰îL‰÷èMëþÿ…Àu)èðþÿH‹|$E1äH…À…ÿÿÿL‹%„‰ Iƒ$éðþÿÿf�èëïþÿH…ÀuÍL‰áL‰ò¾ L‰ïèSìþÿë¸�J�¥ L‰öH‰ïèÍìþÿéuÿÿÿH‰ÅéPñþÿATI‰ü1ÿUHƒì8èëþÿH‰ÅH‰$H�â H‰ïH‰D$èÄëþÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèúìþÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèUîþÿI‰ÄH…Àu±ëÑ H‰ïèàëþÿHƒÄ8L‰à]A\à D …Òt$L‹§¸ èàîþÿH…Àu¡L‰çèƒêþÿI‰Äë—f D H‹H�> H‹€ H9ÐtÆÿÐI‰ÄëÆff. „ ATI‰ü1ÿUHƒì8èÿéþÿH‰ÅH‰$H�3á H‰ïH‰D$è´êþÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèêëþÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèEíþÿI‰ÄH…Àu±ëÑ H‰ïèÐêþÿHƒÄ8L‰à]A\à D …Òt$D¶§ª èÏíþÿH…Àu A¶üè1íþÿI‰Äë• @ H‹H�Þ H‹€ H9ÐtÆÿÐA‰ÄëÇff. „ ATI‰ü1ÿUHƒì8èïèþÿH‰ÅH‰$H�à H‰ïH‰D$è¤éþÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèÚêþÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îè5ìþÿI‰ÄH…Àu±ëÑ H‰ïèÀéþÿHƒÄ8L‰à]A\à D …Òt$D¶§© è¿ìþÿH…Àu A¶üè!ìþÿI‰Äë• @ H‹H�Ž H‹€ð H9ÐtÆÿÐA‰ÄëÇff. „ ATI‰ü1ÿUHƒì8èßçþÿH‰ÅH‰$H�†Ê H‰ïH‰D$è”èþÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèÊéþÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îè%ëþÿI‰ÄH…Àu±ëÑ H‰ïè°èþÿHƒÄ8L‰à]A\à D …Òt$D‹§À è°ëþÿH…Àu¡IcüèëþÿI‰Äë—f D H‹H�N H‹€( H9ÐtÆÿÐA‰ÄëÆff. „ ATI‰ü1ÿUHƒì8èÏæþÿH‰ÅH‰$H�ÔÝ H‰ïH‰D$è„çþÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèºèþÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèêþÿI‰ÄH…Àu±ëÑ H‰ïè çþÿHƒÄ8L‰à]A\à D …Òt$D¶§« èŸêþÿH…Àu A¶üèêþÿI‰Äë• @ H‹H�î H‹€ H9ÐtÆÿÐA‰ÄëÇff. „ ATH�=ç· H�
|
|||
|
|
ÀáÿÿH�žÜ H�5²º èÍèþÿH‰ÇI‰ÄèrçþÿöÄu+H�=y èáéþÿL‰çH�5G¹ I‰„$ è
|
|||
|
|
ëþÿL‰çèâèþÿL‰àA\Ãff. „ �ATH�
|
|||
|
|
WáÿÿI‰üH�2Ü UH�=e· H�5>º HƒìèUèþÿH‰ÇH‰ÅèúæþÿöÄtH…íu:HƒÄ]A\à „ H�=ƒx èTéþÿH‰ïH�5º¸ H‰… è~êþÿH‰ïèVèþÿH‰êH�5ÁÛ L‰çè4åþÿ…Àt°Hƒm u©HƒÄH‰ï]A\é*æþÿf. „ @8·© tH‹@ˆ·© ÿ ¨ € Ãf. „ D ¶‡© à „ @8·ª tH‹@ˆ·ª ÿ ¨ € Ãf. „ D ¶‡ª à „ @8·« tH‹@ˆ·« ÿ ¨ € Ãf. „ D ¶‡« à „ H‹‡¸ à „ 9·À tH‹‰·À ÿ ¨ f „ Ãf. „ D ‹‡À Ãf „ éûæþÿf. „ �I‰ð¹ H�5fÚ L‰Çó¦—À „Àu ¸ à D ¹ H�5Öv L‰Çó¦—À „ÀtÛ¹
|
|||
|
|
H�5Îv L‰Çó¦—À „ÀtÁ¹
|
|||
|
|
H�5Áv L‰Çó¦—À „Àt§L‰Çérâþÿf�I‰ð¹ H�5æÙ L‰Çó¦—À E1É„ÀuL‰Èà @ ¹ H�5Vv L‰ÇA¹ ó¦—À „Àtع
|
|||
|
|
H�5Hv L‰ÇA¹ ó¦—À „Àt¸¹
|
|||
|
|
H�55v L‰ÇA¹ ó¦—À „Àt˜HƒìL‰Çè\äþÿHƒÄL�HL‰ÈÃéKçþÿff. „ UH�¸p H‰÷Hƒì@H‰t$H‰D$èãþÿÇD$( H‰D$ HÇD$0 Hƒøt&H�|$º ¾ èbäþÿ1ÀHƒÄ@]Ãf. „ H�T$H�|$H�5\p èzåþÿ€|$ H‰ÅtÎH…Àt+H‹ H�5bä H‰ïÿP…ÀtèRæþÿH…Àu«H‰ïèõáþÿë£ 1íè9æþÿH…Àu’ëåf�SH�.p H‰÷Hƒì@H‰t$H‰D$èRâþÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ è™ãþÿ1ÀHƒÄ@[Ã�H�t$H�|$èaàþÿ„ÀtäL‹D$¹ » H�5¨ã L‰Çó¦—À „Àt¹ H�5àã L‰Çó¦—À „ÀuèzåþÿH…ÀuœHcûèÝäþÿë” ¹ H�5S® L‰Çó¦—À „ÀtϹ H�5,t L‰Çó¦—À „Àtµ¹
|
|||
|
|
H�5$t L‰Çó¦—À „Àt›¹
|
|||
|
|
H�5t L‰Çó¦—À „Àt�L‰ÇèÈßþÿ‰Ãérÿÿÿ�ATH�ûâ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è áþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèCâþÿHƒÄ81À]A\Ãf „ H‰ïL‰æè¥ãþÿH‰ÅH…Àu¹ëØ …Òt$‹¯ èIäþÿH…ÀuÁHcýè¬ãþÿHƒÄ8]A\à @ H‹H�ö H‹€Ð H9ÐtÆÿЉÅëÆ @ UH� s H‰÷Hƒì@H‰t$H‰D$è2àþÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ èyáþÿ1ÀHƒÄ@]Ã�H�t$H�|$H‰Åè>Þþÿ„ÀtáL‹D$¹ H�5Šá L‰Çó¦—À „Àt3¹ H�5Âá L‰Çó¦—À „Àu!è\ãþÿH…ÀužH‰ïèÏâþÿë– D 1íëã @ ¹ H�5+¬ L‰Ç½ ó¦—À „ÀtÀ¹ H�5ÿq L‰Ç½ ó¦—À „Àt¡¹
|
|||
|
|
H�5òq L‰Ç½ ó¦—À „Àt‚¹
|
|||
|
|
H�5àq L‰Ç½ ó¦—À „À„_ÿÿÿL‰ÇèàþÿH�héNÿÿÿff. „ @ ATH�éo I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èºÞþÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ H‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt6H�|$º ¾ èÚßþÿ1ÀHƒÄH]A\ÃH‰ïL‰æèEáþÿH‰ÅH…Àuªëá H�t$H�|$è‰Üþÿ„ÀtË‹D$(L‹D$…ÀuH‹E H�½ H‹@H9Ð…Ø ¹ H�5µß L‰Ç½ ó¦—À „Àt¹ H�5èß L‰Çó¦—À „Àu è‚áþÿH…À…_ÿÿÿHcýèáàþÿéTÿÿÿ @ ¹ H�5Sª L‰Çó¦—À „Àtǹ H�5,p L‰Çó¦—À „Àt¹
|
|||
|
|
H�5$p L‰Çó¦—À „Àt“¹
|
|||
|
|
H�5p L‰Çó¦—À „À„uÿÿÿL‰ÇèÄÛþÿ‰Åéfÿÿÿ D H‰ïL‰ÆÿЉÅéRÿÿÿf „ ATH�äÞ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èëÜþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H‰ÐH9T$t4H‰ç1Ò1öè ÞþÿHƒÄ81À]A\Ãf D H‰ïL‰æè…ßþÿH‰ÅH…Àu¹ëÛ H‹…ÀtQH‹‚È H�
|
|||
|
|
Ã
|
|||
|
|
H9Èu^ƒ¿ tLJ ÿ’¨ è àþÿH…Àu›H‹|y Hƒ HƒÄ8]A\à „ H‹‚Ø H�
|
|||
|
|
‚ H9ÈtœÿÐëÄf „ ¾ ÿÐë² € ATH�ÌÝ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èËÛþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H‰ÐH9T$t4H‰ç1Ò1öè ÝþÿHƒÄ81À]A\Ãf D H‰ïL‰æèeÞþÿH‰ÅH…Àu¹ëÛ H‹…ÀtQH‹‚È H�
|
|||
|
|
£ H9Èu^‹‡ …ÀtLJ ÿ’¨ èßÞþÿH…ÀušH‹[x Hƒ HƒÄ8]A\à € H‹‚à H�
|
|||
|
|
¢
|
|||
|
|
H9ÈtœÿÐëÅf „ 1öÿÐë¶f. „ ATH�Ík I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è«ÚþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèãÛþÿE1äHƒÄ8L‰à]A\à D H‰ïL‰æèEÝþÿH‰ÅH…Àu¹ëØ H‹H�Î H‹’� H9Â…® è)ÞþÿH‰ÅH…ít9H‹E H�5ÇÛ H‰ïÿP…Àt$è·ÝþÿH…Àt*H‰ïE1äèÇÜþÿHƒÄ8L‰à]A\à @ è“Ýþÿ1íH…À…eÿÿÿH‰ïè0ÙþÿI‰ÄH…À„QÿÿÿH‰ÇèÜ×þÿ…À„DÿÿÿL‰çè,Ûþÿ1öH‰ÇH‹ ÿPHº ¾ L‰çè¿Ûþÿéÿÿÿf. „ ÿÒH‰ÅéPÿÿÿf D ATH�EÛ I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è:ÙþÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ ècÚþÿHƒÄH1À]A\Ãf „ H‰ïL‰æèÅÛþÿH‰ÅH…ÀuªëØ H�t$ H�|$èÛþÿ„Àt‹D$(‹t$ …Àt99µ tH‹E ‰µ H‰ïÿ�¨ è9ÜþÿH…Àu‘H‹µu Hƒ HƒÄH]A\Ã�H‹E H�
|
|||
|
|
µ H‹�È H9Êu;µ tɵ H‰ïÿ�¨ ë²H‰ïÿÒë«f „ ATUH‰ýHƒìH‹Fö€« tè¤þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèÖþÿH‰ïI‰ÄH‰ÆèvþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèHØþÿ1ÀH…í”À÷ØëÚff. „ �ATH�'k I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èj×þÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ L‹e(M…ät'HcD$(H‹l$ H)ÅHƒýt6H�|$º ¾ èŠØþÿ1ÀHƒÄH]A\ÃH‰ïL‰æèõÙþÿH‰ÅH…Àuªëá H�t$H�|$è9Õþÿ„ÀtË‹D$(L‹D$…À…ä I‹$H�© H‹@H9Ð…¼ ¹ H�5aØ L‰Çó¦—À „À„È ¹ H�5•Ø L‰Çó¦—À „À„¬ ¹ H�5£ L‰Ç½ ó¦—À „À„‰ ¹ H�5ëh L‰Ç½ ó¦—À „Àtj¹
|
|||
|
|
H�5Þh L‰Ç½ ó¦—À „ÀtK¹
|
|||
|
|
H�5Ìh L‰Ç½ ó¦—À „Àt,L‰ÇèøÖþÿH�hë f�¹ H�5•× L‰Çó¦—À „Àu&1íèÙþÿH…À…¬þÿÿH‰ïèîØþÿé¡þÿÿf „ ¹ H�5§× L‰Çó¦—À „Àt¹ H�51¢ L‰Ç½ ó¦—À „Àt£¹ H�5h L‰Ç½ ó¦—À „Àt„¹
|
|||
|
|
H�5øg L‰Ç½ ó¦—À „À„aÿÿÿ¹
|
|||
|
|
H�5âg L‰Çó¦—À 1í„Àt L‰ÇèÖþÿH�hHƒÅé0ÿÿÿ @ L‰ÆL‰çÿÐH‰Åé ÿÿÿATI‰ü1ÿUHƒì8èÿÓþÿH‰ÅH‰$H�•Ö H‰ïH‰D$è´ÔþÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèêÕþÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèE×þÿI‰ÄH…Àu±ëÑ H‰ïèÐÔþÿHƒÄ8L‰à]A\à D …Òt$D‹§ èÐ×þÿH…Àu¡Icüè3×þÿI‰Äë—f D H‹H�~ H‹€Ð H9ÐtÆÿÐA‰ÄëÆff. „ ATH�=·ª H�
|
|||
|
|
€ðÿÿH�zÕ H�5⬠èýÕþÿH‰ÇI‰Äè¢ÔþÿöÄu+H�=©Õ è×þÿL‰çH�5¬ I‰„$ è:ØþÿL‰çèÖþÿL‰àA\Ãff. „ �ATH�
|
|||
|
|
ðÿÿI‰üH�Õ UH�=5ª H�5n¬ Hƒìè…ÕþÿH‰ÇH‰Åè*ÔþÿöÄtH…íu:HƒÄ]A\à „ H�= Õ è„ÖþÿH‰ïH�5Š« H‰… è®×þÿH‰ïè†ÕþÿH‰êH�5�Ô L‰çèdÒþÿ…Àt°Hƒm u©HƒÄH‰ï]A\éZÓþÿf. „ ATH�žÔ I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èŠÒþÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ è³ÓþÿHƒÄH1À]A\Ãf „ H‰ïL‰æèÕþÿH‰ÅH…ÀuªëØ H�t$ H�|$èiÔþÿ„Àt‹D$(‹t$ …Àu1H‹E H‰ïÿ�À è—ÕþÿH…ÀuŸH‹o Hƒ HƒÄH]A\à € H‰ïè�ÑþÿëÒf. „ @ 9· tH‹‰· ÿ ¨ f „ Ãf. „ D ‹‡ Ãf „ ékÕþÿf. „ �I‰ð¹ H�5Ó L‰Çó¦—À „Àu ¸ à D ¹ H�5/Ó L‰Çó¦—À „ÀtÛ¹ H�5¹� L‰Çó¦—À „ÀtÁ¹ H�5’c L‰Çó¦—À „Àt§¹
|
|||
|
|
H�5Šc L‰Çó¦—À „Àt�¹
|
|||
|
|
H�5}c L‰Çó¦—À „À„oÿÿÿL‰Çé*Ïþÿf. „ H‹H�
|
|||
|
|
æþÿÿH‹�È H9Êu"ƒ¿ tLJ ÿ ¨ �à € ¾ ÿâ�H‹H�
|
|||
|
|
¦þÿÿH‹�È H9Êu"‹— …ÒtLJ ÿ ¨ à € 1öÿâ @ I‰ð¹ H�5ÂÑ L‰Çó¦—À E1É„ÀuL‰Èà @ ¹ H�5ïÑ L‰ÇA¹ ó¦—À „Àtع H�5sœ L‰ÇA¹ ó¦—À „Àt¸¹ H�5Fb L‰ÇA¹ ó¦—À „Àt˜¹
|
|||
|
|
H�58b L‰ÇA¹ ó¦—À „À„tÿÿÿ¹
|
|||
|
|
H�5!b L‰ÇA¹ ó¦—À „À„PÿÿÿHƒìL‰ÇèDÐþÿHƒÄL�HL‰Èà „ UH�¨\ H‰÷Hƒì@H‰t$H‰D$èÏþÿÇD$( H‰D$ HÇD$0 Hƒøt&H�|$º ¾ èRÐþÿ1ÀHƒÄ@]Ãf. „ H�T$H�|$H�5L\ èjÑþÿ€|$ H‰ÅtÎH…Àt+H‹ H�5-Ö H‰ïÿP…ÀtèBÒþÿH…Àu«H‰ïèåÍþÿë£ 1íè)ÒþÿH…Àu’ëåf�é{Ïþÿff. „ SH�\ H‰÷Hƒì@H‰t$H‰D$è2ÎþÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ èyÏþÿ1ÀHƒÄ@[Ã�H�t$H�|$èAÌþÿ„ÀtäL‹D$¹ » H�5cÕ L‰Çó¦—À „Àt¹ H�5W` L‰Çó¦—À „ÀuèZÑþÿH…ÀuœHcûè½Ðþÿë” ¹
|
|||
|
|
H�58` L‰Çó¦—À „ÀtϹ
|
|||
|
|
H�5+` L‰Çó¦—À „ÀtµL‰ÇèÜËþÿ‰Ãë© „ UH�` H‰÷Hƒì@H‰t$H‰D$è"ÍþÿÇD$( H‰D$ HÇD$0 HÇD$ Hƒøt H�|$º ¾ èiÎþÿ1ÀHƒÄ@]Ã�H�t$H�|$H‰Åè.Ëþÿ„ÀtáL‹D$¹ H�5UÔ L‰Çó¦—À „Àt3¹ H�5I_ L‰Çó¦—À „Àu!èLÐþÿH…ÀužH‰ïè¿Ïþÿë– D 1íëã @ ¹
|
|||
|
|
H�5 _ L‰Ç½ ó¦—À „ÀtÀ¹
|
|||
|
|
H�5_ L‰Ç½ ó¦—À „Àt¡L‰Çè:ÍþÿH�hë“ @ ATH�ÑÓ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èûËþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè3ÍþÿHƒÄ81À]A\Ãf „ H‰ïL‰æè•ÎþÿH‰ÅH…Àu¹ëØ èsÉþÿH‰Åè;ÏþÿH…ÀuÃH‰ïèÞÊþÿHƒÄ8]A\Ãf D ATH�ßÕ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è;ËþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèsÌþÿHƒÄ81À]A\Ãf „ H‰ïL‰æèÕÍþÿH‰ÅH…Àu¹ëØ H‹-‰ï …Òt èxÎþÿH…ÀuÀfHnÅè9ËþÿHƒÄ8]A\Ã�H‹H�VM H‹-Wï H‹€ø H9ÐtÆÿÐfH~Åë½f. „ ATH�Õ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èKÊþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèƒËþÿHƒÄ81À]A\Ãf „ H‰ïL‰æèåÌþÿH‰ÅH…Àu¹ëØ H‹-‘î …Òt èˆÍþÿH…ÀuÀfHnÅèIÊþÿHƒÄ8]A\Ã�H‹H�vL H‹-_î H‹€ H9ÐtÆÿÐfH~Åë½f. „ ATH�<Ñ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è[ÉþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè“ÊþÿHƒÄ81À]A\Ãf „ H‰ïL‰æèõËþÿH‰ÅH…Àu¹ëØ …Òt,H�¯ è˜ÌþÿH…ÀuÀH‰ï¾ èöÍþÿHƒÄ8]A\Ãf D H‹H�¾I H‹€X H9Ðt¾ÿÐH‰Åë¾ff. „ ATH�[Ð I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èkÈþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè£ÉþÿHƒÄ81À]A\Ãf „ H‰ïL‰æèËþÿH‰ÅH…Àu¹ëØ …Òt,H�¯Ø è¨ËþÿH…ÀuÀH‰ï¾ èvÇþÿHƒÄ8]A\Ãf D H‹H� J H‹€Ø H9Ðt¾ÿÐH‰Åë¾ff. „ ATH��Ï I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è{ÇþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè³ÈþÿHƒÄ81À]A\Ãf „ H‰ïL‰æèÊþÿH‰ÅH…Àu¹ëØ …Òt,H�¯ è¸ÊþÿH…ÀuÀH‰ï¾ èÌþÿHƒÄ8]A\Ãf D H‹H�~H H‹€˜ H9Ðt¾ÿÐH‰Åë¾ff. „ ATH� Î I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è‹ÆþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèÃÇþÿHƒÄ81À]A\Ãf „ H‰ïL‰æè%ÉþÿH‰ÅH…Àu¹ëØ …Òt,H�¯ èÈÉþÿH…ÀuÀH‰ï¾ è&ËþÿHƒÄ8]A\Ãf D H‹H�>G H‹€x H9Ðt¾ÿÐH‰Åë¾ff. „ ATH�JT I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è›ÅþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèÓÆþÿHƒÄ81À]A\Ãf „ H‰ïL‰æè5ÈþÿH‰ÅH…Àu¹ëØ …Òt$‹¯ èÙÈþÿH…ÀuÁHcýè<ÈþÿHƒÄ8]A\à @ H‹H�æF H‹€À H9ÐtÆÿЉÅëÆ @ ATH�ßÌ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è»ÄþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèóÅþÿHƒÄ81À]A\Ãf „ H‰ïL‰æèUÇþÿH‰ÅH…Àu¹ëØ …Òt$‹¯Ô èùÇþÿH…ÀuÁHcýè\ÇþÿHƒÄ8]A\à @ H‹H�¦D H‹€ H9ÐtÆÿЉÅëÆ @ ATH�
|
|||
|
|
Ì I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èÛÃþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèÅþÿHƒÄ81À]A\Ãf „ H‰ïL‰æèuÆþÿH‰ÅH…Àu¹ëØ …Òt$‹¯Ð èÇþÿH…ÀuÁHcýè|ÆþÿHƒÄ8]A\à @ H‹H�vC H‹€ø H9ÐtÆÿЉÅëÆ @ ATH�:Ë I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èûÂþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè3ÄþÿHƒÄ81À]A\Ãf „ H‰ïL‰æè•ÅþÿH‰ÅH…Àu¹ëØ …Òt$‹¯ è9ÆþÿH…ÀuÁHcýèœÅþÿHƒÄ8]A\à @ H‹H�FE H‹€ H9ÐtÆÿЉÅëÆ @ ATH�nÊ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èÂþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèSÃþÿHƒÄ81À]A\Ãf „ H‰ïL‰æèµÄþÿH‰ÅH…Àu¹ëØ …Òt$H‹¯° èXÅþÿH…ÀuÀfHnÅèÂþÿHƒÄ8]A\Ã�H‹H�&B H‹€@ H9ÐtÆÿÐfH~ÅëÄ�ATH� É I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è;ÁþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèsÂþÿHƒÄ81À]A\Ãf „ H‰ïL‰æèÕÃþÿH‰ÅH…Àu¹ëØ …Òt$H‹¯ø èxÄþÿH…ÀuÀH‰ïèÀþÿHƒÄ8]A\à H‹H�–@ H‹€è H9ÐtÆÿÐH‰ÅëÆ ATH�ÎÈ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è[ÀþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè“ÁþÿHƒÄ81À]A\Ãf „ H‰ïL‰æèõÂþÿH‰ÅH…Àu¹ëØ …Òt$H‹¯À è˜ÃþÿH…ÀuÀfHnÅèYÀþÿHƒÄ8]A\Ã�H‹H�@ H‹€ H9ÐtÆÿÐfH~ÅëÄ�ATH�ùÇ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è{¿þÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öè³ÀþÿHƒÄ81À]A\Ãf „ H‰ïL‰æèÂþÿH‰ÅH…Àu¹ëØ …Òt$H‹¯È è¸ÂþÿH…ÀuÀfHnÅèy¿þÿHƒÄ8]A\Ã�H‹H�v? H‹€8 H9ÐtÆÿÐfH~ÅëÄ�ATH�%Ç I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$蛾þÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèÓ¿þÿHƒÄ81À]A\Ãf „ H‰ïL‰æè5ÁþÿH‰ÅH…Àu¹ëØ …Òt$H‹¯¸ èØÁþÿH…ÀuÀfHnÅ虾þÿHƒÄ8]A\Ã�H‹H�¶> H‹€H H9ÐtÆÿÐfH~ÅëÄ�ATH�WÆ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$軽þÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1öèó¾þÿHƒÄ81À]A\Ãf „ H‰ïL‰æèUÀþÿH‰ÅH…Àu¹ëØ …Òt$H‹¯ð èøÀþÿH…ÀuÀfHnÅè¹½þÿHƒÄ8]A\Ã�H‹H�ö? H‹€ H9ÐtÆÿÐfH~ÅëÄ�ATH��Å I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èÚ¼þÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ è¾þÿHƒÄH1À]A\Ãf „ H‰ïL‰æèe¿þÿH‰ÅH…ÀuªëØ H�t$H�|
|
|||
|
|
©þÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèeªþÿI‰ÄH…Àu±ëÑ H‰ïèð§þÿHƒÄ8L‰à]A\à D …Òt$L‹§° èðªþÿH…Àu¡fInÄ豧þÿI‰Äë• @ H‹H�¾' H‹€@ H9ÐtÆÿÐfI~ÄëÄf „ ATI‰ü1ÿUHƒì8è¦þÿH‰ÅH‰$H�ç® H‰ïH‰D$èĦþÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1öèú§þÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îèU©þÿI‰ÄH…Àu±ëÑ H‰ïèà¦þÿHƒÄ8L‰à]A\à D …Òt$D‹§Ð èà©þÿH…Àu¡IcüèC©þÿI‰Äë—f D H‹H�>& H‹€ø H9ÐtÆÿÐA‰ÄëÆff. „ ATH�Ñ® I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$躥þÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èã¦þÿHƒÄH1À]A\Ãf „ H‰ïL‰æèE¨þÿH‰ÅH…ÀuªëØ H�t$ H�|$虧þÿ„Àt‹D$(‹t$ …Àt99µÐ tH‹E ‰µÐ H‰ïÿ�¨ 蹨þÿH…Àu‘H‹5B Hƒ HƒÄH]A\Ã�H‹E H�
|
|||
|
|
å$ H‹�ð H9Êu;µÐ tɵРH‰ïÿ�¨ ë²H‰ïÿÒë«f „ ATUH‰ýHƒìH‹Fö€« tè¤þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àè„¢þÿH‰ïI‰ÄH‰ÆèvþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèȤþÿ1ÀH…í”À÷ØëÚff. „ �ATH�·4 I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èê£þÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ è¥þÿHƒÄH1À]A\Ãf „ H‰ïL‰æèu¦þÿH‰ÅH…ÀuªëØ H�t$ H�|$èÉ¥þÿ„Àt‹D$(‹t$ …Àt99µ tH‹E ‰µ H‰ïÿ�¨ èé¦þÿH…Àu‘H‹e@ Hƒ HƒÄH]A\Ã�H‹E H�
|
|||
|
|
Å$ H‹�¸ H9Êu;µ tɵ H‰ïÿ�¨ ë²H‰ïÿÒë«f „ ATUH‰ýHƒìH‹Fö€« tè¤þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àè´ þÿH‰ïI‰ÄH‰ÆèvþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèø¢þÿ1ÀH…í”À÷ØëÚff. „ �ATH�>« I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è¢þÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èC£þÿHƒÄH1À]A\Ãf „ H‰ïL‰æ襤þÿH‰ÅH…ÀuªëØ H�t$ H�|$èù£þÿ„Àt‹D$(‹t$ …Àt99µÔ tH‹E ‰µÔ H‰ïÿ�¨ è¥þÿH…Àu‘H‹•> Hƒ HƒÄH]A\Ã�H‹E H�
|
|||
|
|
•! H‹� H9Êu;µÔ tÉµÔ H‰ïÿ�¨ ë²H‰ïÿÒë«f „ ATUH‰ýHƒìH‹Fö€« tè¤þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèäžþÿH‰ïI‰ÄH‰ÆèvþÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çè(¡þÿ1ÀH…í”À÷ØëÚff. „ �ATH�|© I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èK þÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H‰ÐH9T$t4H‰ç1Ò1ö耡þÿHƒÄ81À]A\Ãf D H‰ïL‰æèå¢þÿH‰ÅH…Àu¹ëÛ H‹…ÀtQH‹‚ H�
|
|||
|
|
# H9Èu^ƒ¿Ô tÇ‡Ô ÿ’¨ è`£þÿH…Àu›H‹Ü< Hƒ HƒÄ8]A\à „ H‹‚( H�
|
|||
|
|
b$ H9ÈtœÿÐëÄf „ ¾ ÿÐë² € ATH�i¨ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è+ŸþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H‰ÐH9T$t4H‰ç1Ò1öè` þÿHƒÄ81À]A\Ãf D H‰ïL‰æèÅ¡þÿH‰ÅH…Àu¹ëÛ H‹…ÀtQH‹‚ð H�
|
|||
|
|
³ H9Èu^ƒ¿Ð tLJРÿ’¨ è@¢þÿH…Àu›H‹¼; Hƒ HƒÄ8]A\à „ H‹‚ H�
|
|||
|
|
Â" H9ÈtœÿÐëÄf „ ¾ ÿÐë² € ATH�U§ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è žþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H‰ÐH9T$t4H‰ç1Ò1öè@ŸþÿHƒÄ81À]A\Ãf D H‰ïL‰æè¥ þÿH‰ÅH…Àu¹ëÛ H‹…ÀtQH‹‚ð H�
|
|||
|
|
“ H9Èu^‹‡Ð …ÀtLJРÿ’¨ è ¡þÿH…ÀušH‹›: Hƒ HƒÄ8]A\à € H‹‚ H�
|
|||
|
|
â! H9ÈtœÿÐëÅf „ 1öÿÐë¶f. „ ATH�B¦ I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èëœþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H‰ÐH9T$t4H‰ç1Ò1öè žþÿHƒÄ81À]A\Ãf D H‰ïL‰æè…ŸþÿH‰ÅH…Àu¹ëÛ H‹…ÀtQH‹‚ H�
|
|||
|
|
à H9Èu^‹‡Ô …ÀtÇ‡Ô ÿ’¨ èÿŸþÿH…ÀušH‹{9 Hƒ HƒÄ8]A\à € H‹‚0 H�
|
|||
|
|
B H9ÈtœÿÐëÅf „ 1öÿÐë¶f. „ ATH�0¥ I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èÊ›þÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ èóœþÿHƒÄH1À]A\Ãf „ H‰ïL‰æèUžþÿH‰ÅH…ÀuªëØ H�t$H�|$èY›þÿ„Àt‹D$(òD$…ÀtofïÒò�ð f/ЇÁ òÉ¿ ò]Ðf(Âf.Èzf/ÈtH‹E ò…ð H‰ïÿ�¨ 蛞þÿH…À…_ÿÿÿH‹8 Hƒ HƒÄH]A\à € H‹E H�
|
|||
|
|
H‹�ð H9ÊuafïÒò�ð f/Ðw/òG¿ ò]Ðf(Âf.Èzf/Èt“ò…ð H‰ïÿ�¨ ë€f(ÂëÛf. „ f(ÂéFÿÿÿ € H‰ïÿÒéVÿÿÿf D ATUH‰ýHƒìH‹Fö€« tè$þÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àè˜þÿH‰ïI‰ÄH‰ÆèöýÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèXšþÿ1ÀH…í”À÷ØëÚff. „ �ATH��* I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$è{™þÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1ö賚þÿE1äHƒÄ8L‰à]A\à D H‰ïL‰æèœþÿH‰ÅH…Àu¹ëØ H‹H�þ H‹’� H9Â…® è šþÿH‰ÅH…ít9H‹E H�5r H‰ïÿP…Àt$臜þÿH…Àt*H‰ïE1äè—›þÿHƒÄ8L‰à]A\à @ ècœþÿ1íH…À…eÿÿÿH‰ïè ˜þÿI‰ÄH…À„QÿÿÿH‰Ç謖þÿ…À„DÿÿÿL‰çèü™þÿ1öH‰ÇH‹ ÿPHº ¾ L‰çè�šþÿéÿÿÿf. „ ÿÒH‰ÅéPÿÿÿf D ATH�9) I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$è
|
|||
|
|
˜þÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ H‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt6H�|$º ¾ è*™þÿ1ÀHƒÄH]A\ÃH‰ïL‰æè•šþÿH‰ÅH…Àuªëá H�t$H�|$èÙ•þÿ„ÀtË‹D$(L‹D$…ÀuH‹E H�m H‹@H9Ð… ¹ H�5àž L‰Ç½ ó¦—À „Àt¹ H�5Ï) L‰Çó¦—À „Àu èÒšþÿH…À…_ÿÿÿHcýè1šþÿéTÿÿÿ @ ¹
|
|||
|
|
H�5¨) L‰Çó¦—À „Àtǹ
|
|||
|
|
H�5›) L‰Çó¦—À „ÀtL‰ÇèL•þÿ‰Åë¡ „ H‰ïL‰ÆÿЉÅë� @ ATH�7* I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èz–þÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCHÇD$ L‹e(M…ät'HcD$(H‹l$ H)ÅHƒýt6H�|$º ¾ èš—þÿ1ÀHƒÄH]A\ÃH‰ïL‰æè™þÿH‰ÅH…Àuªëá H�t$H�|$èI”þÿ„ÀtË‹D$(L‹D$…ÀuI‹$H�] H‹@H9Ð…¨ ¹ H�5P� L‰Çó¦—À „Àt6¹ H�5D( L‰Çó¦—À „Àu$èG™þÿH…À…dÿÿÿH‰ï趘þÿéYÿÿÿ�1íëà @ ¹
|
|||
|
|
H�5( L‰Ç½ ó¦—À „Àt½¹
|
|||
|
|
H�5( L‰Ç½ ó¦—À „ÀtžL‰Çè2–þÿH�hë� @ L‰ÆL‰çÿÐH‰Åé|ÿÿÿ „ ATI‰ôUH‰ýH‰÷HƒìHèë”þÿH‹UH‹’¨ Áê )Ѓø„² ƒø…‰ H�#ž L‰çL‰d$H‰D$è°”þÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0…å H‹m(H…ítKHcT$(H‹D$ H)ÐHƒø„e H�|$º ¾ èÑ•þÿHƒÄH1À]A\à € HcøH�5—� è±’þÿ1ÀHƒÄH]A\à € H�z� L‰çL‰d$H‰D$è”þÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0…Œ H‹m(H…ít¢HcT$(H‹D$ H)ÐHƒøt@H�|$º ¾ è,•þÿHƒÄH1À]A\Ãf�H‰ïL‰æè•–þÿH‰ÅH…À…ÿÿÿéSÿÿÿ @ H�t$H�|$º èL‘þÿ„À„3ÿÿÿH‹E D‹D$(H�=Ä ‹T$ ‹t$H‹ˆ� E…À… H9ù…c ;µ „n fnÆfnÊH‰ïfbÁfÖ… ÿ�¨ é• D L�d$H�t$L‰çè^•þÿ„À„µþÿÿH�t$L‰çèI•þÿ„À„ þÿÿD‹L$(‹T$‹t$E…É…» H‹E H�= H‹ˆ� H9ù…Ð 9µ „ù fnÆfnâH‰ïfbÄfÖ… ÿ�¨ € è+–þÿH…À…1þÿÿH‹£/ Hƒ é#þÿÿf�H‰ïL‰æèE•þÿH‰ÅH…À…]þÿÿéþÿÿ @ H9ùu[;µ t]fnÆfnÒH‰ïfbÂfÖ… ÿ�¨ ë” @ 9µ tPfnÆfnÚH‹E H‰ïfbÃfÖ… ÿ�¨ ébÿÿÿf�H‰ïÿÑéVÿÿÿ;• u›éIÿÿÿ;• …†þÿÿé8ÿÿÿ9• u¨é+ÿÿÿ9• …ûþÿÿéÿÿÿf. „ ATUH‰ýHƒìH‹Fö€« tèdüÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àèd�þÿH‰ïI‰ÄH‰Æè6üÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰ç訑þÿ1ÀH…í”À÷ØëÚff. „ �ATI‰ôUH‰ýH‰÷HƒìHèÛ�þÿH‹UH‹’¨ Áê )Ѓø„² ƒø…‰ H�"š L‰çL‰d$H‰D$è �þÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0…å H‹m(H…ítKHcT$(H‹D$ H)ÐHƒø„e H�|$º ¾ èÁ‘þÿHƒÄH1À]A\à € HcøH�5–™ è¡Žþÿ1ÀHƒÄH]A\à € H�y™ L‰çL‰d$H‰D$è÷�þÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0…Œ H‹m(H…ít¢HcT$(H‹D$ H)ÐHƒøt@H�|$º ¾ è ‘þÿHƒÄH1À]A\Ãf�H‰ïL‰æè…’þÿH‰ÅH…À…ÿÿÿéSÿÿÿ @ H�t$H�|$º è<�þÿ„À„3ÿÿÿH‹E D‹D$(H�= ‹T$ ‹t$H‹ˆP E…À… H9ù…c ;µ „n fnÆfnÊH‰ïfbÁfÖ… ÿ�¨ é• D L�d$H�t$L‰çèN‘þÿ„À„µþÿÿH�t$L‰çè9‘þÿ„À„ þÿÿD‹L$(‹T$‹t$E…É…» H‹E H�=p H‹ˆP H9ù…Ð 9µ „ù fnÆfnâH‰ïfbÄfÖ… ÿ�¨ € è’þÿH…À…1þÿÿH‹“+ Hƒ é#þÿÿf�H‰ïL‰æè5‘þÿH‰ÅH…À…]þÿÿéþÿÿ @ H9ùu[;µ t]fnÆfnÒH‰ïfbÂfÖ… ÿ�¨ ë” @ 9µ tPfnÆfnÚH‹E H‰ïfbÃfÖ… ÿ�¨ ébÿÿÿf�H‰ïÿÑéVÿÿÿ;• u›éIÿÿÿ;• …†þÿÿé8ÿÿÿ9• u¨é+ÿÿÿ9• …ûþÿÿéÿÿÿf. „ ATUH‰ýHƒìH‹Fö€« tèdüÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèT‹þÿH‰ïI‰ÄH‰Æè6üÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çè˜�þÿ1ÀH…í”À÷ØëÚff. „ �ATI‰ôUH‰ýH‰÷HƒìHèËŒþÿH‹UH‹’¨ Áê )Ѓø„² ƒø…‰ H�!– L‰çL‰d$H‰D$è�ŒþÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0…å H‹m(H…ítKHcT$(H‹D$ H)ÐHƒø„e H�|$º ¾ è±�þÿHƒÄH1À]A\à € HcøH�5•• è‘Šþÿ1ÀHƒÄH]A\à € H�x• L‰çL‰d$H‰D$èç‹þÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0…Œ H‹m(H…ít¢HcT$(H‹D$ H)ÐHƒøt@H�|$º ¾ è �þÿHƒÄH1À]A\Ãf�H‰ïL‰æèuŽþÿH‰ÅH…À…ÿÿÿéSÿÿÿ @ H�t$H�|$º è,‰þÿ„À„3ÿÿÿH‹E D‹D$(H�=T ‹T$ ‹t$H‹ˆp E…À… H9ù…c ;µ „n fnÆfnÊH‰ïfbÁfÖ… ÿ�¨ é• D L�d$H�t$L‰çè>�þÿ„À„µþÿÿH�t$L‰çè)�þÿ„À„ þÿÿD‹L$(‹T$‹t$E…É…» H‹E H�=° H‹ˆp H9ù…Ð 9µ „ù fnÆfnâH‰ïfbÄfÖ… ÿ�¨ € è ŽþÿH…À…1þÿÿH‹ƒ' Hƒ é#þÿÿf�H‰ïL‰æè%�þÿH‰ÅH…À…]þÿÿéþÿÿ @ H9ùu[;µ t]fnÆfnÒH‰ïfbÂfÖ… ÿ�¨ ë” @ 9µ tPfnÆfnÚH‹E H‰ïfbÃfÖ… ÿ�¨ ébÿÿÿf�H‰ïÿÑéVÿÿÿ;• u›éIÿÿÿ;• …†þÿÿé8ÿÿÿ9• u¨é+ÿÿÿ9• …ûþÿÿéÿÿÿf. „ ATUH‰ýHƒìH‹Fö€« tèdüÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1ÀèD‡þÿH‰ïI‰ÄH‰Æè6üÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰ç舉þÿ1ÀH…í”À÷ØëÚff. „ �ATI‰ôUH‰ýH‰÷Hƒìh軈þÿH‹UH‹’¨ Áê )Ѓø„² ƒø…‰ H� ’ L‰çL‰d$0H‰D$8耈þÿH‰D$@H‹Eö€« €•À¶À‰D$H•À¶ÀH‰D$P…å H‹m(H…ítKHcT$HH‹D$@H)ÐHƒø„½ H�|$0º ¾ 衉þÿHƒÄh1À]A\à € HcøH�5”‘ è�†þÿ1ÀHƒÄh]A\à € H�w‘ L‰çL‰d$0H‰D$8èׇþÿH‰D$@H‹Eö€« €•À¶À‰D$H•À¶ÀH‰D$P…¼ H‹m(H…ít¢HcT$HH‹D$@H)ÐHƒøt@H�|$0º ¾ èüˆþÿHƒÄh1À]A\Ãf�H‰ïL‰æèeŠþÿH‰ÅH…À…ÿÿÿéSÿÿÿ @ L�d$H�|$0º L‰æèÙ‹þÿ„À„0ÿÿÿ‹T$HH‹E …Ò„Q H‹�È H�
|
|||
|
|
òT$ òL$òD$H9Ê…ø f.…Ø z6f/…Ø u,f.�à z"f/�à uf.•è zf/•è t @ fÁò•è H‰ï…Ø ÿ�¨ èWŠþÿH…À…�þÿÿH‹Ï# Hƒ éþÿÿf D L�d$0H‰æL‰ç舆þÿ„À„_þÿÿH�t$L‰çès†þÿ„À„JþÿÿH�t$L‰çè^†þÿ„À„5þÿÿ‹L$HòT$òL$ò$…ÉuuH‹E H�
|
|||
|
|
H‹�È H9Ê„
|
|||
|
|
ÿÿÿf�H‰ïÿÒéZÿÿÿf D H‰ïL‰æèåˆþÿH‰ÅH…À…-þÿÿéÓýÿÿ @ H‹�Ð H�
|
|||
|
|
ò
|
|||
|
|
H9Ê„˜þÿÿL‰æH‰ïÿÒéÿÿÿ @ f.…Ø z6f/…Ø u,f.�à z"f/�à uf.•è zf/•è „ÌþÿÿH‹E fÁò•è H‰ï…Ø ÿ�¨ é§þÿÿ ATUH‰ýHƒìH‹Fö€« tèTüÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àè$ƒþÿH‰ïI‰ÄH‰Æè&üÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰çèh…þÿ1ÀH…í”À÷ØëÚff. „ �ATH�=W_ H�
|
|||
|
|
@¶ÿÿH�5Œ H�5d è݆þÿH‰ÇI‰Äè‚…þÿöÄu+H�= èñ‡þÿL‰çH�5·` I‰„$ è‰þÿL‰çèò†þÿL‰àA\Ãff. „ �ATH�
|
|||
|
|
×µÿÿI‰üH�É‹ UH�=Õ^ H�5Žc Hƒìèe†þÿH‰ÇH‰Åè
|
|||
|
|
…þÿöÄtH…íu:HƒÄ]A\à „ H�=“ èd‡þÿH‰ïH�5*` H‰… 莈þÿH‰ïèf†þÿH‰êH�5X‹ L‰çèDƒþÿ…Àt°Hƒm u©HƒÄH‰ï]A\é:„þÿf. „ ATH��o I‰ôUH‰ýH‰÷Hƒì8H‰4$H‰D$èkƒþÿH‰D$H‹Eö€« €•À¶À‰D$•À¶ÀH‰D$ u4H‹}(H…ÿtHcT$H9T$t7H‰ç1Ò1ö裄þÿ1ÀHƒÄ8]A\Ãf „ H‰ïL‰æè†þÿH‰ÅH…Àu¹ëØ …Òu,H‹ÿ�° H‰Å裆þÿH…Àu»H‰ïH…íx è†þÿë® € 裄þÿH‰ÅëÖf D 資þÿë��ATI‰ü1ÿUHƒì8èÏ�þÿH‰ÅH‰$H�—n H‰ïH‰D$è„‚þÿH‰D$I‹D$ö€« €•À¶À‰D$•À¶ÀH‰D$ u<I‹|$(H…ÿtHcT$H9T$tVH‰ç1Ò1ö躃þÿE1äHƒm t(HƒÄ8L‰à]A\à D L‰çH‰îè…þÿI‰ÄH…Àu±ëÑ H‰ïè ‚þÿHƒÄ8L‰à]A\à D …Òu,H‹ÿ�° I‰Äè›…þÿH…ÀuœL‰çM…äx èù„þÿI‰Äë� @ 蛃þÿI‰ÄëÖf D 諆þÿI‰Äélÿÿÿ ATH�ž I‰ôUH‰ýH‰÷HƒìHH‰t$H‰D$èz�þÿH‰D$ H‹Eö€« €•À¶À‰D$(•À¶ÀH‰D$0uCH‹m(H…ít'HcT$(H‹D$ H)ÐHƒøt?H�|$º ¾ 裂þÿHƒÄH1À]A\Ãf „ H‰ïL‰æè„þÿH‰ÅH…ÀuªëØ H�5 H�T$H�|$袃þÿ€|$ H‰Ætµ‹D$(…Àu0H‹E H‰ïÿ�° è~„þÿH…Àu–H‹ú Hƒ HƒÄH]A\Ãf D H‰ïèøþÿëÓf D ATUH‰ýHƒìH‹Fö€« tèÔþÿÿH…À”ÀHƒÄ¶À]A\÷ØÃ�¿ 1Àèt~þÿH‰ïI‰ÄH‰Æè¦þÿÿIƒ,$H‰Åt 1ÀH…í”À÷ØHƒÄ]A\Ãf. „ L‰ç踀þÿ1ÀH…í”À÷ØëÚf. „ f�H‹‡ø à „ 9·Ð tH‹‰·Ð ÿ ¨ f „ Ãf. „ D ‹‡Ð Ãf „ ò‡À à € 9·Ô tH‹‰·Ô ÿ ¨ f „ Ãf. „ D ‹‡Ô Ãf „ ò‡È à € ò‡° à € ò‡¸ à € 9· t fnÆfnÊH‹fbÁfÖ‡ ÿ ¨ 9— uØÃf. „ D H�‡ à „ 9· t fnÆfnÊH‹fbÁfÖ‡ ÿ ¨ 9— uØÃf. „ D H�‡ à „ 9· t fnÆfnÊH‹fbÁfÖ‡ ÿ ¨ 9— uØÃf. „ D H�‡ à „ 9· tH‹‰· ÿ ¨ f „ Ãf. „ D ‹‡ Ãf „ f.‡Ø z6f/‡Ø u,f.�à z"f/�à uf.—è zf/—è uà H‹fÁò—è ‡Ø ÿ ¨ @ H�‡Ø à „ fïÒò�ð f/Ðw6ò6¢ ò]Ðf(Âf.Èzf/ÈuÃ�H‹ò‡ð ÿ ¨ € f(ÂëÔf�fïÀÃf. „ �òè¡ Ã € ò‡ð à € ‹‡ Ãf „ é~þÿf. „ �I‰ð¹ H�5}„ L‰Çó¦—À „Àu ¸ à D ¹ H�5f L‰Çó¦—À „ÀtÛ¹
|
|||
|
|
H�5^ L‰Çó¦—À „ÀtÁ¹
|
|||
|
|
H�5Q L‰Çó¦—À „Àt§L‰Çé{þÿf�I‰ð¹ H�5ýƒ L‰Çó¦—À E1É„ÀuL‰Èà @ ¹ H�5æ L‰ÇA¹ ó¦—À „Àtع
|
|||
|
|
H�5Ø L‰ÇA¹ ó¦—À „Àt¸¹
|
|||
|
|
H�5Å L‰ÇA¹ ó¦—À „Àt˜HƒìL‰Çèì|þÿHƒÄL�HL‰ÈÃH‹H�
|
|||
|
|
&üÿÿH‹� H9Êu"‹—Ô …ÒtÇ‡Ô ÿ ¨ à € 1öÿâ @ H‹H�
|
|||
|
|
–ûÿÿH‹�ð H9Êu"ƒ¿Ð tLJРÿ ¨ �à € ¾ ÿâ�H‹H�
|
|||
|
|
VûÿÿH‹�ð H9Êu"‹—Ð …ÒtLJРÿ ¨ à € 1öÿâ @ H‹H�
|
|||
|
|
fûÿÿH‹� H9Êu"ƒ¿Ô tÇ‡Ô ÿ ¨ �à € ¾ ÿâ�H‹H�
|
|||
|
|
ÆüÿÿòVòNòH‹�È H9Êudf.‡Ø z:f/‡Ø u0f.�à z&f/�à u f.—è zf/—è uà € fÁò—è ‡Ø ÿ ¨ € ÿâf D AVH�='_ ¾õ AUATUSHƒì0è“}þÿH‰ÇI‰Åè¸xþÿH…À„i H‰ÅH�
|
|||
|
|
ߟ H�ñŸ H‰ãfHnÈfHnÁL�t$(H�öŸ flÁH�Ÿ fHnÐH�ùŸ )$fHnÂH‰D$ flÂ)D$L‹#H‰îL‰çè‰zþÿ„À„É HƒÃL9óuáèc|þÿ„Àu?Iƒm „Ä H�WŸ H�5Ÿ H‹ß H‹8HƒÄ01À[]A\A]A^éÉyþÿf „ H‰ïèHÒþÿH‰ïèêþÿH‰ïèè÷þÿH‰ïèàÿÿH‰ïè˜ÿÿH‰ïè°:ÿÿH‰ïèVÿÿH‰ïèàmÿÿH‰ïèØ’ÿÿH‰ïè ¥ÿÿH‰ïè¸ôÿÿH�=9Ÿ è|}þÿHƒÄ0L‰è[]A\A]A^à @ Iƒm t!L‰âH�5ž éLÿÿÿf�L‰ïèXyþÿé/ÿÿÿ L‰ïèHyþÿëÕH�5o� H�= � èÓwþÿ HƒìHƒÄà SafeDownCast vtkObjectBase vtkImageConnectivityFilter IsTypeOf GetExtractedRegionExtents GetExtractedRegionLabels GetExtractedRegionSizes GetExtractedRegionSeedIds GetSeedConnection GetNumberOfExtractedRegions GetStencilConnection GetScalarRange GetSizeRange GetActiveComponent GetLabelMode GetLabelConstantValue GetGenerateRegionExtents GetLabelScalarType GetExtractionMode SetStencilData vtkImageStencilData SetSeedData vtkDataSet SetStencilConnection vtkAlgorithmOutput SetSeedConnection GetLabelModeAsString GetLabelScalarTypeAsString GetExtractionModeAsString SetLabelScalarTypeToShort SetExtractionModeToAllRegions SetLabelModeToSeedScalar SetLabelScalarTypeToInt SetLabelModeToConstantValue SetLabelModeToSizeRank SetLabelConstantValue SetLabelScalarType SetGenerateRegionExtents SetLabelMode SetActiveComponent SetExtractionMode GenerateRegionExtentsOff GenerateRegionExtentsOn NewInstance IsA SetScalarRange SetSizeRange LabelModeEnum ExtractionModeEnum SeededRegions LargestRegion seed_connection seed_data stencil_connection stencil_data label_scalar_type label_mode extraction_mode label_constant_value generate_region_extents size_range scalar_range active_component extracted_region_labels extracted_region_sizes extracted_region_seed_ids extracted_region_extents number_of_extracted_regions vtkImageAlgorithm vtkAlgorithm vtkObject GetNumberOfGenerationsFromBaseType SetExtractionModeToSeededRegions SetExtractionModeToLargestRegion SetLabelScalarTypeToUnsignedChar SetLabelScalarTypeToUnsignedShort GetNumberOfGenerationsFromBase vtkImageConnectivityFilter.LabelModeEnum vtkImageC
|
|||
|
|
|
|||
|
|
Superclass: vtkImageAlgorithm
|
|||
|
|
|
|||
|
|
vtkImageConnectivityFilter will identify connected regions within an
|
|||
|
|
image and label them. Only points with scalar values within a
|
|||
|
|
prescribed range are considered for inclusion, by default this range
|
|||
|
|
includes all scalar values with a value greater than zero. Points
|
|||
|
|
within the prescribed scalar range are considered to be connected if
|
|||
|
|
a path exists between the points that does not traverse any points
|
|||
|
|
that are not within the prescribed scalar range. Adjacency of points
|
|||
|
|
is governed by 4-connectivity for 2D images, and 6-connectivity for
|
|||
|
|
3D images.
|
|||
|
|
|
|||
|
|
The output of this filter is a label image. By default, each region
|
|||
|
|
is assigned a different label, where the labels are integer values
|
|||
|
|
starting at a value of 1. The SetLabelMode() method can be used to
|
|||
|
|
change the way that labels are assigned. Labels can be assigned by
|
|||
|
|
providing input seed points for each region to be labelled, or they
|
|||
|
|
can be assigned by ranking the regions by size.
|
|||
|
|
|
|||
|
|
If a set of seeds is provided with the SetSeedData() method, then the
|
|||
|
|
default behavior is to only output the regions that are connected to
|
|||
|
|
the seeds, and if the seeds have scalars, then these scalars will be
|
|||
|
|
used to label the regions. Seeds with a scalar value equal to zero
|
|||
|
|
are ignored. See the documentation for the SetExtractionMode()
|
|||
|
|
method for details on how to control which regions will labeled.
|
|||
|
|
|
|||
|
|
Regions can be selected by size with the SetSizeRange() method, which
|
|||
|
|
can be useful for identifying objects of a certain size, e.g. for
|
|||
|
|
rejecting small regions that are likely to be noise. It is also
|
|||
|
|
possible to label only the largest region and ignore all others, with
|
|||
|
|
SetExtractionModeToLargestRegion().
|
|||
|
|
|
|||
|
|
In addition to the labels, the following additional information is
|
|||
|
|
provided: the number of regions identified, the size of each region,
|
|||
|
|
a list of all label values used, and the seed for each region (if
|
|||
|
|
seeds were used). Optionally, this filter can also compute the
|
|||
|
|
extent of each region if GenerateRegionExtentsOn() is called. These
|
|||
|
|
extents can be useful for cropping the output of the filter.
|
|||
|
|
|
|||
|
|
@sa
|
|||
|
|
vtkConnectivityFilter, vtkPolyDataConnectivityFilter,
|
|||
|
|
viskoresImageConnectivity
|
|||
|
|
|
|||
|
|
vtkmodules.vtkImagingMorphological.vtkImageConnectivityFilter read-write, Calls GetSeedConnection/SetSeedConnection
|
|||
|
|
write-only, Calls SetSeedData
|
|||
|
|
read-write, Calls GetStencilConnection/SetStencilConnection
|
|||
|
|
write-only, Calls SetStencilData
|
|||
|
|
read-write, Calls GetLabelScalarType/SetLabelScalarType
|
|||
|
|
read-write, Calls GetLabelMode/SetLabelMode
|
|||
|
|
read-write, Calls GetExtractionMode/SetExtractionMode
|
|||
|
|
read-write, Calls GetLabelConstantValue/SetLabelConstantValue
|
|||
|
|
read-write, Calls GetGenerateRegionExtents/SetGenerateRegionExtents
|
|||
|
|
read-write, Calls GetSizeRange/SetSizeRange
|
|||
|
|
read-write, Calls GetScalarRange/SetScalarRange
|
|||
|
|
read-write, Calls GetActiveComponent/SetActiveComponent
|
|||
|
|
read-only, Calls GetExtractedRegionLabels
|
|||
|
|
read-only, Calls GetExtractedRegionSizes
|
|||
|
|
read-only, Calls GetExtractedRegionSeedIds
|
|||
|
|
read-only, Calls GetExtractedRegionExtents
|
|||
|
|
read-only, Calls GetNumberOfExtractedRegions
|
|||
|
|
IsTypeOf(type:str) -> int
|
|||
|
|
C++: static vtkTypeBool IsTypeOf(const char *type)
|
|||
|
|
|
|||
|
|
Return 1 if this class type is the same type of (or a subclass
|
|||
|
|
of) the named class. Returns 0 otherwise. This method works in
|
|||
|
|
combination with vtkTypeMacro found in vtkSetGet.h.
|
|||
|
|
IsA(self, type:str) -> int
|
|||
|
|
C++: vtkTypeBool IsA(const char *type) override;
|
|||
|
|
|
|||
|
|
Return 1 if this class is the same type of (or a subclass of) the
|
|||
|
|
named class. Returns 0 otherwise. This method works in
|
|||
|
|
combination with vtkTypeMacro found in vtkSetGet.h.
|
|||
|
|
SafeDownCast(o:vtkObjectBase) -> vtkImageConnectivityFilter
|
|||
|
|
C++: static vtkImageConnectivityFilter *SafeDownCast(
|
|||
|
|
vtkObjectBase *o)
|
|||
|
|
|
|||
|
|
NewInstance(self) -> vtkImageConnectivityFilter
|
|||
|
|
C++: vtkImageConnectivityFilter *NewInstance()
|
|||
|
|
|
|||
|
|
GetNumberOfGenerationsFromBaseType(type:str) -> int
|
|||
|
|
C++: static vtkIdType GetNumberOfGenerationsFromBaseType(
|
|||
|
|
const char *type)
|
|||
|
|
|
|||
|
|
Given a the name of a base class of this class type, return the
|
|||
|
|
distance of inheritance between this class type and the named
|
|||
|
|
class (how many generations of inheritance are there between this
|
|||
|
|
class and the named class). If the named class is not in this
|
|||
|
|
class's inheritance tree, return a negative value. Valid
|
|||
|
|
responses will always be nonnegative. This method works in
|
|||
|
|
combination with vtkTypeMacro found in vtkSetGet.h.
|
|||
|
|
GetNumberOfGenerationsFromBase(self, type:str) -> int
|
|||
|
|
C++: vtkIdType GetNumberOfGenerationsFromBase(const char *type)
|
|||
|
|
override;
|
|||
|
|
|
|||
|
|
Given the name of a base class of this class type, return the
|
|||
|
|
distance of inheritance between this class type and the named
|
|||
|
|
class (how many generations of inheritance are there between this
|
|||
|
|
class and the named class). If the named class is not in this
|
|||
|
|
class's inheritance tree, return a negative value. Valid
|
|||
|
|
responses will always be nonnegative. This method works in
|
|||
|
|
combination with vtkTypeMacro found in vtkSetGet.h.
|
|||
|
|
SetSeedConnection(self, port:vtkAlgorithmOutput) -> None
|
|||
|
|
C++: void SetSeedConnection(vtkAlgorithmOutput *port)
|
|||
|
|
|
|||
|
|
The input for seed locations (input port 1). Each point in the
|
|||
|
|
supplied data set will be used as a seed, unless the data set has
|
|||
|
|
scalars, in which case only the points with scalar values that
|
|||
|
|
are not equal to zero will be used as seeds.
|
|||
|
|
GetSeedConnection(self) -> vtkAlgorithmOutput
|
|||
|
|
C++: vtkAlgorithmOutput *GetSeedConnection()
|
|||
|
|
|
|||
|
|
SetSeedData(self, data:vtkDataSet) -> None
|
|||
|
|
C++: void SetSeedData(vtkDataSet *data)
|
|||
|
|
|
|||
|
|
SetStencilConnection(self, port:vtkAlgorithmOutput) -> None
|
|||
|
|
C++: void SetStencilConnection(vtkAlgorithmOutput *port)
|
|||
|
|
|
|||
|
|
The input for a stencil (input port 2). The output labels will be
|
|||
|
|
restricted to the region inside the stencil, as if no input
|
|||
|
|
voxels existed outside the stencil. This allows you to apply
|
|||
|
|
this filter within an arbitrary region of interest.
|
|||
|
|
GetStencilConnection(self) -> vtkAlgorithmOutput
|
|||
|
|
C++: vtkAlgorithmOutput *GetStencilConnection()
|
|||
|
|
|
|||
|
|
SetStencilData(self, data:vtkImageStencilData) -> None
|
|||
|
|
C++: void SetStencilData(vtkImageStencilData *data)
|
|||
|
|
|
|||
|
|
SetLabelScalarTypeToUnsignedChar(self) -> None
|
|||
|
|
C++: void SetLabelScalarTypeToUnsignedChar()
|
|||
|
|
|
|||
|
|
Set the scalar type for the output label image. This should be
|
|||
|
|
one of UnsignedChar, Short, UnsignedShort, or Int depending on
|
|||
|
|
how many labels are expected. The default is UnsignedChar, which
|
|||
|
|
allows for 255 label values. If the total number of regions is
|
|||
|
|
greater than the maximum label value N, then only the largest N
|
|||
|
|
regions will be kept and the rest will be discarded.
|
|||
|
|
SetLabelScalarTypeToShort(self) -> None
|
|||
|
|
C++: void SetLabelScalarTypeToShort()
|
|||
|
|
|
|||
|
|
SetLabelScalarTypeToUnsignedShort(self) -> None
|
|||
|
|
C++: void SetLabelScalarTypeToUnsignedShort()
|
|||
|
|
|
|||
|
|
SetLabelScalarTypeToInt(self) -> None
|
|||
|
|
C++: void SetLabelScalarTypeToInt()
|
|||
|
|
|
|||
|
|
GetLabelScalarTypeAsString(self) -> str
|
|||
|
|
C++: const char *GetLabelScalarTypeAsString()
|
|||
|
|
|
|||
|
|
SetLabelScalarType(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetLabelScalarType(int _arg)
|
|||
|
|
|
|||
|
|
GetLabelScalarType(self) -> int
|
|||
|
|
C++: virtual int GetLabelScalarType()
|
|||
|
|
|
|||
|
|
SetLabelModeToSeedScalar(self) -> None
|
|||
|
|
C++: void SetLabelModeToSeedScalar()
|
|||
|
|
|
|||
|
|
Set the mode for applying labels to the output. Labeling by
|
|||
|
|
SeedScalar uses the scalars from the seeds as labels, if present,
|
|||
|
|
or the regions will be labeled consecutively starting at 1, if
|
|||
|
|
the seeds have no scalars. Labeling by SizeRank means that the
|
|||
|
|
largest region is labeled 1 and other regions are labeled
|
|||
|
|
consecutively in order of decreasing size (if there is a tie,
|
|||
|
|
then the seed point ID is used as a tiebreaker). Finally,
|
|||
|
|
Constant means that all regions will have the value of
|
|||
|
|
SetLabelConstantValue(). The default is to label using the seed
|
|||
|
|
scalars, if present, or to label consecutively, if no seed
|
|||
|
|
scalars are present.
|
|||
|
|
SetLabelModeToConstantValue(self) -> None
|
|||
|
|
C++: void SetLabelModeToConstantValue()
|
|||
|
|
|
|||
|
|
SetLabelModeToSizeRank(self) -> None
|
|||
|
|
C++: void SetLabelModeToSizeRank()
|
|||
|
|
|
|||
|
|
GetLabelModeAsString(self) -> str
|
|||
|
|
C++: const char *GetLabelModeAsString()
|
|||
|
|
|
|||
|
|
SetLabelMode(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetLabelMode(int _arg)
|
|||
|
|
|
|||
|
|
GetLabelMode(self) -> int
|
|||
|
|
C++: virtual int GetLabelMode()
|
|||
|
|
|
|||
|
|
SetExtractionModeToSeededRegions(self) -> None
|
|||
|
|
C++: void SetExtractionModeToSeededRegions()
|
|||
|
|
|
|||
|
|
Set which regions to output from this filter. This can be all the
|
|||
|
|
regions, just the seeded regions, or the largest region (which
|
|||
|
|
will be the largest seeded region, if there are seeds). The
|
|||
|
|
default is to output all the seeded regions, if there are seeds,
|
|||
|
|
or to output all the regions, if there are no seeds.
|
|||
|
|
SetExtractionModeToAllRegions(self) -> None
|
|||
|
|
C++: void SetExtractionModeToAllRegions()
|
|||
|
|
|
|||
|
|
SetExtractionModeToLargestRegion(self) -> None
|
|||
|
|
C++: void SetExtractionModeToLargestRegion()
|
|||
|
|
|
|||
|
|
GetExtractionModeAsString(self) -> str
|
|||
|
|
C++: const char *GetExtractionModeAsString()
|
|||
|
|
|
|||
|
|
SetExtractionMode(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetExtractionMode(int _arg)
|
|||
|
|
|
|||
|
|
GetExtractionMode(self) -> int
|
|||
|
|
C++: virtual int GetExtractionMode()
|
|||
|
|
|
|||
|
|
SetLabelConstantValue(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetLabelConstantValue(int _arg)
|
|||
|
|
|
|||
|
|
The label used when LabelMode is ConstantValue. The default value
|
|||
|
|
is 255.
|
|||
|
|
GetLabelConstantValue(self) -> int
|
|||
|
|
C++: virtual int GetLabelConstantValue()
|
|||
|
|
|
|||
|
|
GetNumberOfExtractedRegions(self) -> int
|
|||
|
|
C++: vtkIdType GetNumberOfExtractedRegions()
|
|||
|
|
|
|||
|
|
Get the number of extracted regions.
|
|||
|
|
GetExtractedRegionLabels(self) -> vtkIdTypeArray
|
|||
|
|
C++: vtkIdTypeArray *GetExtractedRegionLabels()
|
|||
|
|
|
|||
|
|
Get the label used for each extracted region.
|
|||
|
|
GetExtractedRegionSizes(self) -> vtkIdTypeArray
|
|||
|
|
C++: vtkIdTypeArray *GetExtractedRegionSizes()
|
|||
|
|
|
|||
|
|
Get the size of each extracted region, as a voxel count.
|
|||
|
|
GetExtractedRegionSeedIds(self) -> vtkIdTypeArray
|
|||
|
|
C++: vtkIdTypeArray *GetExtractedRegionSeedIds()
|
|||
|
|
|
|||
|
|
Get the PointId of the seed for each region. If no seed was used,
|
|||
|
|
the PointId will be -1.
|
|||
|
|
GetExtractedRegionExtents(self) -> vtkIntArray
|
|||
|
|
C++: vtkIntArray *GetExtractedRegionExtents()
|
|||
|
|
|
|||
|
|
Get the extent (a 6-tuples) for each output region. This is only
|
|||
|
|
valid if GenerateRegionExtentsOn() was called before the filter
|
|||
|
|
was executed.
|
|||
|
|
SetGenerateRegionExtents(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetGenerateRegionExtents(vtkTypeBool _arg)
|
|||
|
|
|
|||
|
|
Turn this on to request creation of the ExtractedRegionExtents
|
|||
|
|
array.
|
|||
|
|
GenerateRegionExtentsOn(self) -> None
|
|||
|
|
C++: virtual void GenerateRegionExtentsOn()
|
|||
|
|
|
|||
|
|
GenerateRegionExtentsOff(self) -> None
|
|||
|
|
C++: virtual void GenerateRegionExtentsOff()
|
|||
|
|
|
|||
|
|
GetGenerateRegionExtents(self) -> int
|
|||
|
|
C++: virtual vtkTypeBool GetGenerateRegionExtents()
|
|||
|
|
|
|||
|
|
SetSizeRange(self, _arg1:int, _arg2:int) -> None
|
|||
|
|
C++: virtual void SetSizeRange(vtkIdType _arg1, vtkIdType _arg2)
|
|||
|
|
SetSizeRange(self, _arg:(int, int)) -> None
|
|||
|
|
C++: void SetSizeRange(const vtkIdType _arg[2])
|
|||
|
|
|
|||
|
|
Set the size range for the extracted regions. Only regions that
|
|||
|
|
have sizes within the specified range will be present in the
|
|||
|
|
output. The default range is (1, VTK_ID_MAX).
|
|||
|
|
GetSizeRange(self) -> (int, int)
|
|||
|
|
C++: virtual vtkIdType *GetSizeRange()
|
|||
|
|
|
|||
|
|
SetScalarRange(self, _arg1:float, _arg2:float) -> None
|
|||
|
|
C++: virtual void SetScalarRange(double _arg1, double _arg2)
|
|||
|
|
SetScalarRange(self, _arg:(float, float)) -> None
|
|||
|
|
C++: void SetScalarRange(const double _arg[2])
|
|||
|
|
|
|||
|
|
Set the scalar range used to define potential regions. Only
|
|||
|
|
voxels with values that are within this range will be considered
|
|||
|
|
for region membership. This is an inclusive range, meaning that
|
|||
|
|
the upper and lower limits are considered to be within the range.
|
|||
|
|
The default range goes from 0.5 to VTK_DOUBLE_MAX.
|
|||
|
|
GetScalarRange(self) -> (float, float)
|
|||
|
|
C++: virtual double *GetScalarRange()
|
|||
|
|
|
|||
|
|
SetActiveComponent(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetActiveComponent(int _arg)
|
|||
|
|
|
|||
|
|
For multi-component input images, select which component to use.
|
|||
|
|
GetActiveComponent(self) -> int
|
|||
|
|
C++: virtual int GetActiveComponent()
|
|||
|
|
|
|||
|
|
vtkmodules.vtkImagingMorphological.vtkImageConnectivityFilter.ExtractionModeEnum vtkmodules.vtkImagingMorphological.vtkImageConnectivityFilter.LabelModeEnum MarkData vtkImageData vtkImageConnector RemoveAllSeeds GetUnconnectedValue GetConnectedValue SetConnectedValue SetUnconnectedValue @W vtkImageConnectorSeed this function takes no keyword arguments vtkImageConnectorSeed() -> vtkImageConnectorSeed
|
|||
|
|
C++: vtkImageConnectorSeed()
|
|||
|
|
vtkImageConnectorSeed(__a:vtkImageConnectorSeed)
|
|||
|
|
-> vtkImageConnectorSeed
|
|||
|
|
C++: vtkImageConnectorSeed(const &vtkImageConnectorSeed)
|
|||
|
|
|
|||
|
|
vtkImageConnectorSeed - no description provided.
|
|||
|
|
|
|||
|
|
vtkImageConnector - Create a binary image of a sphere.
|
|||
|
|
|
|||
|
|
Superclass: vtkObject
|
|||
|
|
|
|||
|
|
vtkImageConnector is a helper class for connectivity filters. It is
|
|||
|
|
not meant to be used directly. It implements a stack and breadth
|
|||
|
|
first search necessary for some connectivity filters. Filtered axes
|
|||
|
|
sets the dimensionality of the neighbor comparison, and cannot be
|
|||
|
|
more than three dimensions. As implemented, only voxels which share
|
|||
|
|
faces are considered neighbors.
|
|||
|
|
|
|||
|
|
vtkmodules.vtkImagingMorphological.vtkImageConnector read-write, Calls GetConnectedValue/SetConnectedValue
|
|||
|
|
read-write, Calls GetUnconnectedValue/SetUnconnectedValue
|
|||
|
|
SafeDownCast(o:vtkObjectBase) -> vtkImageConnector
|
|||
|
|
C++: static vtkImageConnector *SafeDownCast(vtkObjectBase *o)
|
|||
|
|
|
|||
|
|
NewInstance(self) -> vtkImageConnector
|
|||
|
|
C++: vtkImageConnector *NewInstance()
|
|||
|
|
|
|||
|
|
RemoveAllSeeds(self) -> None
|
|||
|
|
C++: void RemoveAllSeeds()
|
|||
|
|
|
|||
|
|
SetConnectedValue(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetConnectedValue(unsigned char _arg)
|
|||
|
|
|
|||
|
|
Values used by the MarkRegion method
|
|||
|
|
GetConnectedValue(self) -> int
|
|||
|
|
C++: virtual unsigned char GetConnectedValue()
|
|||
|
|
|
|||
|
|
SetUnconnectedValue(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetUnconnectedValue(unsigned char _arg)
|
|||
|
|
|
|||
|
|
GetUnconnectedValue(self) -> int
|
|||
|
|
C++: virtual unsigned char GetUnconnectedValue()
|
|||
|
|
|
|||
|
|
MarkData(self, data:vtkImageData, dimensionality:int, ext:[int,
|
|||
|
|
int, int, int, int, int]) -> None
|
|||
|
|
C++: void MarkData(vtkImageData *data, int dimensionality,
|
|||
|
|
int ext[6])
|
|||
|
|
|
|||
|
|
Input a data of 0's and "UnconnectedValue"s. Seeds of this object
|
|||
|
|
are used to find connected pixels. All pixels connected to seeds
|
|||
|
|
are set to ConnectedValue. The data has to be unsigned char.
|
|||
|
|
vtkmodules.vtkImagingMorphological.vtkImageConnectorSeed SetKernelSize vtkImageContinuousDilate3D kernel_size vtkImageSpatialAlgorithm vtkThreadedImageAlgorithm vtkImageContinuousDilate3D - Dilate implemented as a maximum.
|
|||
|
|
|
|||
|
|
Superclass: vtkImageSpatialAlgorithm
|
|||
|
|
|
|||
|
|
vtkImageContinuousDilate3D replaces a pixel with the maximum over an
|
|||
|
|
ellipsoidal neighborhood. If KernelSize of an axis is 1, no
|
|||
|
|
processing is done on that axis.
|
|||
|
|
|
|||
|
|
vtkmodules.vtkImagingMorphological.vtkImageContinuousDilate3D write-only, Calls SetKernelSize
|
|||
|
|
SafeDownCast(o:vtkObjectBase) -> vtkImageContinuousDilate3D
|
|||
|
|
C++: static vtkImageContinuousDilate3D *SafeDownCast(
|
|||
|
|
vtkObjectBase *o)
|
|||
|
|
|
|||
|
|
NewInstance(self) -> vtkImageContinuousDilate3D
|
|||
|
|
C++: vtkImageContinuousDilate3D *NewInstance()
|
|||
|
|
|
|||
|
|
SetKernelSize(self, size0:int, size1:int, size2:int) -> None
|
|||
|
|
C++: void SetKernelSize(int size0, int size1, int size2)
|
|||
|
|
|
|||
|
|
This method sets the size of the neighborhood. It also sets the
|
|||
|
|
default middle of the neighborhood and computes the elliptical
|
|||
|
|
foot print.
|
|||
|
|
vtkImageContinuousErode3D vtkImageContinuousErode3D - Erosion implemented as a minimum.
|
|||
|
|
|
|||
|
|
Superclass: vtkImageSpatialAlgorithm
|
|||
|
|
|
|||
|
|
vtkImageContinuousErode3D replaces a pixel with the minimum over an
|
|||
|
|
ellipsoidal neighborhood. If KernelSize of an axis is 1, no
|
|||
|
|
processing is done on that axis.
|
|||
|
|
|
|||
|
|
vtkmodules.vtkImagingMorphological.vtkImageContinuousErode3D SafeDownCast(o:vtkObjectBase) -> vtkImageContinuousErode3D
|
|||
|
|
C++: static vtkImageContinuousErode3D *SafeDownCast(
|
|||
|
|
vtkObjectBase *o)
|
|||
|
|
|
|||
|
|
NewInstance(self) -> vtkImageContinuousErode3D
|
|||
|
|
C++: vtkImageContinuousErode3D *NewInstance()
|
|||
|
|
|
|||
|
|
vtkImageDilateErode3D SetErodeValue GetErodeValue GetDilateValue SetDilateValue dilate_value erode_value vtkImageDilateErode3D - Dilates one value and erodes another.
|
|||
|
|
|
|||
|
|
Superclass: vtkImageSpatialAlgorithm
|
|||
|
|
|
|||
|
|
vtkImageDilateErode3D will dilate one value and erode another. It
|
|||
|
|
uses an elliptical foot print, and only erodes/dilates on the
|
|||
|
|
boundary of the two values. The filter is restricted to the X, Y,
|
|||
|
|
and Z axes for now. It can degenerate to a 2 or 1 dimensional filter
|
|||
|
|
by setting the kernel size to 1 for a specific axis.
|
|||
|
|
|
|||
|
|
vtkmodules.vtkImagingMorphological.vtkImageDilateErode3D read-write, Calls GetDilateValue/SetDilateValue
|
|||
|
|
read-write, Calls GetErodeValue/SetErodeValue
|
|||
|
|
SafeDownCast(o:vtkObjectBase) -> vtkImageDilateErode3D
|
|||
|
|
C++: static vtkImageDilateErode3D *SafeDownCast(vtkObjectBase *o)
|
|||
|
|
|
|||
|
|
NewInstance(self) -> vtkImageDilateErode3D
|
|||
|
|
C++: vtkImageDilateErode3D *NewInstance()
|
|||
|
|
|
|||
|
|
SetDilateValue(self, _arg:float) -> None
|
|||
|
|
C++: virtual void SetDilateValue(double _arg)
|
|||
|
|
|
|||
|
|
Set/Get the Dilate and Erode values to be used by this filter.
|
|||
|
|
GetDilateValue(self) -> float
|
|||
|
|
C++: virtual double GetDilateValue()
|
|||
|
|
|
|||
|
|
SetErodeValue(self, _arg:float) -> None
|
|||
|
|
C++: virtual void SetErodeValue(double _arg)
|
|||
|
|
|
|||
|
|
GetErodeValue(self) -> float
|
|||
|
|
C++: virtual double GetErodeValue()
|
|||
|
|
|
|||
|
|
vtkImageIslandRemoval2D GetSquareNeighborhood GetIslandValue GetReplaceValue GetAreaThreshold SetIslandValue SetReplaceValue SetAreaThreshold SetSquareNeighborhood SquareNeighborhoodOn SquareNeighborhoodOff area_threshold square_neighborhood island_value replace_value @W vtkImage2DIslandPixel_t vtkImage2DIslandPixel_t() -> vtkImage2DIslandPixel_t
|
|||
|
|
C++: vtkImage2DIslandPixel_t()
|
|||
|
|
vtkImage2DIslandPixel_t(__a:vtkImage2DIslandPixel_t)
|
|||
|
|
-> vtkImage2DIslandPixel_t
|
|||
|
|
C++: vtkImage2DIslandPixel_t(const &vtkImage2DIslandPixel_t)
|
|||
|
|
|
|||
|
|
vtkImage2DIslandPixel_t - no description provided.
|
|||
|
|
|
|||
|
|
vtkImageIslandRemoval2D - Removes small clusters in masks.
|
|||
|
|
|
|||
|
|
Superclass: vtkImageAlgorithm
|
|||
|
|
|
|||
|
|
vtkImageIslandRemoval2D computes the area of separate islands in a
|
|||
|
|
mask image. It removes any island that has less than AreaThreshold
|
|||
|
|
pixels. Output has the same ScalarType as input. It generates the
|
|||
|
|
whole 2D output image for any output request.
|
|||
|
|
|
|||
|
|
vtkmodules.vtkImagingMorphological.vtkImageIslandRemoval2D read-write, Calls GetAreaThreshold/SetAreaThreshold
|
|||
|
|
read-write, Calls GetSquareNeighborhood/SetSquareNeighborhood
|
|||
|
|
read-write, Calls GetIslandValue/SetIslandValue
|
|||
|
|
read-write, Calls GetReplaceValue/SetReplaceValue
|
|||
|
|
SafeDownCast(o:vtkObjectBase) -> vtkImageIslandRemoval2D
|
|||
|
|
C++: static vtkImageIslandRemoval2D *SafeDownCast(
|
|||
|
|
vtkObjectBase *o)
|
|||
|
|
|
|||
|
|
NewInstance(self) -> vtkImageIslandRemoval2D
|
|||
|
|
C++: vtkImageIslandRemoval2D *NewInstance()
|
|||
|
|
|
|||
|
|
SetAreaThreshold(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetAreaThreshold(int _arg)
|
|||
|
|
|
|||
|
|
Set/Get the cutoff area for removal
|
|||
|
|
GetAreaThreshold(self) -> int
|
|||
|
|
C++: virtual int GetAreaThreshold()
|
|||
|
|
|
|||
|
|
SetSquareNeighborhood(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetSquareNeighborhood(vtkTypeBool _arg)
|
|||
|
|
|
|||
|
|
Set/Get whether to use 4 or 8 neighbors
|
|||
|
|
GetSquareNeighborhood(self) -> int
|
|||
|
|
C++: virtual vtkTypeBool GetSquareNeighborhood()
|
|||
|
|
|
|||
|
|
SquareNeighborhoodOn(self) -> None
|
|||
|
|
C++: virtual void SquareNeighborhoodOn()
|
|||
|
|
|
|||
|
|
SquareNeighborhoodOff(self) -> None
|
|||
|
|
C++: virtual void SquareNeighborhoodOff()
|
|||
|
|
|
|||
|
|
SetIslandValue(self, _arg:float) -> None
|
|||
|
|
C++: virtual void SetIslandValue(double _arg)
|
|||
|
|
|
|||
|
|
Set/Get the value to remove.
|
|||
|
|
GetIslandValue(self) -> float
|
|||
|
|
C++: virtual double GetIslandValue()
|
|||
|
|
|
|||
|
|
SetReplaceValue(self, _arg:float) -> None
|
|||
|
|
C++: virtual void SetReplaceValue(double _arg)
|
|||
|
|
|
|||
|
|
Set/Get the value to put in the place of removed pixels.
|
|||
|
|
GetReplaceValue(self) -> float
|
|||
|
|
C++: virtual double GetReplaceValue()
|
|||
|
|
|
|||
|
|
vtkmodules.vtkImagingMorphological.vtkImage2DIslandPixel_t vtkImageNonMaximumSuppression GetDimensionalityMaxValue GetDimensionalityMinValue GetDimensionality GetHandleBoundaries SetVectorInputData SetMagnitudeInputData SetHandleBoundaries HandleBoundariesOn HandleBoundariesOff SetDimensionality magnitude_input_data vector_input_data handle_boundaries dimensionality VTK_IMAGE_NON_MAXIMUM_SUPPRESSION_MAGNITUDE_INPUT VTK_IMAGE_NON_MAXIMUM_SUPPRESSION_VECTOR_INPUT vtkImageNonMaximumSuppression - Performs non-maximum suppression
|
|||
|
|
|
|||
|
|
Superclass: vtkThreadedImageAlgorithm
|
|||
|
|
|
|||
|
|
vtkImageNonMaximumSuppression Sets to zero any pixel that is not a
|
|||
|
|
peak. If a pixel has a neighbor along the vector that has larger
|
|||
|
|
magnitude, the smaller pixel is set to zero. The filter takes two
|
|||
|
|
inputs: a magnitude and a vector. Output is magnitude information
|
|||
|
|
and is always in doubles. Typically this filter is used with
|
|||
|
|
vtkImageGradient and vtkImageGradientMagnitude as inputs.
|
|||
|
|
|
|||
|
|
vtkmodules.vtkImagingMorphological.vtkImageNonMaximumSuppression write-only, Calls SetMagnitudeInputData
|
|||
|
|
write-only, Calls SetVectorInputData
|
|||
|
|
read-write, Calls GetHandleBoundaries/SetHandleBoundaries
|
|||
|
|
read-write, Calls GetDimensionality/SetDimensionality
|
|||
|
|
SafeDownCast(o:vtkObjectBase) -> vtkImageNonMaximumSuppression
|
|||
|
|
C++: static vtkImageNonMaximumSuppression *SafeDownCast(
|
|||
|
|
vtkObjectBase *o)
|
|||
|
|
|
|||
|
|
NewInstance(self) -> vtkImageNonMaximumSuppression
|
|||
|
|
C++: vtkImageNonMaximumSuppression *NewInstance()
|
|||
|
|
|
|||
|
|
SetMagnitudeInputData(self, input:vtkImageData) -> None
|
|||
|
|
C++: void SetMagnitudeInputData(vtkImageData *input)
|
|||
|
|
|
|||
|
|
Set the magnitude and vector inputs.
|
|||
|
|
SetVectorInputData(self, input:vtkImageData) -> None
|
|||
|
|
C++: void SetVectorInputData(vtkImageData *input)
|
|||
|
|
|
|||
|
|
SetHandleBoundaries(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetHandleBoundaries(vtkTypeBool _arg)
|
|||
|
|
|
|||
|
|
If "HandleBoundariesOn" then boundary pixels are duplicated So
|
|||
|
|
central differences can get values.
|
|||
|
|
GetHandleBoundaries(self) -> int
|
|||
|
|
C++: virtual vtkTypeBool GetHandleBoundaries()
|
|||
|
|
|
|||
|
|
HandleBoundariesOn(self) -> None
|
|||
|
|
C++: virtual void HandleBoundariesOn()
|
|||
|
|
|
|||
|
|
HandleBoundariesOff(self) -> None
|
|||
|
|
C++: virtual void HandleBoundariesOff()
|
|||
|
|
|
|||
|
|
SetDimensionality(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetDimensionality(int _arg)
|
|||
|
|
|
|||
|
|
Determines how the input is interpreted (set of 2d slices or a 3D
|
|||
|
|
volume)
|
|||
|
|
GetDimensionalityMinValue(self) -> int
|
|||
|
|
C++: virtual int GetDimensionalityMinValue()
|
|||
|
|
|
|||
|
|
GetDimensionalityMaxValue(self) -> int
|
|||
|
|
C++: virtual int GetDimensionalityMaxValue()
|
|||
|
|
|
|||
|
|
GetDimensionality(self) -> int
|
|||
|
|
C++: virtual int GetDimensionality()
|
|||
|
|
|
|||
|
|
vtkImageOpenClose3D GetCloseValue GetOpenValue GetFilter0 GetFilter1 SetCloseValue SetOpenValue GetMTime Modified DebugOff DebugOn open_value close_value m_time read-only, Calls GetMTime
|
|||
|
|
filter0 read-only, Calls GetFilter0
|
|||
|
|
filter1 read-only, Calls GetFilter1
|
|||
|
|
vtkImageOpenClose3D - Will perform opening or closing.
|
|||
|
|
|
|||
|
|
Superclass: vtkImageAlgorithm
|
|||
|
|
|
|||
|
|
vtkImageOpenClose3D performs opening or closing by having two
|
|||
|
|
vtkImageErodeDilates in series. The size of operation is determined
|
|||
|
|
by the method SetKernelSize, and the operator is an ellipse.
|
|||
|
|
OpenValue and CloseValue determine how the filter behaves. For
|
|||
|
|
binary images Opening and closing behaves as expected. Close value is
|
|||
|
|
first dilated, and then eroded. Open value is first eroded, and then
|
|||
|
|
dilated. Degenerate two dimensional opening/closing can be achieved
|
|||
|
|
by setting the one axis the 3D KernelSize to 1. Values other than
|
|||
|
|
open value and close value are not touched. This enables the filter
|
|||
|
|
to processes segmented images containing more than two tags.
|
|||
|
|
|
|||
|
|
vtkmodules.vtkImagingMorphological.vtkImageOpenClose3D read-write, Calls GetOpenValue/SetOpenValue
|
|||
|
|
read-write, Calls GetCloseValue/SetCloseValue
|
|||
|
|
SafeDownCast(o:vtkObjectBase) -> vtkImageOpenClose3D
|
|||
|
|
C++: static vtkImageOpenClose3D *SafeDownCast(vtkObjectBase *o)
|
|||
|
|
|
|||
|
|
NewInstance(self) -> vtkImageOpenClose3D
|
|||
|
|
C++: vtkImageOpenClose3D *NewInstance()
|
|||
|
|
|
|||
|
|
GetMTime(self) -> int
|
|||
|
|
C++: vtkMTimeType GetMTime() override;
|
|||
|
|
|
|||
|
|
This method considers the sub filters MTimes when computing this
|
|||
|
|
objects modified time.
|
|||
|
|
DebugOn(self) -> None
|
|||
|
|
C++: void DebugOn() override;
|
|||
|
|
|
|||
|
|
Turn debugging output on. (in sub filters also)
|
|||
|
|
DebugOff(self) -> None
|
|||
|
|
C++: void DebugOff() override;
|
|||
|
|
|
|||
|
|
Turn debugging output off.
|
|||
|
|
Modified(self) -> None
|
|||
|
|
C++: void Modified() override;
|
|||
|
|
|
|||
|
|
Pass modified message to sub filters.
|
|||
|
|
SetKernelSize(self, size0:int, size1:int, size2:int) -> None
|
|||
|
|
C++: void SetKernelSize(int size0, int size1, int size2)
|
|||
|
|
|
|||
|
|
Selects the size of gaps or objects removed.
|
|||
|
|
SetOpenValue(self, value:float) -> None
|
|||
|
|
C++: void SetOpenValue(double value)
|
|||
|
|
|
|||
|
|
Determines the value that will opened. Open value is first
|
|||
|
|
eroded, and then dilated.
|
|||
|
|
GetOpenValue(self) -> float
|
|||
|
|
C++: double GetOpenValue()
|
|||
|
|
|
|||
|
|
SetCloseValue(self, value:float) -> None
|
|||
|
|
C++: void SetCloseValue(double value)
|
|||
|
|
|
|||
|
|
Determines the value that will closed. Close value is first
|
|||
|
|
dilated, and then eroded
|
|||
|
|
GetCloseValue(self) -> float
|
|||
|
|
C++: double GetCloseValue()
|
|||
|
|
|
|||
|
|
GetFilter0(self) -> vtkImageDilateErode3D
|
|||
|
|
C++: virtual vtkImageDilateErode3D *GetFilter0()
|
|||
|
|
|
|||
|
|
Needed for Progress functions
|
|||
|
|
GetFilter1(self) -> vtkImageDilateErode3D
|
|||
|
|
C++: virtual vtkImageDilateErode3D *GetFilter1()
|
|||
|
|
|
|||
|
|
vtkImageSeedConnectivity AddSeed GetConnector GetOutputUnconnectedValue GetInputConnectValue GetOutputConnectedValue SetOutputConnectedValue SetOutputUnconnectedValue SetInputConnectValue input_connect_value output_connected_value output_unconnected_value connector @iP *i @ii vtkImageSeedConnectivity - SeedConnectivity with user defined seeds.
|
|||
|
|
|
|||
|
|
Superclass: vtkImageAlgorithm
|
|||
|
|
|
|||
|
|
vtkImageSeedConnectivity marks pixels connected to user supplied
|
|||
|
|
seeds. The input must be unsigned char, and the output is also
|
|||
|
|
unsigned char. If a seed supplied by the user does not have pixel
|
|||
|
|
value "InputTrueValue", then the image is scanned +x, +y, +z until a
|
|||
|
|
pixel is encountered with value "InputTrueValue". This new pixel is
|
|||
|
|
used as the seed . Any pixel with out value "InputTrueValue" is
|
|||
|
|
consider off. The output pixels values are 0 for any off pixel in
|
|||
|
|
input, "OutputTrueValue" for any pixels connected to seeds, and
|
|||
|
|
"OutputUnconnectedValue" for any on pixels not connected to seeds.
|
|||
|
|
The same seeds are used for all images in the image set.
|
|||
|
|
|
|||
|
|
vtkmodules.vtkImagingMorphological.vtkImageSeedConnectivity read-write, Calls GetInputConnectValue/SetInputConnectValue
|
|||
|
|
read-write, Calls GetOutputConnectedValue/SetOutputConnectedValue
|
|||
|
|
read-write, Calls GetOutputUnconnectedValue/SetOutputUnconnectedValue
|
|||
|
|
read-only, Calls GetConnector
|
|||
|
|
SafeDownCast(o:vtkObjectBase) -> vtkImageSeedConnectivity
|
|||
|
|
C++: static vtkImageSeedConnectivity *SafeDownCast(
|
|||
|
|
vtkObjectBase *o)
|
|||
|
|
|
|||
|
|
NewInstance(self) -> vtkImageSeedConnectivity
|
|||
|
|
C++: vtkImageSeedConnectivity *NewInstance()
|
|||
|
|
|
|||
|
|
RemoveAllSeeds(self) -> None
|
|||
|
|
C++: void RemoveAllSeeds()
|
|||
|
|
|
|||
|
|
Methods for manipulating the seed pixels.
|
|||
|
|
AddSeed(self, num:int, index:[int, ...]) -> None
|
|||
|
|
C++: void AddSeed(int num, int *index)
|
|||
|
|
AddSeed(self, i0:int, i1:int, i2:int) -> None
|
|||
|
|
C++: void AddSeed(int i0, int i1, int i2)
|
|||
|
|
AddSeed(self, i0:int, i1:int) -> None
|
|||
|
|
C++: void AddSeed(int i0, int i1)
|
|||
|
|
|
|||
|
|
SetInputConnectValue(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetInputConnectValue(unsigned char _arg)
|
|||
|
|
|
|||
|
|
Set/Get what value is considered as connecting pixels.
|
|||
|
|
GetInputConnectValue(self) -> int
|
|||
|
|
C++: virtual unsigned char GetInputConnectValue()
|
|||
|
|
|
|||
|
|
SetOutputConnectedValue(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetOutputConnectedValue(unsigned char _arg)
|
|||
|
|
|
|||
|
|
Set/Get the value to set connected pixels to.
|
|||
|
|
GetOutputConnectedValue(self) -> int
|
|||
|
|
C++: virtual unsigned char GetOutputConnectedValue()
|
|||
|
|
|
|||
|
|
SetOutputUnconnectedValue(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetOutputUnconnectedValue(unsigned char _arg)
|
|||
|
|
|
|||
|
|
Set/Get the value to set unconnected pixels to.
|
|||
|
|
GetOutputUnconnectedValue(self) -> int
|
|||
|
|
C++: virtual unsigned char GetOutputUnconnectedValue()
|
|||
|
|
|
|||
|
|
GetConnector(self) -> vtkImageConnector
|
|||
|
|
C++: virtual vtkImageConnector *GetConnector()
|
|||
|
|
|
|||
|
|
Get the vtkImageCOnnector used by this filter.
|
|||
|
|
SetDimensionality(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetDimensionality(int _arg)
|
|||
|
|
|
|||
|
|
Set the number of axes to use in connectivity.
|
|||
|
|
vtkImageSkeleton2D GetPrune PruneOn PruneOff SetPrune SetNumberOfIterations prune vtkImageIterateFilter vtkImageSkeleton2D - Skeleton of 2D images.
|
|||
|
|
|
|||
|
|
Superclass: vtkImageIterateFilter
|
|||
|
|
|
|||
|
|
vtkImageSkeleton2D should leave only single pixel width lines of
|
|||
|
|
non-zero-valued pixels (values of 1 are not allowed). It works by
|
|||
|
|
erosion on a 3x3 neighborhood with special rules. The number of
|
|||
|
|
iterations determines how far the filter can erode. There are three
|
|||
|
|
pruning levels:
|
|||
|
|
prune == 0 will leave traces on all angles...
|
|||
|
|
prune == 1 will not leave traces on 135 degree angles, but will on
|
|||
|
|
90.
|
|||
|
|
prune == 2 does not leave traces on any angles leaving only closed
|
|||
|
|
loops. Prune defaults to zero. The output scalar type is the same as
|
|||
|
|
the input.
|
|||
|
|
|
|||
|
|
vtkmodules.vtkImagingMorphological.vtkImageSkeleton2D read-write, Calls GetPrune/SetPrune
|
|||
|
|
SafeDownCast(o:vtkObjectBase) -> vtkImageSkeleton2D
|
|||
|
|
C++: static vtkImageSkeleton2D *SafeDownCast(vtkObjectBase *o)
|
|||
|
|
|
|||
|
|
NewInstance(self) -> vtkImageSkeleton2D
|
|||
|
|
C++: vtkImageSkeleton2D *NewInstance()
|
|||
|
|
|
|||
|
|
SetPrune(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetPrune(vtkTypeBool _arg)
|
|||
|
|
|
|||
|
|
When prune is on, only closed loops are left unchanged.
|
|||
|
|
GetPrune(self) -> int
|
|||
|
|
C++: virtual vtkTypeBool GetPrune()
|
|||
|
|
|
|||
|
|
PruneOn(self) -> None
|
|||
|
|
C++: virtual void PruneOn()
|
|||
|
|
|
|||
|
|
PruneOff(self) -> None
|
|||
|
|
C++: virtual void PruneOff()
|
|||
|
|
|
|||
|
|
SetNumberOfIterations(self, num:int) -> None
|
|||
|
|
C++: void SetNumberOfIterations(int num) override;
|
|||
|
|
|
|||
|
|
Sets the number of cycles in the erosion.
|
|||
|
|
vtkImageThresholdConnectivity GetStencil GetSliceRangeX GetNeighborhoodRadius GetSliceRangeZ GetSliceRangeY GetReplaceOut GetReplaceIn GetNumberOfInVoxels GetUpperThreshold GetSeedPoints GetInValue GetOutValue GetLowerThreshold GetNeighborhoodFraction ThresholdByUpper ThresholdByLower SetOutValue SetInValue SetSeedPoints vtkPoints ThresholdBetween SetReplaceIn SetReplaceOut ReplaceOutOn ReplaceInOn ReplaceInOff ReplaceOutOff SetNeighborhoodFraction SetSliceRangeZ SetSliceRangeX SetSliceRangeY SetNeighborhoodRadius seed_points replace_in in_value replace_out out_value slice_range_x slice_range_y slice_range_z neighborhood_radius neighborhood_fraction upper_threshold lower_threshold stencil read-only, Calls GetStencil
|
|||
|
|
number_of_in_voxels GetNeighborhoodFractionMinValue GetNeighborhoodFractionMaxValue vtkImageThresholdConnectivity - Flood fill an image region.
|
|||
|
|
|
|||
|
|
Superclass: vtkImageAlgorithm
|
|||
|
|
|
|||
|
|
vtkImageThresholdConnectivity will perform a flood fill on an image,
|
|||
|
|
given upper and lower pixel intensity thresholds. It works similarly
|
|||
|
|
to vtkImageThreshold, but also allows the user to set seed points to
|
|||
|
|
limit the threshold operation to contiguous regions of the image. The
|
|||
|
|
filled region, or the "inside", will be passed through to the output
|
|||
|
|
by default, while the "outside" will be replaced with zeros. This
|
|||
|
|
behavior can be changed by using the ReplaceIn() and ReplaceOut()
|
|||
|
|
methods. The scalar type of the output is the same as the input.
|
|||
|
|
@sa
|
|||
|
|
vtkImageThreshold@par Thanks: Thanks to David Gobbi for contributing
|
|||
|
|
this class to VTK.
|
|||
|
|
|
|||
|
|
vtkmodules.vtkImagingMorphological.vtkImageThresholdConnectivity read-write, Calls GetSeedPoints/SetSeedPoints
|
|||
|
|
read-write, Calls GetReplaceIn/SetReplaceIn
|
|||
|
|
read-write, Calls GetInValue/SetInValue
|
|||
|
|
read-write, Calls GetReplaceOut/SetReplaceOut
|
|||
|
|
read-write, Calls GetOutValue/SetOutValue
|
|||
|
|
read-write, Calls GetSliceRangeX/SetSliceRangeX
|
|||
|
|
read-write, Calls GetSliceRangeY/SetSliceRangeY
|
|||
|
|
read-write, Calls GetSliceRangeZ/SetSliceRangeZ
|
|||
|
|
read-write, Calls GetNeighborhoodRadius/SetNeighborhoodRadius
|
|||
|
|
read-write, Calls GetNeighborhoodFraction/SetNeighborhoodFraction
|
|||
|
|
read-only, Calls GetUpperThreshold
|
|||
|
|
read-only, Calls GetLowerThreshold
|
|||
|
|
read-only, Calls GetNumberOfInVoxels
|
|||
|
|
SafeDownCast(o:vtkObjectBase) -> vtkImageThresholdConnectivity
|
|||
|
|
C++: static vtkImageThresholdConnectivity *SafeDownCast(
|
|||
|
|
vtkObjectBase *o)
|
|||
|
|
|
|||
|
|
NewInstance(self) -> vtkImageThresholdConnectivity
|
|||
|
|
C++: vtkImageThresholdConnectivity *NewInstance()
|
|||
|
|
|
|||
|
|
SetSeedPoints(self, points:vtkPoints) -> None
|
|||
|
|
C++: void SetSeedPoints(vtkPoints *points)
|
|||
|
|
|
|||
|
|
Set the seeds. The seeds are in real data coordinates, not in
|
|||
|
|
voxel index locations.
|
|||
|
|
GetSeedPoints(self) -> vtkPoints
|
|||
|
|
C++: virtual vtkPoints *GetSeedPoints()
|
|||
|
|
|
|||
|
|
ThresholdByUpper(self, thresh:float) -> None
|
|||
|
|
C++: void ThresholdByUpper(double thresh)
|
|||
|
|
|
|||
|
|
Values greater than or equal to this threshold will be filled.
|
|||
|
|
ThresholdByLower(self, thresh:float) -> None
|
|||
|
|
C++: void ThresholdByLower(double thresh)
|
|||
|
|
|
|||
|
|
Values less than or equal to this threshold will be filled.
|
|||
|
|
ThresholdBetween(self, lower:float, upper:float) -> None
|
|||
|
|
C++: void ThresholdBetween(double lower, double upper)
|
|||
|
|
|
|||
|
|
Values within this range will be filled, where the range includes
|
|||
|
|
values that are exactly equal to the lower and upper thresholds.
|
|||
|
|
SetReplaceIn(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetReplaceIn(vtkTypeBool _arg)
|
|||
|
|
|
|||
|
|
Replace the filled region by the value set by SetInValue().
|
|||
|
|
GetReplaceIn(self) -> int
|
|||
|
|
C++: virtual vtkTypeBool GetReplaceIn()
|
|||
|
|
|
|||
|
|
ReplaceInOn(self) -> None
|
|||
|
|
C++: virtual void ReplaceInOn()
|
|||
|
|
|
|||
|
|
ReplaceInOff(self) -> None
|
|||
|
|
C++: virtual void ReplaceInOff()
|
|||
|
|
|
|||
|
|
SetInValue(self, val:float) -> None
|
|||
|
|
C++: void SetInValue(double val)
|
|||
|
|
|
|||
|
|
If ReplaceIn is set, the filled region will be replaced by this
|
|||
|
|
value.
|
|||
|
|
GetInValue(self) -> float
|
|||
|
|
C++: virtual double GetInValue()
|
|||
|
|
|
|||
|
|
SetReplaceOut(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetReplaceOut(vtkTypeBool _arg)
|
|||
|
|
|
|||
|
|
Replace the filled region by the value set by SetInValue().
|
|||
|
|
GetReplaceOut(self) -> int
|
|||
|
|
C++: virtual vtkTypeBool GetReplaceOut()
|
|||
|
|
|
|||
|
|
ReplaceOutOn(self) -> None
|
|||
|
|
C++: virtual void ReplaceOutOn()
|
|||
|
|
|
|||
|
|
ReplaceOutOff(self) -> None
|
|||
|
|
C++: virtual void ReplaceOutOff()
|
|||
|
|
|
|||
|
|
SetOutValue(self, val:float) -> None
|
|||
|
|
C++: void SetOutValue(double val)
|
|||
|
|
|
|||
|
|
If ReplaceOut is set, outside the fill will be replaced by this
|
|||
|
|
value.
|
|||
|
|
GetOutValue(self) -> float
|
|||
|
|
C++: virtual double GetOutValue()
|
|||
|
|
|
|||
|
|
GetUpperThreshold(self) -> float
|
|||
|
|
C++: virtual double GetUpperThreshold()
|
|||
|
|
|
|||
|
|
Get the Upper and Lower thresholds.
|
|||
|
|
GetLowerThreshold(self) -> float
|
|||
|
|
C++: virtual double GetLowerThreshold()
|
|||
|
|
|
|||
|
|
SetSliceRangeX(self, _arg1:int, _arg2:int) -> None
|
|||
|
|
C++: virtual void SetSliceRangeX(int _arg1, int _arg2)
|
|||
|
|
SetSliceRangeX(self, _arg:(int, int)) -> None
|
|||
|
|
C++: void SetSliceRangeX(const int _arg[2])
|
|||
|
|
|
|||
|
|
Limit the flood to a range of slices in the specified direction.
|
|||
|
|
GetSliceRangeX(self) -> (int, int)
|
|||
|
|
C++: virtual int *GetSliceRangeX()
|
|||
|
|
|
|||
|
|
SetSliceRangeY(self, _arg1:int, _arg2:int) -> None
|
|||
|
|
C++: virtual void SetSliceRangeY(int _arg1, int _arg2)
|
|||
|
|
SetSliceRangeY(self, _arg:(int, int)) -> None
|
|||
|
|
C++: void SetSliceRangeY(const int _arg[2])
|
|||
|
|
|
|||
|
|
GetSliceRangeY(self) -> (int, int)
|
|||
|
|
C++: virtual int *GetSliceRangeY()
|
|||
|
|
|
|||
|
|
SetSliceRangeZ(self, _arg1:int, _arg2:int) -> None
|
|||
|
|
C++: virtual void SetSliceRangeZ(int _arg1, int _arg2)
|
|||
|
|
SetSliceRangeZ(self, _arg:(int, int)) -> None
|
|||
|
|
C++: void SetSliceRangeZ(const int _arg[2])
|
|||
|
|
|
|||
|
|
GetSliceRangeZ(self) -> (int, int)
|
|||
|
|
C++: virtual int *GetSliceRangeZ()
|
|||
|
|
|
|||
|
|
SetStencilData(self, stencil:vtkImageStencilData) -> None
|
|||
|
|
C++: virtual void SetStencilData(vtkImageStencilData *stencil)
|
|||
|
|
|
|||
|
|
Specify a stencil that will be used to limit the flood fill to an
|
|||
|
|
arbitrarily-shaped region of the image.
|
|||
|
|
GetStencil(self) -> vtkImageStencilData
|
|||
|
|
C++: vtkImageStencilData *GetStencil()
|
|||
|
|
|
|||
|
|
SetActiveComponent(self, _arg:int) -> None
|
|||
|
|
C++: virtual void SetActiveComponent(int _arg)
|
|||
|
|
|
|||
|
|
For multi-component images, you can set which component will be
|
|||
|
|
used for the threshold checks.
|
|||
|
|
SetNeighborhoodRadius(self, _arg1:float, _arg2:float, _arg3:float)
|
|||
|
|
-> None
|
|||
|
|
C++: virtual void SetNeighborhoodRadius(double _arg1,
|
|||
|
|
double _arg2, double _arg3)
|
|||
|
|
SetNeighborhoodRadius(self, _arg:(float, float, float)) -> None
|
|||
|
|
C++: virtual void SetNeighborhoodRadius(const double _arg[3])
|
|||
|
|
|
|||
|
|
The radius of the neighborhood that must be within the threshold
|
|||
|
|
values in order for the voxel to be included in the mask. The
|
|||
|
|
default radius is zero (one single voxel). The radius is
|
|||
|
|
measured in voxels.
|
|||
|
|
GetNeighborhoodRadius(self) -> (float, float, float)
|
|||
|
|
C++: virtual double *GetNeighborhoodRadius()
|
|||
|
|
|
|||
|
|
SetNeighborhoodFraction(self, _arg:float) -> None
|
|||
|
|
C++: virtual void SetNeighborhoodFraction(double _arg)
|
|||
|
|
|
|||
|
|
The fraction of the neighborhood that must be within the
|
|||
|
|
thresholds. The default value is 0.5.
|
|||
|
|
GetNeighborhoodFractionMinValue(self) -> float
|
|||
|
|
C++: virtual double GetNeighborhoodFractionMinValue()
|
|||
|
|
|
|||
|
|
GetNeighborhoodFractionMaxValue(self) -> float
|
|||
|
|
C++: virtual double GetNeighborhoodFractionMaxValue()
|
|||
|
|
|
|||
|
|
GetNeighborhoodFraction(self) -> float
|
|||
|
|
C++: virtual double GetNeighborhoodFraction()
|
|||
|
|
|
|||
|
|
GetMTime(self) -> int
|
|||
|
|
C++: vtkMTimeType GetMTime() override;
|
|||
|
|
|
|||
|
|
Override the MTime to account for the seed points.
|
|||
|
|
GetNumberOfInVoxels(self) -> int
|
|||
|
|
C++: virtual int GetNumberOfInVoxels()
|
|||
|
|
|
|||
|
|
After the filter has executed, use GetNumberOfVoxels() to find
|
|||
|
|
out how many voxels were filled.
|
|||
|
|
ð? can't get dictionary for module vtkImagingMorphological PyInit_vtkImagingMorphological vtkmodules.vtkCommonExecutionModel Failed to load vtkImagingMorphological: No module named %s Initialization failed for vtkImagingMorphological, not compatible with %s vtkmodules.vtkCommonCore vtkmodules.vtkCommonDataModel vtkmodules.vtkImagingCore vtkmodules.vtkImagingGeneral vtkImagingMorphological ;D ç P×ýÿ` ßýÿÀH 0ßýÿ°! Àßýÿä& `àýÿ) ðàýÿ$+ €áýÿT/ âýÿ¼6 °âýÿœ< `ãýÿ|A ðãýÿ@J €äýÿ˜M åýÿH_ åýÿ”` �æýÿÈ Pçýÿì `çýÿh pèýÿŒ �éýÿ° Pêýÿä ëýÿ ÐëýÿL �ìýÿ€ Píýÿ´ îýÿè Ðîýÿ ÀïýÿT °ðýÿŒ �ñýÿÄ pòýÿü Póýÿ4 0ôýÿl õýÿ¤ ðõýÿÜ Ðöýÿ °÷ýÿL �øýÿ„ pùýÿ¼ `úýÿô ðúýÿ, àûýÿd püýÿœ `ýýÿÔ ðýýÿ ÐþýÿD °ÿýÿ| þÿ´ 0þÿì þÿ$ þÿP ðþÿ| àþÿ¨ Ðþÿà Ðþÿ ÐþÿP Ðþÿˆ Ð þÿÀ À
|
|||
|
|
þÿø À þÿ0 À þÿh À
|
|||
|
|
þÿ ÀþÿØ Ðþÿ àþÿH ðþÿ€ þÿ¸ þÿð þÿ( 0þÿ` @þÿ˜ €þÿÐ þÿ Pþÿ@ àþÿx þÿ° ° þÿè ð þÿ € þÿX À þÿ� P þÿÈ �!þÿ "þÿ8 @#þÿp `$þÿ¨ Ð%þÿà `'þÿ )þÿ8 ,þÿ| �,þÿ´ 0þÿø 0þÿ0! 2þÿ|! ð2þÿˆ 3þÿœ 03þÿ° `3þÿÄ p3þÿØ 3þÿì °3þÿ à3þÿ ð3þÿ( 4þÿ< 04þÿP p4þÿd €4þÿx Ð4þÿŒ à4þÿ 5þÿ´ 5þÿ 05þÿ °5þÿ( P6þÿ@ �6þÿT Ð6þÿ" 7þÿ4" à7þÿl" ð7þÿ€" 8þÿœ" 8þÿÄ" °9þÿ# p:þÿ,# �;þÿ¨# p<þÿÌ# P=þÿð# >þÿ$$ ð>þÿ\$ Ð?þÿ”$ AþÿÌ$ Aþÿ% àBþÿ<% pCþÿt% ÀDþÿ % FþÿÌ% �Gþÿ& Hþÿ<& °Iþÿt& Jþÿ�& pJþÿ¬& KþÿÈ! ÀKþÿÜ! ÐKþÿð! ðKþÿ" Lþÿ°" Lþÿ|# `Lþÿ�# ÀLþÿ ' àMþÿ,' ðMþÿT' °Nþÿx' @OþÿÜ' €Pþÿ ( ðQþÿ$( ÀSþÿP( 0Uþÿˆ( àWþÿ´( PXþÿÐ( Yþÿ@' Yþÿ°' ÐYþÿÄ' ÀZþÿ ) à[þÿL) ð[þÿt) °\þÿ˜) @]þÿü) €^þÿ * ð_þÿD* Àaþÿp* 0cþÿ¨* àeþÿÔ* Pfþÿð* gþÿ`) gþÿÐ) Ðgþÿä) Àhþÿ�+ Ðhþÿ¸+ �iþÿð+ ðjþÿ(, €kþÿx, Àlþÿœ, mþÿÔ, €nþÿ - àoþÿD- ppþÿ|- �qþÿ¨- rþÿà- �sþÿ. `uþÿ0. Ðvþÿh. €yþÿ”. �zþÿÌ. {þÿ/ |þÿ / À|þÿ@+ ð|þÿT+ }þÿh+ 0}þÿ|+ @}þÿ¤+ P}þÿÜ+ ~þÿ`, þÿ0 0þÿ,0 €þÿd0 €þÿx0 @€þÿ”0 P€þÿ¼0 �þÿà0 ‚þÿ„1 0ƒþÿ¨1 P„þÿÌ1 ð…þÿø1 Іþÿ02 °‡þÿh2 �ˆþÿ 2 p‰þÿØ2 Њþÿ3 `‹þÿH3 ÀŒþÿ€3 P�þÿ¸3 �Žþÿð3 �þÿ(4 `�þÿ`4 ð�þÿ˜4 ’þÿÐ4 0“þÿ5 ”þÿ@5 0–þÿl5 @—þÿ¤5 P˜þÿÜ5 `™þÿ6 pšþÿL6 Àšþÿh6 0›þÿ„6 `œþÿp/ �œþÿ„/ œþÿ˜/ Ðœþÿ¬/ àœþÿÀ/ �þÿÔ/ �þÿè/ P�þÿü/ `�þÿ¨0 p�þÿ01 ð�þÿD1 �žþÿ\1 Оþÿp1 ŸþÿP7 Ÿþÿx7 àŸþÿð7 ¡þÿ8 P¢þÿ88 ¤þÿd8 ð¤þÿœ8 à¥þÿÔ8 À¦þÿ 9 §þÿD9 ¨þÿ|9 0©þÿ´9 ªþÿì9 °ªþÿ$: ð«þÿ\: €¬þÿ”: þÿÌ: À®þÿ; @°þÿ<; аþÿt; �²þÿ ; ´þÿØ; µþÿ< ¶þÿH< �¶þÿd< À·þÿØ6 ð·þÿì6 ¸þÿ 7 @¸þÿ7 P¸þÿ(7 `¸þÿ<7 p¸þÿd7 €¸þÿœ7 ¹þÿ°7 `¹þÿÄ7 ¹þÿØ7 pºþÿà< €ºþÿ= @»þÿX= P¼þÿ|= p½þÿ = ¿þÿÌ= пþÿ > �Àþÿ4> pÁþÿl> PÂþÿ¤> @ÃþÿÜ> ÐÃþÿ? ÀÄþÿL? PÅþÿ„? pÆþÿ°? Çþÿè? pÈþÿ @ ÊþÿL@ ðÊþÿ„@ àËþÿ¼@ ðÌþÿô@ Îþÿ,A pÎþÿHA Ïþÿ”A ÐþÿÀA ÑþÿøA àÑþÿ0B °ÒþÿhB €Óþÿ¸< �ÓþÿÌ< Óþÿô< °Óþÿ,= 0Ôþÿ@= ÐÔþÿTC àÔþÿ|C Õþÿ C 0×þÿD @Øþÿ4D `ÙþÿXD ÚþÿŒD ÛþÿÄD àÛþÿüD ÀÜþÿ4E ÝþÿlE €Þþÿ¤E €ßþÿÐE ÐàþÿF `áþÿ@F âþÿxF 0ãþÿ°F €äþÿèF åþÿ G `æþÿXG ðæþÿ�G `èþÿÈG ðéþÿôG �ëþÿ@H °íþÿØH ÀîþÿI ÐïþÿHI àðþÿ€I ðñþÿ¸I óþÿðI póþÿ J ôþÿ B Pôþÿ´B `ôþÿÈB �ôþÿÜB ôþÿðB ÐôþÿC àôþÿC ðôþÿ,C õþÿ@C 0õþÿhC @õþÿäC ÀõþÿøC `öþÿ€J pöþÿ¨J 0÷þÿ K pøþÿDK Pùþÿ|K Àúþÿ K �üþÿÌK °ýþÿL Ðþþÿ<L @ ÿÿtL €ÿÿ¬L ÿÿäL ÀÿÿM ÐÿÿHM @ÿÿdM ðÿÿ°M ÿÿXJ 0ÿÿlJ @ÿÿ”J PÿÿÌJ ÿÿàJ P ÿÿôJ � ÿÿK €
|
|||
|
|
ÿÿÈO @ ÿÿìO P ÿÿ¤P ` ÿÿÈP €
|
|||
|
|
ÿÿìP @ÿÿ Q 0ÿÿXQ ÿÿ�Q ÿÿÈQ ÿÿ R ðÿÿ8R àÿÿpR Àÿÿ¨R ÿÿàR €ÿÿS `ÿÿPS @ÿÿˆS ÿÿÀS ÿÿøS àÿÿ0T ÀÿÿhT ÿÿ T � ÿÿØT € ÿÿU p ÿÿHU ÿÿ€U ð ÿÿ¸U €!ÿÿðU p"ÿÿ(V #ÿÿ`V à#ÿÿ˜V à$ÿÿÄV ð%ÿÿüV 'ÿÿ4W (ÿÿlW )ÿÿ¤W 0*ÿÿÜW @+ÿÿX P,ÿÿLX `-ÿÿ„X p.ÿÿ¼X €/ÿÿôX �0ÿÿ,Y 1ÿÿdY °2ÿÿœY À3ÿÿÔY 5ÿÿ Z �5ÿÿDZ Ð6ÿÿ|Z `7ÿÿ´Z 8ÿÿìZ 09ÿÿ$[ P:ÿÿ\[ p;ÿÿ”[ �<ÿÿÌ[ °=ÿÿ\ p?ÿÿ<\ @ÿÿt\ pAÿÿ¬\ CÿÿØ\ Dÿÿ] HÿÿH] °Hÿÿ€] 0LÿÿÄ] ÀLÿÿü] @Pÿÿ@^ ÐPÿÿx^ `TÿÿÀ^ ðTÿÿø^ `Uÿÿ_ Vÿÿ`_ ðVÿÿŒ_ XÿÿÄ_ Yÿÿü_ YÿÿèM °YÿÿüM àYÿÿN ðYÿÿ$N Zÿÿ8N 0ZÿÿLN @Zÿÿ`N PZÿÿtN `ZÿÿˆN pZÿÿœN °Zÿÿ°N ÀZÿÿÄN [ÿÿØN [ÿÿìN P[ÿÿ O `[ÿÿO �[ÿÿ(O [ÿÿ<O \ÿÿPO \ÿÿdO `\ÿÿxO p\ÿÿŒO €\ÿÿ O �\ÿÿ´O \ÿÿ P °\ÿÿP 0]ÿÿ(P Ð]ÿÿ@P ^ÿÿTP P^ÿÿhP �^ÿÿ|P Ð^ÿÿ�P `_ÿÿ8` zR x � $ èÇýÿ° FJ w€ ?;*3$" D `#þÿ! X |#þÿ l x#þÿ! € ”#þÿ ” �#þÿ! ¨ ¬#þÿ ¼ ¨#þÿ! Ð Ä#þÿ ä À#þÿ! ø Ü#þÿ Ø#þÿ: $þÿ 4 $þÿD H <$þÿ \ 8$þÿ! p T$þÿ „ ÀÕýÿ¾ A†NPE
|
|||
|
|
AK ¨ \Öýÿ ¼ $þÿ Ð $þÿ~ ä €$þÿ ŒL ü %þÿ? 4%þÿ< $ ðÕýÿ AƒNPN
|
|||
|
|
AB H ÜÖýÿ A†NPN
|
|||
|
|
AB 0 l Ø×ýÿ¹ BŒK†JPZ
|
|||
|
|
CBJ uAB0 dØýÿ¹ BŒK†JPZ
|
|||
|
|
CBJ uAB0 Ô ðØýÿ¹ BŒK†JPZ
|
|||
|
|
CBJ uAB0 |Ùýÿ¹ BŒK†JPZ
|
|||
|
|
CBJ uAB0 < Úýÿº BŒK†JPZ
|
|||
|
|
CBJ vAB0 p ”Úýÿº BŒK†JPZ
|
|||
|
|
CBJ vAB0 ¤ Ûýÿº BŒK†JPZ
|
|||
|
|
CBJ vAB4 Ø ¬Ûýÿå BŒK†JPZ
|
|||
|
|
CBJ ~
|
|||
|
|
ABG 4 dÜýÿå BŒK†JPZ
|
|||
|
|
CBJ ~
|
|||
|
|
ABG 4 H ÝýÿÜ BŒK†JPZ
|
|||
|
|
CBJ x
|
|||
|
|
ABE 4 € ÄÝýÿÜ BŒK†JPZ
|
|||
|
|
CBJ x
|
|||
|
|
ABE 4 ¸ lÞýÿÜ BŒK†JPZ
|
|||
|
|
CBJ x
|
|||
|
|
ABE 4 ð ßýÿÜ BŒK†JPZ
|
|||
|
|
CBJ x
|
|||
|
|
ABE 4 ( ¼ßýÿÜ BŒK†JPZ
|
|||
|
|
CBJ x
|
|||
|
|
ABE 4 ` dàýÿÜ BŒK†JPZ
|
|||
|
|
CBJ x
|
|||
|
|
ABE 4 ˜ áýÿÞ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 Ð ´áýÿÞ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 \âýÿÞ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 @ ãýÿÞ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 x ¬ãýÿí BŒK†J`j
|
|||
|
|
CBJ YAB 4 ° däýÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 è ¼äýÿí BŒK†J`j
|
|||
|
|
CBJ YAB 4 tåýÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 X Ìåýÿí BŒK†J`j
|
|||
|
|
CBJ YAB 4 � „æýÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 È Üæýÿß BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 „çýÿß BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 8 ,èýÿí BŒK†J`j
|
|||
|
|
CBJ YAB 4 p äèýÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 ¨ <éýÿß BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF ( à äéýÿí BŒK†JP\
|
|||
|
|
ABJ ( ¨êýÿí BŒK†JP\
|
|||
|
|
ABJ ( 8 lëýÿí BŒK†JP\
|
|||
|
|
ABJ 4 d 0ìýÿî BŒK†JPZ
|
|||
|
|
CBJ a
|
|||
|
|
ABD 4 œ èìýÿñ BŒK†JPZ
|
|||
|
|
CBJ `
|
|||
|
|
ABE 4 Ô °íýÿñ BŒK†JPZ
|
|||
|
|
CBJ `
|
|||
|
|
ABE 4
|
|||
|
|
xîýÿñ BŒK†JPZ
|
|||
|
|
CBJ `
|
|||
|
|
ABE 4 D
|
|||
|
|
@ïýÿñ BŒK†JPZ
|
|||
|
|
CBJ `
|
|||
|
|
ABE 4 |
|
|||
|
|
ðýÿî BŒK†JPZ
|
|||
|
|
CBJ a
|
|||
|
|
ABD 4 ´
|
|||
|
|
Àðýÿñ BŒK†JPZ
|
|||
|
|
CBJ `
|
|||
|
|
ABE 4 ì
|
|||
|
|
ˆñýÿñ BŒK†JPZ
|
|||
|
|
CBJ `
|
|||
|
|
ABE 4 $ Pòýÿñ BŒK†JPZ
|
|||
|
|
CBJ `
|
|||
|
|
ABE 4 \ óýÿñ BŒK†JPZ
|
|||
|
|
CBJ `
|
|||
|
|
ABE 4 ” àóýÿ
|
|||
|
|
BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 Ì ¸ôýÿ
|
|||
|
|
BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 �õýÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 < höýÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 t @÷ýÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 ¬ øýÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 ä ðøýÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4
|
|||
|
|
Èùýÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 T
|
|||
|
|
úýÿ7 BŒK†J`j
|
|||
|
|
CBJ k
|
|||
|
|
ABB 4 Œ
|
|||
|
|
¨ûýÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 Ä
|
|||
|
|
üýÿ7 BŒK†J`j
|
|||
|
|
CBJ k
|
|||
|
|
ABB 4 ü
|
|||
|
|
ýýÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 4 `ýýÿ7 BŒK†J`j
|
|||
|
|
CBJ k
|
|||
|
|
ABB 4 l hþýÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 ¤ Àþýÿ7 BŒK†J`j
|
|||
|
|
CBJ k
|
|||
|
|
ABB 4 Ü Èÿýÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 þÿ7 BŒK†J`j
|
|||
|
|
CBJ k
|
|||
|
|
ABB 4 L (þÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 „ €þÿ7 BŒK†J`j
|
|||
|
|
CBJ k
|
|||
|
|
ABB 4 ¼ ˆþÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 ô àþÿ BŒK†JP]
|
|||
|
|
CBG e
|
|||
|
|
ABH 4 , Èþÿ BŒK†JP]
|
|||
|
|
CBG d
|
|||
|
|
ABI 4 d °þÿj BŒK†JP]
|
|||
|
|
DBF m
|
|||
|
|
DBE ( œ èþÿŒ BŒK†J`u
|
|||
|
|
ABA ( È Lþÿ˜ BŒK†J`u
|
|||
|
|
ABA @ ô Àþÿù BŒD†Jp£
|
|||
|
|
CBH U
|
|||
|
|
ABH x
|
|||
|
|
CBC 4 8 | þÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK @ p Ô þÿz BŒD†Jp£
|
|||
|
|
CBH U
|
|||
|
|
ABH x
|
|||
|
|
CBC 4 ´ þÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK H ì hþÿù B�PŽP �B(ŒA0†A8ƒD@Y
|
|||
|
|
8D0A(B BBBH 0 8 þÿO BŒD†D n
|
|||
|
|
ABE DDB l x½ýÿ‰ D„ „ Ð)þÿ ˜ Ü)þÿ ¬ Ø)þÿ À ä)þÿ Ô °þÿ+ Fƒ^DÃ 4 ð ÄþÿØ BŒD†K`_
|
|||
|
|
DBJ I
|
|||
|
|
DBA ( lþÿ < hþÿ A†Z X lþÿ l H)þÿ @ € Tþÿ‹ BŽI�B ŒD(†G0ƒD°l
|
|||
|
|
0A(A BBBH Ä þÿ¾ A†NPE
|
|||
|
|
AK L è <þÿ BŒA†GP|
|
|||
|
|
ABG D
|
|||
|
|
FBL C
|
|||
|
|
CBH w
|
|||
|
|
ABF 8 Œ(þÿJ L È(þÿ` LL d àþÿÔ AƒNPN
|
|||
|
|
AB ˆ œþÿÞ A†NPN
|
|||
|
|
AB 0 ¬ Xþÿº BŒK†JPZ
|
|||
|
|
CBJ vAB4 à äþÿÜ BŒK†JPZ
|
|||
|
|
CBJ w
|
|||
|
|
ABF 4 ŒþÿÜ BŒK†JPZ
|
|||
|
|
CBJ w
|
|||
|
|
ABF 4 P 4þÿ7 BŒK†J`j
|
|||
|
|
CBJ h
|
|||
|
|
ABE 4 ˆ < þÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 À ” þÿ7 BŒK†J`j
|
|||
|
|
CBJ h
|
|||
|
|
ABE 4 ø œ þÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK ( 0 ô þÿL BŒK†J`u
|
|||
|
|
ABA ( \ þÿ] BŒK†J`u
|
|||
|
|
ABA 4 ˆ L þÿj BŒK†JP]
|
|||
|
|
DBF m
|
|||
|
|
DBE 4 À „!þÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 ø \"þÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 0 4#þÿH BŒE L h#þÿd BŒa 4 h ¼#þÿ( BŒR†Y v
|
|||
|
|
ABJ K
|
|||
|
|
DBO Ô¸ýÿ— D’ ( ¼ ¸%þÿ BŒK†J`l
|
|||
|
|
ABJ è ¬&þÿ ü ¸1þÿ ”&þÿ¾ A†NPE
|
|||
|
|
AK 4 4 0'þÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK l X1þÿ¶ € 2þÿè ÔL ˜ \'þÿ? AƒNPN
|
|||
|
|
AB ¼ x(þÿa A†NPN
|
|||
|
|
AB ( à Ä)þÿÇ BŒK†J`u
|
|||
|
|
ABA 4 h+þÿj BŒK†JP]
|
|||
|
|
DBF m
|
|||
|
|
DBE ( D ,þÿ° BŒK†J`u
|
|||
|
|
ABA p $/þÿd BŒa 0 Œ x/þÿ¦ BŒR†R ^
|
|||
|
|
ABI KDB À T·ýÿ‰ D„ ( Ü ˜1þÿ BŒK†J`l
|
|||
|
|
ABJ Œ2þÿ ˜=þÿ 0 t2þÿ¾ A†NPE
|
|||
|
|
AK 4 T 3þÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK Œ 8=þÿ¶ ä=þÿè ÔL ¸ <3þÿ? AƒNPN
|
|||
|
|
AB Ü X4þÿa A†NPN
|
|||
|
|
AB ( ¤5þÿÇ BŒK†J`u
|
|||
|
|
ABA 4 , H7þÿj BŒK†JP]
|
|||
|
|
DBF m
|
|||
|
|
DBE ( d €8þÿ° BŒK†J`u
|
|||
|
|
ABA � ;þÿd BŒa 0 ¬ X;þÿ¦ BŒR†R ^
|
|||
|
|
ABI KDB à ĵýÿ‰ D„ ü xQþÿ) ”Qþÿ $ �Qþÿ) 8 ¬Qþÿ L (=þÿ ` ”Qþÿ t =þÿ¾ A†NPE
|
|||
|
|
AK ˜ lQþÿ¶ 4 ¬ ˜=þÿW BŒK†J`j
|
|||
|
|
CBJ {
|
|||
|
|
ABB 4 ä À>þÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK ¨Qþÿè ÔL 4 ?þÿ? AƒNPN
|
|||
|
|
AB 4 X @þÿß BŒK†JPZ
|
|||
|
|
CBJ {
|
|||
|
|
ABB 4 � Ä@þÿß BŒK†JPZ
|
|||
|
|
CBJ {
|
|||
|
|
ABB 4 È lAþÿW BŒK†J`j
|
|||
|
|
CBJ {
|
|||
|
|
ABB 4 ”Bþÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK ( 8 ìBþÿ BŒK†J`l
|
|||
|
|
ABJ 4 d àCþÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK œ 8Dþÿa A†NPN
|
|||
|
|
AB ( À „EþÿÇ BŒK†J`u
|
|||
|
|
ABA 4 ì (Gþÿj BŒK†JP]
|
|||
|
|
DBF m
|
|||
|
|
DBE ( $ `Hþÿ° BŒK†J`u
|
|||
|
|
ABA 4 P äJþÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 ˆ ¼Kþÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF À ”Lþÿd BŒa 0 Ü èLþÿ¦ BŒR†R ^
|
|||
|
|
ABI KDB $²ýÿ‰ D„ , èlþÿ! @ mþÿ T mþÿ! h mþÿ | mþÿ) � 4mþÿ ¤ 0mþÿ) ¸ Lmþÿ Ì èNþÿ+ Fƒ]EÃ 4 è üNþÿÖ BŒD†K`_
|
|||
|
|
DBJ I
|
|||
|
|
DBA ! ¤Oþÿ 4! Oþÿ A†Z P! ¤Oþÿ d! °lþÿ x! ŒOþÿ¾ A†NPE
|
|||
|
|
AK L œ! (Pþÿ BŒA†GP|
|
|||
|
|
ABG D
|
|||
|
|
FBL C
|
|||
|
|
CBH h
|
|||
|
|
ABE ì! 8lþÿ~ " ¤lþÿ ŒL " ,mþÿ? ," Xmþÿ< @" ”Pþÿ AƒNPN
|
|||
|
|
AB d" €Qþÿ A†NPN
|
|||
|
|
AB ( ˆ" |Rþÿ˜ BŒK†J`u
|
|||
|
|
ABA 4 ´" ðSþÿÜ BŒK†JPZ
|
|||
|
|
CBJ x
|
|||
|
|
ABE 4 ì" ˜Tþÿß BŒK†JPZ
|
|||
|
|
CBJ {
|
|||
|
|
ABB 4 $# @Uþÿß BŒK†JPZ
|
|||
|
|
CBJ {
|
|||
|
|
ABB 4 \# èUþÿÜ BŒK†JPZ
|
|||
|
|
CBJ x
|
|||
|
|
ABE 4 ”# �VþÿW BŒK†J`j
|
|||
|
|
CBJ {
|
|||
|
|
ABB 4 Ì# ¸Wþÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 $ XþÿW BŒK†J`j
|
|||
|
|
CBJ {
|
|||
|
|
ABB 4 <$ 8Yþÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 t$ �Yþÿ7 BŒK†J`j
|
|||
|
|
CBJ k
|
|||
|
|
ABB 4 ¬$ ˜Zþÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 ä$ ðZþÿ7 BŒK†J`j
|
|||
|
|
CBJ k
|
|||
|
|
ABB 4 % ø[þÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 T% P\þÿ BŒK†JP]
|
|||
|
|
CBG d
|
|||
|
|
ABI 4 Œ% 8]þÿ BŒK†JP]
|
|||
|
|
CBG e
|
|||
|
|
ABH 4 Ä% ^þÿj BŒK†JP]
|
|||
|
|
DBF m
|
|||
|
|
DBE ( ü% X_þÿŒ BŒK†J`u
|
|||
|
|
ABA 4 (& ¼`þÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 `& ”aþÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 ˜& lbþÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 Ð& Dcþÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF ' dþÿH BŒE $' Pdþÿd BŒa 4 @' ¤dþÿ( BŒR†Y v
|
|||
|
|
ABJ K
|
|||
|
|
DBO x' L«ýÿ— D’ ”' à€þÿ! ¨' ü€þÿ ¼' ø€þÿ1 Ð' $�þÿ ä' �þÿ ø' �þÿ ( ¸gþÿ ( �þÿ 4( gþÿ¾ A†NPE
|
|||
|
|
AK X( Ü€þÿ˜ l( h�þÿ? €( ”�þÿ< ”( À�þÿÄ °L ¬( ègþÿ" AƒNPN
|
|||
|
|
AB Ð( ôhþÿ> A†NPN
|
|||
|
|
AB ( ô( jþÿ§ BŒK†J`u
|
|||
|
|
ABA 4 ) ”kþÿá BŒK†JPZ
|
|||
|
|
CBJ w
|
|||
|
|
ABF 4 X) Llþÿá BŒK†JPZ
|
|||
|
|
CBJ w
|
|||
|
|
ABF 4 �) mþÿÜ BŒK†JPZ
|
|||
|
|
CBJ x
|
|||
|
|
ABE 4 È) ¬mþÿÜ BŒK†JPZ
|
|||
|
|
CBJ x
|
|||
|
|
ABE 4 * Tnþÿò BŒK†J`j
|
|||
|
|
CBJ ^AB 4 8* oþÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 p* toþÿï BŒK†J`j
|
|||
|
|
CBJ [AB 4 ¨* ,pþÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 à* „pþÿ7 BŒK†J`j
|
|||
|
|
CBJ k
|
|||
|
|
ABB 4 + Œqþÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 P+ äqþÿ BŒK†JP]
|
|||
|
|
CBG d
|
|||
|
|
ABI 4 ˆ+ Ìrþÿ BŒK†JP]
|
|||
|
|
CBG e
|
|||
|
|
ABH 4 À+ ´sþÿw BŒK†J`j
|
|||
|
|
CBJ …
|
|||
|
|
ABH 4 ø+ ütþÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK ( 0, TuþÿÀ BŒK†J`u
|
|||
|
|
ABA 4 \, èvþÿj BŒK†JP]
|
|||
|
|
DBF m
|
|||
|
|
DBE 4 ”, xþÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 Ì, øxþÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF - Ðyþÿd BŒa 4 - $zþÿ- BŒR†R y
|
|||
|
|
ABF d
|
|||
|
|
DBN X- ¦ýÿ¯ Dª t- À–þÿ ˆ- ¼–þÿ œ- ˆ}þÿ °- ¤–þÿ Ä- p}þÿ¾ A†NPE
|
|||
|
|
AK è- |–þÿ~ ü- è–þÿ ŒL . à}þÿ AƒNPN
|
|||
|
|
AB 8. Ì~þÿ A†NPN
|
|||
|
|
AB ( \. Èþÿ˜ BŒK†J`u
|
|||
|
|
ABA 0 ˆ. <�þÿ¾ BŒK†JPZ
|
|||
|
|
CBJ zAB0 ¼. È�þÿ¾ BŒK†JPZ
|
|||
|
|
CBJ zAB4 ð. T‚þÿÝ BŒK†JPZ
|
|||
|
|
CBJ y
|
|||
|
|
ABD 4 (/ ü‚þÿÝ BŒK†JPZ
|
|||
|
|
CBJ y
|
|||
|
|
ABD 4 `/ ¤ƒþÿæ BŒK†J`j
|
|||
|
|
CBJ RAB 4 ˜/ \„þÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 Ð/ ´„þÿæ BŒK†J`j
|
|||
|
|
CBJ RAB 4 0 l…þÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK ( @0 Ä…þÿ BŒK†J`l
|
|||
|
|
ABJ 4 l0 ¸†þÿ„ BŒA†G \
|
|||
|
|
DBD r
|
|||
|
|
ABK 4 ¤0 ‡þÿj BŒK†JP]
|
|||
|
|
DBF m
|
|||
|
|
DBE ( Ü0 HˆþÿŒ BŒK†J`u
|
|||
|
|
ABA 4 1 ¬‰þÿã BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 @1 dŠþÿã BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 x1 ‹þÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 °1 ô‹þÿ BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF è1 ÌŒþÿd BŒa 0 2 �þÿ¦ BŒR†R ^
|
|||
|
|
ABI KDB 82 Ü¡ýÿ‰ D„( P2 „�þÿß BŒK†JP\
|
|||
|
|
ABJ 4 |2 8Žþÿ
|
|||
|
|
BŒF†DPx
|
|||
|
|
DBF d
|
|||
|
|
DBF 4 ´2 �þÿÏ BŒK†JPZ
|
|||
|
|
CBJ ~
|
|||
|
|
ABG 4 ì2 ¨�þÿÏ BŒK†JPZ
|
|||
|
|
CBJ ~
|
|||
|
|
ABG 4 $3 @�þÿÏ BŒK†JPZ
|
|||
|
|
CBJ ~
|
|||
|
|
ABG \3 x±þÿ! p3 ”±þÿ „3 �±þÿ! ˜3 ¬±þÿ ¬3 ¨±þÿ! À3 ıþÿ Ô3 À±þÿ è3 ¼±þÿ! ü3 رþÿ 4 t‘þÿ $4 À±þÿ 84 \‘þÿ¾ A†NPE
|
|||
|
|
AK @ \4 ø‘þÿŽ BŒD†J`£
|
|||
|
|
CBH U
|
|||
|
|
ABH D
|
|||
|
|
NBL 4 T±þÿ~ ´4 À±þÿ ŒL Ì4 “þÿ AƒNPN
|
|||
|
|
AB ð4 ”þÿ A†NPN
|
|||
|
|
AB 0 5 •þÿº BŒK†JPZ
|
|||
|
|
CBJ vAB4 H5 Œ•þÿÝ BŒK†JPZ
|
|||
|
|
CBJ y
|
|||
|
|
ABD 4 €5 4–þÿÜ BŒK†JPZ
|
|||
|
|
CBJ z
|
|||
|
|
ABC 4 ¸5 Ü–þÿÜ BŒK†JPZ
|
|||
|
|
CBJ x
|
|||
|
|
ABE 4 ð5 „—þÿÜ BŒK†JPZ
|
|||
|
|
CBJ z
|