ELF

>
 ü@øÓ
@8@
ÜñÜñ 
PüPü'Pü'˜Ö¸ß hühü'hü'à
à
È
È
È
$$PåtdP§P§P§,,QåtdRåtdPüPü'Pü'°°
GNUŽ¼çžÑüRC¿¨ÓÉA×Ô	EC+
	0@‡ѠŠ
‚
€@€&
HÄdÀ
¼/®EAKP²ð
8„¨àh($³DÀZFm+
.
/
0
2
6
7
8
:
;
<
@
A
E
F
G
H
K
M
P
R
S
U
V
X
Z
[
\
]
a
b
d
e
f
g
j
k
m
o
q
s
u
w
y
z
{
|
}
€
‚
ƒ
XFx‘ܺF„uU..턽”7j¾åND½åüYàD½åÍûDD?áÇ3ûþPºåӣ‚ޢ÷ïKüâ-?B½åñ·öTEhüPº.ÎÏpø± ¬Ñâžko|'N%ô@½å…[KƒS}ñûëÓïáñØÖ%€3†C…C~g¼å›>‹FI!ÈÍðU½åªc,†óîñô¦Î%%:'[¿H”ã6Z7@ÒtoßSn¼å5Ae½å½sŠh,^Þþ±j¾å-ˆ¨ÙKd6C
Ìã>¯Ž)Á'˜ÁÐïqîûZFøŠ@}!Œâ/ëóP$3®uED
½åñD>x۴=P@½åýwvñøÍ?½åŠûíkûax)R’fT#C)ðGvó
½å/v¿“ƒþ=½å˜SÑãük֌'TԫîÙFåt1¥÷ï	XõèÒ*Ü*èÒ*Jê
¨‚
2
U
Ó_ˆ]
ja„R
âPsÕ —À§ ü’
:ï	ðBBê,
š2
š
²
’¡	´(ò
"
Ö
Ó]6
FÌ²{²
Ï
–
ë
 Q"‡
ÝiŠ˜R±
õãÚ	X…F
Mù
ÈŠ
|	©¡
.
Ñè	rxêúOf
Ú»ºìž¢*ö	Îâ-¯
ÂG	¨I
µ‚
fú
3	
æ
X
 ÇBZ¼Ú"¬Ý
z
¦:Ð&


4Á‚¸š[Õ
¦|€‚:
t=t	ܠήI¿ ²ˆuäj
*Åd
2Ç
òá	—+jhH…

Ã
‚}r
>
Ý._*
Z
	z¶ò
t*{þ	2ސa ð¨ÒJB

k
¢Å	ì¢
mã
úä
º
ŽÁ
þ!
ôN
8oiª
¸	ªTùš
"	8 Ã`
O‰"¹
òmb
X·È
0V
b¾¢
Ü
¸r
BŠ
°Î
ÊR"X=ª
’
J
z
ÚuMy
üpÀ
ÖÄZ	€±D)€Ù*È©ÐÓ*k`Ú*ÈÃpͱ@Ͷ Ê¨ Íþ°Ó*ÙàÊÑÀÓ*t ʽPÔ*|0Êê@Ô*ŸÍ`Ó*`Ë
lÊŒPÊŒàÉÇÀÊ% Ô*³àÖ*ȖàÌëpÓ* Õ*ÈÜͨàÓ*˜
@Ó*ô Ë•`ÊՐ͔pÔ*?Ô*ÿ
 Ó*``̍$±g€Ô*	XõžpÊØ°Á °³œ
ÓÖ*ÈN@Ì®ÊÌ€ÍâðÊ
r€Ì
! ËбÝ
>€Ó*º`Íé Ó*@PÓ*ý0Ô*ÐÐʉ	ÐÁ¾°Ê€ËSÔ*Ó*} Ø*È¿@Û*Èí
ðÉpË
ipÌ
ý@ËE Ì] ±TÐÌ
<ÌPÀÍ„°ÌRÔ*{ðÓ*5ˆØ*ëË@ ÍWPÌ3àËÀ×*È{Ì•`Ô*À
0Ó*¥€Êê`Ñ*ˆ
*ÀË„@Ê__gmon_start___init_fini_ITM_deregisterTMCloneTable_ITM_registerTMCloneTable__cxa_finalize_Jv_RegisterClasses_Py_NoneStructPyArg_ParseTupleAndKeywordsarray_from_pyobjPyErr_SetStringPyErr_OccurredPy_BuildValuePyEval_SaveThreadPyEval_RestoreThreadPyNumber_IntPyComplex_TypePyType_IsSubtypePyObject_GetAttrStringPyErr_ClearPySequence_CheckPySequence_GetItem__sprintf_chk__stack_chk_failcb_dselect_in_gees__user__routines_capicb_dselect_in_gees__user__routines_args_capiF2PyCapsule_Checkcb_dselect_in_gees__user__routines_nofargsPyFloat_FromDoublePyTuple_SetItemstderrfwritePyObject_CallObjectPyTuple_SizePyTuple_GetItemF2PyCapsule_AsVoidPtrPySequence_Tuplecb_dselect_in_gees__user__routines_jmpbuf__longjmp_chkcb_sselect_in_gees__user__routines_capicb_sselect_in_gees__user__routines_args_capicb_sselect_in_gees__user__routines_nofargscb_sselect_in_gees__user__routines_jmpbufcb_dselect_in_gges__user__routines_capicb_dselect_in_gges__user__routines_args_capicb_dselect_in_gges__user__routines_nofargscb_dselect_in_gges__user__routines_jmpbufcb_sselect_in_gges__user__routines_capicb_sselect_in_gges__user__routines_args_capicb_sselect_in_gges__user__routines_nofargscb_sselect_in_gges__user__routines_jmpbufcb_zselect_in_gees__user__routines_capicb_zselect_in_gees__user__routines_args_capicb_zselect_in_gees__user__routines_nofargsPyComplex_FromDoublescb_zselect_in_gees__user__routines_jmpbufcb_cselect_in_gees__user__routines_capicb_cselect_in_gees__user__routines_args_capicb_cselect_in_gees__user__routines_nofargscb_cselect_in_gees__user__routines_jmpbufcb_zselect_in_gges__user__routines_capicb_zselect_in_gges__user__routines_args_capicb_zselect_in_gges__user__routines_nofargscb_zselect_in_gges__user__routines_jmpbufcb_cselect_in_gges__user__routines_capicb_cselect_in_gges__user__routines_args_capicb_cselect_in_gges__user__routines_nofargscb_cselect_in_gges__user__routines_jmpbufPyFloat_TypePyNumber_FloatPyFunction_TypePyObject_HasAttrStringPyFortran_Type__fprintf_chkPyTuple_NewPyInt_AsLongPyTuple_Type_setjmp_npy_f2py_ARRAY_APImallocstrncpyPyExc_ValueErrorPyExc_MemoryErrorPyObject_Strfreeinit_flapackPy_InitModule4_64PyType_TypePyImport_ImportModulePyCObject_TypePyExc_RuntimeErrorPyExc_ImportErrorPyErr_PrintPyCObject_AsVoidPtrPyModule_GetDictPyString_FromStringPyErr_NewExceptionPyFortranObject_NewAsAttrPyDict_GetItemStringF2PyCapsule_FromVoidPtrPyObject_SetAttrStringPyErr_FormatPyExc_AttributeErrorsgges_dgges_cgges_zgges_spbtrf_dpbtrf_cpbtrf_zpbtrf_spbtrs_dpbtrs_cpbtrs_zpbtrs_strtrs_dtrtrs_ctrtrs_ztrtrs_spbsv_dpbsv_cpbsv_zpbsv_sgebal_dgebal_cgebal_zgebal_sgehrd_dgehrd_cgehrd_zgehrd_sgbsv_dgbsv_cgbsv_zgbsv_sgesv_dgesv_cgesv_zgesv_sgetrf_dgetrf_cgetrf_zgetrf_sgetrs_dgetrs_cgetrs_zgetrs_sgetri_dgetri_cgetri_zgetri_sgesdd_dgesdd_cgesdd_zgesdd_sgelss_dgelss_cgelss_zgelss_sgeqp3_dgeqp3_cgeqp3_zgeqp3_sgeqrf_dgeqrf_cgeqrf_zgeqrf_sgerqf_dgerqf_cgerqf_zgerqf_sorgqr_dorgqr_cungqr_zungqr_sormqr_dormqr_cunmqr_zunmqr_sorgrq_dorgrq_cungrq_zungrq_sgeev_dgeev_cgeev_zgeev_sgegv_dgegv_cgegv_zgegv_ssyev_dsyev_cheev_zheev_ssyevd_dsyevd_cheevd_zheevd_sposv_dposv_cposv_zposv_spotrf_dpotrf_cpotrf_zpotrf_spotrs_dpotrs_cpotrs_zpotrs_spotri_dpotri_cpotri_zpotri_slauum_dlauum_clauum_zlauum_strtri_dtrtri_ctrtri_ztrtri_strsyl_dtrsyl_ctrsyl_ztrsyl_slaswp_dlaswp_claswp_zlaswp_cgees_zgees_sgees_dgees_sggev_dggev_cggev_zggev_ssbev_dsbev_ssbevd_dsbevd_ssbevx_dsbevx_chbevd_zhbevd_chbevx_zhbevx_f2pywrapdlamch_f2pywrapslamch_sgbtrf_dgbtrf_cgbtrf_zgbtrf_sgbtrs_dgbtrs_cgbtrs_zgbtrs_ssyevr_dsyevr_cheevr_zheevr_ssygv_dsygv_chegv_zhegv_ssygvd_dsygvd_chegvd_zhegvd_ssygvx_dsygvx_chegvx_zhegvx_PyString_AsStringPyString_FromFormatPyMem_FreePyExc_TypeErrorF2PyDict_SetItemString_PyObject_NewPyDict_NewPyFortranObject_Newmemset__strcat_chkstrcmpmemcpyPyDict_DelItemStringcopy_ND_arrayPyCObject_FromVoidPtrPy_FindMethodstrlenPyString_FromStringAndSizePyString_ConcatAndDelPyMem_MallocPyOS_snprintfPyErr_NoMemorywcdotc_wcdotu_wzdotc_wzdotu_wcladiv_wzladiv_wsdot_wsdsdot_wsasum_wsnrm2_wscasum_wscnrm2_wclangb_wclange_wclangt_wclanhb_wclanhe_wclanhp_wclanhs_wclanht_wclansb_wclansp_wclansy_wclantb_wclantp_wclantr_wscsum1_wslangb_wslange_wslangt_wslanhs_wslansb_wslansp_wslanst_wslansy_wslantb_wslantp_wslantr_wslapy2_wslapy3_wslamch_wslamc3_liblapack.so.3libf77blas.so.3libc.so.6_edata__bss_start_endGLIBC_2.11GLIBC_2.14GLIBC_2.4GLIBC_2.2.5GLIBC_2.3.4




























































































ý‘‘–”‘–*ii
5ui	?ti	KPü'PýXü'ý ( ()Gàȓ)9úГ)Eúؓ)úà“)úè“)úð“)#úø“))ú”)fñ”)Oà”)/ú”);ú@”)àH”)9úP”)EúX”)ú`”)úh”)úp”)#úx”))ú€”)fñˆ”)à”)/ú˜”);ú)}àȔ)9úД)Eúؔ)úà”)úè”)úð”)#úø”))ú•)fñ•)…à•)/ú•);ú@•)bàH•)9úP•)EúX•)ú`•)úh•)úp•)#úx•))ú€•)fñˆ•)jà•)/ú˜•);ú)\úȕ)GúЕ)Múؕ)Rú–)\ú–)Gú–)Mú–)Rú@–)\úH–)GúP–)MúX–)Rú€–)\úˆ–)Gú–)Mú˜–)Rú)\úȖ)EúЖ)Gúؖ)Múà–);ú—)\ú—)Eú—)Gú—)Mú —);ú@—)\úH—)EúP—)GúX—)Mú`—);ú€—)\úˆ—)Eú—)Gú˜—)Mú —);ú)9úȗ)EúЗ)Gúؗ)_úà—)eúè—)núð—);ú˜)9ú˜)Eú˜)Gú˜)_ú ˜)eú(˜)nú0˜);ú@˜)9úH˜)EúP˜)GúX˜)_ú`˜)eúh˜)núp˜);ú€˜)9úˆ˜)Eú˜)Gú˜˜)_ú ˜)eú¨˜)nú°˜);ú)\úȘ)EúИ)Gúؘ)Múà˜)Rúè˜);ú™)\ú™)Eú™)Gú™)Mú ™)Rú(™);ú@™)\úH™)EúP™)GúX™)Mú`™)Rúh™);ú€™)\úˆ™)Eú™)Gú˜™)Mú ™)Rú¨™);ú)9úș)rúЙ)xúؙ)/úš)9úš)rúš)xúš)/ú@š)9úHš)rúPš)xúXš)/ú€š)9úˆš)rúš)xú˜š)/ú)9úȚ)MûК)€úؚ)fñàš)/ú›)9ú›)Mû›)€ú›)fñ ›)/ú@›)9úH›)MûP›)€úX›)fñ`›)/ú€›)9úˆ›)Mû›)€ú˜›)fñ ›)/ú)Ðț)MûЛ)€úà›)Ðè›)Mûð›)€úœ)Ðœ)Mûœ)€ú œ)Ð(œ)Mû0œ)€ú@œ)ƒúHœ)†úPœ)\úXœ)Eú`œ)Rúhœ);ú€œ)ƒúˆœ)†úœ)\ú˜œ)Eú œ)Rú¨œ);ú)ƒúȜ)†úМ)\ú؜)Eúàœ)Rúèœ);ú)ƒú)†ú)\ú)Eú )Rú();ú@)9úH)EúP)/úX);ú€)9úˆ)Eú)/ú˜);ú)9úȝ)EúН)/ú؝);úž)9úž)Eúž)/úž);ú0ž)9ú8ž)/úPž)9úXž)/úpž)9úxž)/úž)9ú˜ž)/ú)“úȞ)>ûО)Eú؞)_úàž);úŸ)“úŸ)>ûŸ)EúŸ)_ú Ÿ);ú@Ÿ)“úHŸ)>ûPŸ)EúXŸ)_ú`Ÿ);ú€Ÿ)“úˆŸ)>ûŸ)Eú˜Ÿ)_ú Ÿ);ú)“úȟ)>ûП)fñ؟)‰ú )“ú )>û )fñ )‰ú@ )“úH )>ûP )fñX )‰ú€ )“úˆ )>û )fñ˜ )‰ú° )Ð )ÐР)Ðà )С)9ú¡)–ú¡)¡ú¡)fñ ¡)/ú@¡)9úH¡)–úP¡)¡úX¡)fñ`¡)/ú€¡)Þ݈¡)А¡)–ú˜¡)¡ú!)ÞÝȡ)ÐС)–úء)¡ú¢)9ú¢)–ú¢)¡ú¢)fñ ¢)/ú@¢)9úH¢)–úP¢)¡úX¢)fñ`¢)/ú€¢)Þ݈¢)А¢)–ú˜¢)¡ú")ÞÝȢ)ÐТ)–úآ)¡ú£)9ú£)Eú£)¯ú£)fñ £)/ú(£);ú@£)9úH£)EúP£)¯úX£)fñ`£)/úh£);ú€£)9úˆ£)Eú£)¯ú˜£)fñ £)/ú¨£);ú#)9úȣ)EúУ)¯úأ)fñà£)/úè£);ú¤)9ú¤)fñ¤)/ú ¤)9ú(¤)fñ0¤)/ú@¤)9úH¤)fñP¤)/ú`¤)9úh¤)fñp¤)/ú€¤)9úˆ¤)fñ¤)/ú ¤)9ú¨¤)fñ°¤)/ú$)9úȤ)fñФ)/úà¤)9úè¤)fñð¤)/ú¥)9ú¥)fñ¥)/ú ¥)9ú(¥)fñ0¥)/ú@¥)9úH¥)fñP¥)/ú`¥)9úh¥)fñp¥)/ú€¥)9úˆ¥)´ú¥)fñ˜¥)/ú%)9úȥ)´úХ)fñإ)/ú¦)9ú¦)´ú¦)fñ¦)/ú@¦)9úH¦)´úP¦)fñX¦)/ú€¦)¸úˆ¦)_ú¦)9ú˜¦)´ú ¦)Çú¨¦)fñ°¦)½ú&)¸úȦ)_úЦ)9úئ)´úà¦)Çúè¦)fñð¦)½ú§)¸ú§)_ú§)9ú§)´ú §)Çú(§)fñ0§)½ú@§)¸úH§)_úP§)9úX§)´ú`§)Çúh§)fñp§)½ú€§)9úˆ§)´ú§)fñ˜§)/ú')9úȧ)´úЧ)fñا)/ú¨)9ú¨)´ú¨)fñ¨)/ú@¨)9úH¨)´úP¨)fñX¨)/ú€¨)9úˆ¨)Éú¨)Ôú˜¨)fñ ¨)/ú()9úȨ)ÉúШ)Ôúب)fñà¨)/ú©)Щ)Éú©)Ôú ©)Ð(©)Éú0©)Ôú@©)9úH©)ÉúP©)ÔúX©)fñ`©)/ú€©)9úˆ©)Éú©)Ôú˜©)fñ ©)/ú))Ðȩ)ÉúЩ)Ôúà©)Ðè©)Éúð©)Ôúª)9úª)Eúª)Éúª)Ôú ª)fñ(ª)/ú0ª);ú@ª)9úHª)EúPª)ÉúXª)Ôú`ª)fñhª)/úpª);ú€ª)9úˆª)Eúª)Éú˜ª)Ôú ª)fñ¨ª)/ú°ª);ú*)9úȪ)EúЪ)Éúت)Ôúàª)fñèª)/úðª);ú«)9ú«)ßú«)Gú«)fñ «)/ú@«)9úH«)ßúP«)GúX«)fñ`«)/ú€«)9úˆ«)ßú«)Gú˜«)fñ «)/ú+)9úȫ)ßúЫ)Gúث)fñà«)/ú¬)9ú¬)ßú¬)Gú¬)fñ ¬)/ú@¬)9úH¬)ßúP¬)GúX¬)fñ`¬)/ú€¬)9úˆ¬)ßú¬)Gú˜¬)fñ ¬)/ú,)9úȬ)ßúЬ)Gúج)fñà¬)/ú­)9ú­)Eú­)Gú­)/ú ­);ú@­)9úH­)EúP­)GúX­)/ú`­);ú€­)9úˆ­)Eú­)Gú˜­)/ú ­);ú-)9úȭ)EúЭ)Gúح)/úà­);ú®)9ú®)Gú®)éú®)/ú@®)9úH®)GúP®)éúX®)/ú€®)9úˆ®)Gú®)éú˜®)/ú.)9úȮ)GúЮ)éúخ)/ú¯)Çú¯)Eú¯)Gú¯);ú@¯)ÇúH¯)EúP¯)GúX¯);ú€¯)Çúˆ¯)Eú¯)Gú˜¯);ú/)Çúȯ)EúЯ)Gúد);ú°)Çú°)Gú°)½ú °)Çú(°)Gú0°)½ú@°)ÇúH°)GúP°)½ú`°)Çúh°)Gúp°)½ú€°)Çúˆ°)Gú°)½ú °)Çú¨°)Gú°°)½ú0)ÇúȰ)Gúа)½úà°)Çúè°)Gúð°)½ú±)Çú±)Gú±)eú±)½ú@±)ÇúH±)GúP±)eúX±)½ú€±)Çúˆ±)Gú±)eú˜±)½ú1)Çúȱ)Gúб)eúر)½ú²)9ú²)Eú²)Çú²)ïú ²)õú(²)ûú0²)½ú@²)9úH²)EúP²)ÇúX²)ïú`²)õúh²)ûúp²)½ú€²)9úˆ²)Eú²)Çú˜²)ïú ²)õú¨²)ûú°²)½ú2)9úȲ)Eúв)Çúز)ïúà²)õúè²)ûúð²)½ú³)9ú³)>û³)û³)û ³)û(³)
û0³)/ú@³)9úH³)>ûP³)ûX³)û`³)ûh³)
ûp³)/ú€³)9úˆ³)>û³)û˜³)û ³)û¨³)
û°³)/ú3)9úȳ)>ûг)ûس)ûà³)ûè³)
ûð³)/ú´)}à´)9ú´)ßú´)ú ´)fñ(´)…à0´)/ú@´)bàH´)9úP´)ßúX´)ú`´)fñh´)jàp´)/ú€´)Gàˆ´)9ú´)ßú˜´)ú ´)fñ¨´)Oà°´)/ú4)àȴ)9úд)ßúش)úà´)fñè´)àð´)/úµ)9úµ)Eúµ)Éúµ)Ôú µ)fñ(µ)/ú0µ);ú@µ)9úHµ)EúPµ)ÉúXµ)Ôú`µ)fñhµ)/úpµ);ú€µ)9úˆµ)Eúµ)Éú˜µ)Ôú µ)fñ¨µ)/ú°µ);ú5)9úȵ)Eúе)Éúص)Ôúàµ)fñèµ)/úðµ);ú¶)\ú¶)ßú¶)Gú¶)Mú ¶)Rú@¶)\úH¶)ßúP¶)GúX¶)Mú`¶)Rú€¶)\úˆ¶)ßú¶)Gú˜¶)Mú ¶)û¨¶)Rú6)\úȶ)ßúж)Gúض)Múà¶)ûè¶)Rú·)\ú·)Ñú·)û·)û ·)û(·)Mú0·)ßú8·)û@·)GúH·)$ûP·)+ûX·)Rú€·)\úˆ·)Ñú·)û˜·)û ·)û¨·)Mú°·)ßú¸·)û7)Gúȷ)$ûз)+ûط)Rú¸)\ú¸)ßú¸)Gú¸)Mú ¸)0û(¸)û0¸)Rú@¸)\úH¸)ßúP¸)GúX¸)Mú`¸)0ûh¸)ûp¸)Rú€¸)\úˆ¸)Ñú¸)û˜¸)û ¸)û¨¸)Mú°¸)ßú¸¸)û8)Gúȸ)$ûи)+ûظ)Rú¹)\ú¹)Ñú¹)û¹)û ¹)û(¹)Mú0¹)ßú8¹)û@¹)GúH¹)$ûP¹)+ûX¹)Rúp¹)7û€¹)7û ¹)\ú¨¹)ƒú°¹)†ú¸¹)ÞÝ9)Ðȹ)Múй)Rúà¹)\úè¹)ƒúð¹)†úø¹)Þݺ)к)Múº)Rú º)\ú(º)ƒú0º)†ú8º)ÞÝ@º)ÐHº)MúPº)Rú`º)\úhº)ƒúpº)†úxº)ÞÝ€º)Јº)Múº)Rú º)\ú¨º)ƒú°º)†ú¸º)Eú:)=ûȺ)_úк)Ðغ)Múàº)Bûèº);ú»)\ú»)ƒú»)†ú»)Eú »)=û(»)_ú0»)Ð8»)Mú@»)BûH»);ú`»)\úh»)ƒúp»)†úx»)Eú€»)=ûˆ»)_ú»)И»)Mú »)Bû¨»);ú;)\úȻ)ƒúл)†úػ)Eúà»)=ûè»)_úð»)Ðø»)Mú¼)Bû¼);ú ¼)9ú(¼)Fû0¼)û8¼)Kû@¼)ûH¼)ûP¼)fñX¼)/ú€¼)9úˆ¼)Fû¼)û˜¼)Kû ¼)û¨¼)û°¼)fñ¸¼)/úà¼)9úè¼)Fûð¼)ûø¼)Kû½)û½)û½)fñ½)/ú@½)9úH½)FûP½)ûX½)Kû`½)ûh½)ûp½)fñx½)/ú ½)9ú¨½)Eú°½)Pû¸½)Fû=)KûȽ)/úн);úà½)9úè½)Eúð½)Pûø½)Fû¾)Kû¾)/ú¾);ú ¾)9ú(¾)Eú0¾)Pû8¾)Fû@¾)KûH¾)/úP¾);ú`¾)9úh¾)Eúp¾)Pûx¾)Fû€¾)Kûˆ¾)/ú¾);ú ¾)9ú¨¾)Eú°¾)Pû¸¾)Fû>)KûȾ)fñо)/úؾ);ú¿)9ú¿)Eú¿)Pû¿)Fû ¿)Kû(¿)fñ0¿)/ú8¿);ú`¿)9úh¿)Eúp¿)Pûx¿)Fû€¿)Kûˆ¿)fñ¿)/ú˜¿);ú?)9úȿ)Eúп)Pûؿ)Fûà¿)Kûè¿)fñð¿)/úø¿);ú À)9ú(À)Eú0À)û8À)Pû@À)FûHÀ)KûPÀ)ûXÀ)fñ`À)/úhÀ);ú€À)9úˆÀ)EúÀ)û˜À)Pû À)Fû¨À)Kû°À)û¸À)fñÀÀ)/úÈÀ);úàÀ)9úèÀ)EúðÀ)ûøÀ)PûÁ)FûÁ)KûÁ)ûÁ)fñ Á)/ú(Á);ú@Á)9úHÁ)EúPÁ)ûXÁ)Pû`Á)FûhÁ)KûpÁ)ûxÁ)fñ€Á)/úˆÁ);ú Á)HêÃ)¥Ã) Ž)Ã)ÐépÄ)P—xÄ)€ˆ)€Ä)céàÅ)°‰èÅ)@ƒ)ðÅ)ìèPÇ)|XÇ)~)`Ç)åðÀÈ) ÆÈÈ)`|)ÐÈ)€ô0Ê)8Ê)Àz)@Ê)"ñ Ë)˨Ë) y)°Ë){ñÍ) ÕÍ)€w) Í)Òõ€Î) 8ˆÎ) u)Î)x÷ðÏ)ðoøÏ)Às)Ð):÷`Ñ)0jhÑ)àq)pÑ)”õÐÒ)à2ØÒ)p)àÒ)¸ß@Ô)PHÔ)Àm)PÔ)Nß°Õ)À{¸Õ)€k)ÀÕ)äÞ ×)0v(×)@i)0×)zސØ) p˜Ø)g) Ø)øÚ)Ú) d)Ú)=öpÛ)€DxÛ)@b)€Û)JøàÜ)P†èÜ)à_)ðÜ)åöPÞ) [XÞ)€])`Þ)QÞÀß)ÀlÈß) [)Ðß)+Þ0á)àh8á)ÀY)@á)Þ â)e¨â)àW)°â)¾Ýä) aä)V) ä)Ý€å)€\ˆå)T)å)eÝðæ)àWøæ)R)ç):Ý`è)@Shè)P)pè)ÝÐé) NØé)N)àé))ï@ë)`¡Hë)àL)Pë)ï°ì)Н¸ì)ÀK)Àì)_î î)x(î) J)0î)Dîï)t˜ï)€I) ï)Âîñ)ðŒñ)@G)ñ)«îpò) ‡xò)E)€ò)”îàó)Pèó)ÀB)ðó)}îPõ)€{Xõ)€@)`õ)>ÎÀö)°
Èö)€>)Ðö))Î0ø)P
8ø)€<)@ø)Πù)ð
¨ù)€:)°ù)ÿÍû)ýû)€8) û)Î€ü)p
ˆü) 7)ü)yÎðý)P
øý)À5)þ)eÎ`ÿ)0

hÿ)`4)pÿ)QÎÐ*
Ø*3)à*eä@* H*@1)P*:ä°*0ÿ¸*€/)À*ä *@ú(*À-)0*äã*Põ˜*,) *äÜ* J*`*)*ºÜp	* Fx	*À()€	*Üà
* Bè
* ')ð
*fÜP* >X*€%)`*áíÀ
*`jÈ
*à$)Ð
*)î0*r8*@$)@*î *po¨* #)°*ùí*ðl*#) *Ü€*@6ˆ*€ )*ÏÛð*à-ø*)*óî`*P˜h*À)p*×îÐ*Ø*€)à*ƒÛ@*à$H* )P*7Û°*à¸*À)À*_ñ *`Ï(*€)0*Éð*àÀ˜*@) *}æ*:*`)*hçp * Sx *€)€ *Jæà!*@3è!* )ð!*<çP#*MX#*À)`#*¹ãÀ$*àðÈ$*À)Ð$*ã0&*pì8&*À)@&*gã '*@ç¨'*À)°'*>ã)*â)*À) )*ã€**PÞˆ**àþ(**ìâð+*Úø+*ý(,*Ãâ`-*ÐÖh-* û(p-*šâÐ.*ÓØ.*@ù(à.*qâ@0*PÏH0*`÷(P0*Hâ°1*Ë¸1*€õ(À1*â 3*ÐÇ(3* ó(03*öá4*Ę4*Àñ( 4*Íá6*à¿6*àï(6*£áp7*°»x7*î(€7*yáà8*€·è8* ì(ð8*OáP:*P³X:*@ê(`:*ÐêÀ;*ðµÈ;*è(Ð;*éê0=*<8=*Àå(@=*ë >*Ã¨>*€ã(°>*ë@*`Ê@*@á( @*%á€A* ¯ˆA*`ß(A*ûàðB*ðªøB*€Ý(C*Ñà`D*&hD* Û(pD*§àÐE*¢ØE*ÀÙ(àE*ÚÚ@G*ðHG*`×(PG*Ú°H*¸H*Õ(ÀH*«ó J*ð(J*ÀÓ(0J*àñK*0ݘK*€Ò( K*(ÚM*@M*`Ð(M*ÏÙpN*€ü
xN*@Î(€N*6òàO*@âèO*Í(ðO*HðPQ* ·XQ*ÀË(`Q*vÙÀR*àò
ÈR*ÀÈ(ÐR*Ù0T*@é
8T*ÀÅ(@T*ÀØ U*pß
¨U*Ã(°U*eØW* Õ
W*@À( W*Ø€X*ÐÐ
ˆX*@¾(X*½×ðY*Ì
øY*@¼(Z*j×`[*`Æ
h[*@º(p[*×Ð\*ÀÀ
Ø\*@¸(à\*ÀÖ@^*º
H^* ¶(P^*iÖ°_*`´
¸_*´(À_*Ö a*­
(a*²(0a*»Õb*%
˜b*°( b*’Õd*¢
d*®(d*iÕpe*`ž
xe*¬(€e*@Õàf*°š
èf*ª(ðf*ÕPh*—
Xh*¨(`h*ØÔÀi*P“
Èi*`¦(Ði*šÔ0k* 
8k*$(@k*\Ô l*à‹
¨l* £(°l*Ôn*ˆ
n*€¡( n*Ÿð€o*¼ˆo*àŸ(o*ôðp*ðøp*@ž(q*Vô`r*°hr* œ(pr*,ôÐs*Ð
Øs*›(às*·ñ@u*€ÙHu* ™(Pu*Œò°v* ç¸v*@˜(Àv*Þò x*€î(x*à–(0x*µòy*Ðê˜y*€•( y*‚ó{*@ý{* ”({*Yóp|*ùx|*(€|*0óà}*àõè}*`‘(ð}*óP*0òX*(`*ð* ²Ȁ*`Ž(Ѐ*Eï0‚* ¥8‚*(@‚*Çï ƒ* ®¨ƒ* ‹(°ƒ*†ï…* ©…*€‰( …*4뀆*0ш†* ‡(†*dëð‡*Øø‡*(ˆ*”ë`‰*ðÞh‰*`‚(p‰*ÀëЊ*Ðå؊*€(àŠ*²Ó@Œ*P€
HŒ*~(PŒ*CÓ°*x
¸*|(
*ÔÒ *Ðp
(*z(0*eҐ*i
˜*x( *è’*r’*€t(’*2èp“*hx“*q(€“*Óçà”*@^è”*@m(ð”*¹÷P–*°uX–*€i(`–*
Ò* _
ȗ*@f(З*¯Ñ0™*0V
8™*c(@™*TÑ š* L
¨š*`(°š*ùÐœ*C
œ*]( œ*êô€*ˆ*[(*xöðž*Jøž*Y(Ÿ*†ø` *à‹h *ÀV(p *òøС*P•ء*€T(à¡*½å@£* &H£*@Q(P£*¯æ°¤*0@¸¤*N($*gÐ ¦*`9
(¦*€K(0¦*»Ï§*°/
˜§*I( §**å©*@©*ÀE(©*—äpª*°
xª*€B(€ª*Xùà«*è«*àA(ð«*jùP­*!X­*@A(`­*ö.*`>Ȯ*?(Ю*jõ0°*À,8°*À<(@°*>õ ±* &¨±*€:(°±*Àô³*ð³*@8( ³*wÏ€´*)
ˆ´* 5(´*6Ïðµ*P"
øµ*3(¶*õÎ`·* 
h·*`0(p·*´Îи*ð
ظ*À-(à¸*íë@º*°ìHº*@+(Pº*ì°»*`ö¸»*À((;*Eì ½*(½*@&(0½*q쐾*à
˜¾*À#( ¾*œìÀ*ÀÀ*`!(À*´ìpÁ*pxÁ*(€Á*ÌìàÂ* !èÂ* (ðÂ*äìPÄ*'XÄ*@(`Ä*ýìÀÅ*.ÈÅ* (ÐÅ*í0Ç* 58Ç*(@Ç*Íö È* Q¨È*`(°È*#÷Ê*°`Ê*À( Ê*3í€Ë*@<ˆË*À(Ë*aíðÌ*`GøÌ*À	(Í*í`Î*€RhÎ*À(pÎ*½íÐÏ*p^ØÏ*À(xÑ*”çÑ*€° Ñ*àÁ¨Ñ*P¾¸Ñ*à¯àÑ*°°Hþ'Pþ'Xþ'`þ'G
hþ'A
pþ'H
xþ'E
€þ'u
ˆþ'Gþ'I˜þ'V
 þ'M
¨þ'R°þ'L
¸þ'UÀþ'B
Èþ'~
Ðþ'_Øþ'
àþ'|
èþ'a
ðþ';
øþ'…ÿ'Žÿ'g
ÿ'h
ÿ'v
 ÿ'w
(ÿ'©0ÿ'N
8ÿ'°@ÿ'i
Hÿ'^
Pÿ'¿Xÿ'Q
`ÿ'Ähÿ',
pÿ'
xÿ'9
€ÿ'-
ˆÿ'ڐÿ'ۘÿ'D
 ÿ'ã¨ÿ'b
°ÿ'7
¸ÿ'3
Àÿ'.
Èÿ'`
Ðÿ'üØÿ'j
àÿ'5
èÿ'
ðÿ'
øÿ'$
øÂ)
QhÄ)
ºØÅ)
bHÇ)
 ¸È)
q(Ê)
֘Ë)
vÍ)
NxÎ)
ÃèÏ)
àXÑ)
”ÈÒ)
`8Ô)
8¨Õ)
É×)
TˆØ)
ñøÙ)

hÛ)
ØÜ)
µHÞ)
á¸ß)
È(á)
˜â)
}ä)

xå)

8ë)

èæ)
ú¨ì)
úXè)

î)

Èé)

ˆï)

øð)
.hò)

Øó)
(
Hõ)
·¸ö)

(ø)
ž˜ù)

û)
èxü)
èý)
ÒXÿ)
È*

8*
ÿ¨*
ç*
mˆ*
ø*
³¸
*
³h	*
¶(*
¶Ø
*
˜*
H*
#*
#x*
X*
è*
LÈ*
L8*
Š*
Š¨*


ˆ*


ø*
h *
cØ!*
ÐH#*
˜¸$*
J(&*
/˜'*
›)*
ox**
֏+*
<X-*
kÈ.*
w80*

¨1*
Ý3*
iˆ4*
sø5*
'h7*

Ø8*
éH:*
&¸;*
ƒ(=*
:˜>*
œ@*
ExA*
ÔèB*
×XD*
’ÈE*
‡8G*
ÞJ*
Þ¨H*
DˆK*
DøL*

ØO*

hN*
ÌHQ*
̸R*
~(T*

˜U*
¤W*
ÕxX*
¢èY*


X[*

È\*
»8^*
n¨_*
Ÿa*
ªˆb*
Ñøc*

he*
´Øf*
;Hh*
¸i*
Œ(k*
˜l*
en*
¸xo*
fèp*
Xr*
•Ès*
Å8u*
)¨v*
4x*
͈y*

øz*
£h|*
ßØ}*
 
H*
¸€*
Î(‚*

˜ƒ*
²…*

x†*
!
è‡*
	X‰*
YȊ*
8Œ*
,¨*
å*
õˆ*
>ø‘*
ëh“*
íؔ*


H–*
?¸—*
5(™*
˜š*
êœ*
Bx*
3èž*
WX *
¹ȡ*

8£*

¨¤*
{¦*
­ˆ§*
2ø¨*

hª*
òث*
y
H­*
s
¸®*
þ(°*
¾˜±*
'
³*
dx´*
¡èµ*
¯X·*
Ùȸ*
K8º*
C¨»*
y½*

ˆ¾*

ø¿*
hÁ*
†ØÂ*
rHÄ*
¸Å*
§(Ç*
±˜È*
äÊ*
ðxË*
èÌ*
%XÎ*
HÈÏ*
V( (k
((0(8(
@(H(P(X(`(h(p(!x("€($ˆ(d
((˜(* (+¨(-°(0¸(1À(6È(7Ð(9Ø(=à(@è(Að(Fø(M
(O
(P
(S
(U
 
(X(
(Z0
([8
(\@
(]H
(^P
(aX
(g`
(hh
(jp
(lx
(p€
(tˆ
(u
(x˜
(z 
(|¨
(€°
(‚¸
(„À
(…È
(ˆÐ
(‰Ø
(‹à
(‘è
(“ð
(–ø
(—(™(š((  (¥((¦0(¨8(«@(¬H(®P(+
X(¼`(½h(¿p(Àx(Á€(ˆ(Ɛ(ǘ(Ê (˨(Ï°(Ó¸(ØÀ(ÜÈ(âÐ(æØ(ìà(îè(ïð(óø(ô(ö(ø(ù(û (ý((
0(
8(
@(	
H(
P(
X(?
`(
h(Y
p("
x(#
€(%
ˆ(&
()
˜(*
HƒìH‹•	'H…ÀtèsHƒÄÃÿ5‚
'ÿ%„
'@ÿ%‚
'héàÿÿÿÿ%z
'h
éÐÿÿÿÿ%r
'héÀÿÿÿÿ%j
'hé°ÿÿÿÿ%b
'hé ÿÿÿÿ%Z
'héÿÿÿÿ%R
'hé€ÿÿÿÿ%J
'hépÿÿÿÿ%B
'hé`ÿÿÿÿ%:
'h	éPÿÿÿÿ%2
'h
é@ÿÿÿÿ%*
'hé0ÿÿÿÿ%"
'hé ÿÿÿÿ%
'h
éÿÿÿÿ%
'héÿÿÿÿ%

'héðþÿÿÿ%
'héàþÿÿÿ%ú	'héÐþÿÿÿ%ò	'héÀþÿÿÿ%ê	'hé°þÿÿÿ%â	'hé þÿÿÿ%Ú	'héþÿÿÿ%Ò	'hé€þÿÿÿ%Ê	'hépþÿÿÿ%Â	'hé`þÿÿÿ%º	'héPþÿÿÿ%²	'hé@þÿÿÿ%ª	'hé0þÿÿÿ%¢	'hé þÿÿÿ%š	'héþÿÿÿ%’	'héþÿÿÿ%Š	'héðýÿÿÿ%‚	'h éàýÿÿÿ%z	'h!éÐýÿÿÿ%r	'h"éÀýÿÿÿ%j	'h#é°ýÿÿÿ%b	'h$é ýÿÿÿ%Z	'h%éýÿÿÿ%R	'h&é€ýÿÿÿ%J	'h'épýÿÿÿ%B	'h(é`ýÿÿÿ%:	'h)éPýÿÿÿ%2	'h*é@ýÿÿÿ%*	'h+é0ýÿÿÿ%"	'h,é ýÿÿÿ%	'h-éýÿÿÿ%	'h.éýÿÿÿ%
	'h/éðüÿÿÿ%	'h0éàüÿÿÿ%ú'h1éÐüÿÿÿ%ò'h2éÀüÿÿÿ%ê'h3é°üÿÿÿ%â'h4é üÿÿÿ%Ú'h5éüÿÿÿ%Ò'h6é€üÿÿÿ%Ê'h7épüÿÿÿ%Â'h8é`üÿÿÿ%º'h9éPüÿÿÿ%²'h:é@üÿÿÿ%ª'h;é0üÿÿÿ%¢'h<é üÿÿÿ%š'h=éüÿÿÿ%’'h>éüÿÿÿ%Š'h?éðûÿÿÿ%‚'h@éàûÿÿÿ%z'hAéÐûÿÿÿ%r'hBéÀûÿÿÿ%j'hCé°ûÿÿÿ%b'hDé ûÿÿÿ%Z'hEéûÿÿÿ%R'hFé€ûÿÿÿ%J'hGépûÿÿÿ%B'hHé`ûÿÿÿ%:'hIéPûÿÿÿ%2'hJé@ûÿÿÿ%*'hKé0ûÿÿÿ%"'hLé ûÿÿÿ%'hMéûÿÿÿ%'hNéûÿÿÿ%
'hOéðúÿÿÿ%'hPéàúÿÿÿ%ú'hQéÐúÿÿÿ%ò'hRéÀúÿÿÿ%ê'hSé°úÿÿÿ%â'hTé úÿÿÿ%Ú'hUéúÿÿÿ%Ò'hVé€úÿÿÿ%Ê'hWépúÿÿÿ%Â'hXé`úÿÿÿ%º'hYéPúÿÿÿ%²'hZé@úÿÿÿ%ª'h[é0úÿÿÿ%¢'h\é úÿÿÿ%š'h]éúÿÿÿ%’'h^éúÿÿÿ%Š'h_éðùÿÿÿ%‚'h`éàùÿÿÿ%z'haéÐùÿÿÿ%r'hbéÀùÿÿÿ%j'hcé°ùÿÿÿ%b'hdé ùÿÿÿ%Z'heéùÿÿÿ%R'hfé€ùÿÿÿ%J'hgépùÿÿÿ%B'hhé`ùÿÿÿ%:'hiéPùÿÿÿ%2'hjé@ùÿÿÿ%*'hké0ùÿÿÿ%"'hlé ùÿÿÿ%'hméùÿÿÿ%'hnéùÿÿÿ%
'hoéðøÿÿÿ%'hpéàøÿÿHHÖ)H=:Ö)UH)øH‰åHƒøw]ÃH‹„
'H…Àtò]ÿà@HÖ)H=
Ö)UH)øH‰åHÁøH‰ÂHÁê?H
ÐHÑøu]ÃH‹Ï'H…Òtò]H‰Æÿâ@€=éÕ)u'Hƒ=Ï'UH‰åtH‹=r'èÍþÿÿèhÿÿÿ]ÆÀÕ)
óÃfffff.„Hƒ=ÿ&t&H‹''H…ÀtUH=òþ&H‰åÿÐ]éWÿÿÿ€éKÿÿÿf.„AWH‰÷H‰ÖHQÐAVAUI‰ÍH
S (ATUSHìÈH‹y
'HD$PLŒ$LD$pHDŽ$˜ÇD$ H‰D$HD$@ÇD$l
ÇD$0HDŽ$ ÿÿÿÿH‰$1ÀHDŽ$¨ÿÿÿÿÇD$@H‰\$pHDŽ$€ÿÿÿÿHDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿÇD$PH‰œ$ÇD$`è•÷ÿÿ…À„å
ƒ|$@
L‹D$pH´$ º¿Ƀá ƒÁèôøÿÿH…ÀH‰Å„¸
L‹pH‹„$ H;„$¨t:H‹=Ö)H5ÜüèøÿÿH‹„$˜H‹„$˜HÄÈ[]A\A]A^A_ÃDƒ|$P
L‹„$H´$°‰D$ ºH˜¿H‰„$°Ƀá ƒÁè^øÿÿH…ÀI‰Ä„R
L‹HH‹„$°H9„$ tH‹=uÕ)H5Îüèé÷ÿÿéeÿÿÿ@H‹„$¸H´$€I‰عº
¿L‰L$‰D$0HcD$ H‰„$€èã÷ÿÿH…ÀH‰ÃL‹L$„
L‹xH|$ HD$`Ht$0L‰òH‰D$H‰<$H‰ùM‰øAÿՋD$ 1ÿ…ÀëfDIcùAƒ,¿
DO
D9L$ íè@ùÿÿH…ÀtÇD$l‹D$l…À„¨þÿÿD‹D$`H=öéL‰áH‰ÚH‰î1ÀèëøÿÿH‰„$˜éþÿÿfD1Àé‚þÿÿèëøÿÿH…À…cþÿÿH‹=[Ô)H5ÜúèÏöÿÿéKþÿÿf.„è»øÿÿH…À…3þÿÿH‹=+Ô)H54ûèŸöÿÿéþÿÿf.„è‹øÿÿH…À…þÿÿH‹=ûÓ)H5Œûèoöÿÿéëýÿÿf.„AWH‰÷H‰ÖHÍAVAUI‰ÍH
³œ(ATUSHìÈH‹þ&HD$PLŒ$LD$pHDŽ$˜ÇD$ H‰D$HD$@ÇD$l
ÇD$0HDŽ$ ÿÿÿÿH‰$1ÀHDŽ$¨ÿÿÿÿÇD$@H‰\$pHDŽ$€ÿÿÿÿHDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿÇD$PH‰œ$ÇD$`è5ôÿÿ…À„å
ƒ|$@
L‹D$pH´$ º¿Ƀá ƒÁè”õÿÿH…ÀH‰Å„¸
L‹pH‹„$ H;„$¨t:H‹=«Ò)H5|ùèõÿÿH‹„$˜H‹„$˜HÄÈ[]A\A]A^A_ÃDƒ|$P
L‹„$H´$°‰D$ ºH˜¿H‰„$°Ƀá ƒÁèþôÿÿH…ÀI‰Ä„R
L‹HH‹„$°H9„$ tH‹=Ò)H5nùè‰ôÿÿéeÿÿÿ@H‹„$¸H´$€I‰عº
¿L‰L$‰D$0HcD$ H‰„$€èƒôÿÿH…ÀH‰ÃL‹L$„
L‹xH|$ HD$`Ht$0L‰òH‰D$H‰<$H‰ùM‰øAÿՋD$ 1ÿ…ÀëfDIcùAƒ,¿
DO
D9L$ íèàõÿÿH…ÀtÇD$l‹D$l…À„¨þÿÿD‹D$`H=–æL‰áH‰ÚH‰î1Àè‹õÿÿH‰„$˜éþÿÿfD1Àé‚þÿÿè‹õÿÿH…À…cþÿÿH‹=ûÐ)H5ÔøèoóÿÿéKþÿÿf.„è[õÿÿH…À…3þÿÿH‹=ËÐ)H5ôøè?óÿÿéþÿÿf.„è+õÿÿH…À…þÿÿH‹=›Ð)H5ùèóÿÿéëýÿÿf.„AWH‰÷H‰ÖH»ÉAVAUI‰ÍH
™(ATUSHìÈH‹¹ú&HD$PLŒ$LD$pHDŽ$˜ÇD$ H‰D$HD$@ÇD$l
ÇD$0HDŽ$ ÿÿÿÿH‰$1ÀHDŽ$¨ÿÿÿÿÇD$@H‰\$pHDŽ$€ÿÿÿÿHDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿÇD$PH‰œ$ÇD$`èÕðÿÿ…À„å
ƒ|$@
L‹D$pH´$ º¿Ƀá ƒÁè4òÿÿH…ÀH‰Å„¸
L‹pH‹„$ H;„$¨t:H‹=KÏ)H5öè¿ñÿÿH‹„$˜H‹„$˜HÄÈ[]A\A]A^A_ÃDƒ|$P
L‹„$H´$°‰D$ ºH˜¿H‰„$°Ƀá ƒÁèžñÿÿH…ÀI‰Ä„R
L‹HH‹„$°H9„$ tH‹=µÎ)H5öè)ñÿÿéeÿÿÿ@H‹„$¸H´$€I‰عº
¿L‰L$‰D$0HcD$ H‰„$€è#ñÿÿH…ÀH‰ÃL‹L$„
L‹xH|$ HD$`Ht$0L‰òH‰D$H‰<$H‰ùM‰øAÿՋD$ 1ÿ…ÀëfDIcùAƒ,¿
DO
D9L$ íè€òÿÿH…ÀtÇD$l‹D$l…À„¨þÿÿD‹D$`H=6ãL‰áH‰ÚH‰î1Àè+òÿÿH‰„$˜éþÿÿfD1Àé‚þÿÿè+òÿÿH…À…cþÿÿH‹=›Í)H5\öèðÿÿéKþÿÿf.„èûñÿÿH…À…3þÿÿH‹=kÍ)H5|öèßïÿÿéþÿÿf.„èËñÿÿH…À…þÿÿH‹=;Í)H5œöè¯ïÿÿéëýÿÿf.„AWH‰÷H‰ÖHpÆAVAUI‰ÍH
s•(ATUSHìÈH‹Y÷&HD$PLŒ$LD$pHDŽ$˜ÇD$ H‰D$HD$@ÇD$l
ÇD$0HDŽ$ ÿÿÿÿH‰$1ÀHDŽ$¨ÿÿÿÿÇD$@H‰\$pHDŽ$€ÿÿÿÿHDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿÇD$PH‰œ$ÇD$`èuíÿÿ…À„å
ƒ|$@
L‹D$pH´$ º¿Ƀá ƒÁèÔîÿÿH…ÀH‰Å„¸
L‹pH‹„$ H;„$¨t:H‹=ëË)H5¼òè_îÿÿH‹„$˜H‹„$˜HÄÈ[]A\A]A^A_ÃDƒ|$P
L‹„$H´$°‰D$ ºH˜¿H‰„$°Ƀá ƒÁè>îÿÿH…ÀI‰Ä„R
L‹HH‹„$°H9„$ tH‹=UË)H5®òèÉíÿÿéeÿÿÿ@H‹„$¸H´$€I‰عº
¿L‰L$‰D$0HcD$ H‰„$€èÃíÿÿH…ÀH‰ÃL‹L$„
L‹xH|$ HD$`Ht$0L‰òH‰D$H‰<$H‰ùM‰øAÿՋD$ 1ÿ…ÀëfDIcùAƒ,¿
DO
D9L$ íè ïÿÿH…ÀtÇD$l‹D$l…À„¨þÿÿD‹D$`H=ÖßL‰áH‰ÚH‰î1ÀèËîÿÿH‰„$˜éþÿÿfD1Àé‚þÿÿèËîÿÿH…À…cþÿÿH‹=;Ê)H5äóè¯ìÿÿéKþÿÿf.„è›îÿÿH…À…3þÿÿH‹=Ê)H5ôèìÿÿéþÿÿf.„èkîÿÿH…À…þÿÿH‹=ÛÉ)H5$ôèOìÿÿéëýÿÿf.„AWH‰÷H‰ÖH%Ã1ÀAVI‰ÎH
c“(AUATUSHƒìxH‹úó&LL$ LD$@HÇD$XÇ$ÇD$<
ÇD$HÇD$`ÿÿÿÿHÇD$hÿÿÿÿÇD$ H‰\$@HÇD$PÿÿÿÿÇD$0ècêÿÿ…À„k
ƒ|$ 
L‹D$@Ht$`º¿Ƀá ƒÁèÅëÿÿH…ÀH‰Å„ùH‹T$hL‹xHt$PH‹D$`I‰ع¿‰T$9‰$Nº
H˜H‰D$Pè|ëÿÿH…ÀI‰Ä„ÐH‹Xè§îÿÿH‰áI‰ÅH‰çHt$LL$0I‰ØL‰úAÿ֋D$9$N$1Ʌ	D$	ë@IcɃ,‹
DI
D9L$îL‰ïèÖéÿÿèÑìÿÿH…ÀtÇD$<‹D$<…ÀuH‹D$XH‹D$XHƒÄx[]A\A]A^A_ËL$0H=qÝL‰âH‰î1ÀèhìÿÿH‰D$XëŐè{ìÿÿH…ÀuºH‹=ïÇ)H5€òècêÿÿ륐è[ìÿÿH…ÀušH‹=ÏÇ)H5°òèCêÿÿ념HƒÄx1À[]A\A]A^A_Ãffffff.„AWH‰÷H‰ÖHÁ1ÀAVI‰ÎH
#‘(AUATUSHƒìxH‹Úñ&LL$ LD$@HÇD$XÇ$ÇD$<
ÇD$HÇD$`ÿÿÿÿHÇD$hÿÿÿÿÇD$ H‰\$@HÇD$PÿÿÿÿÇD$0èCèÿÿ…À„k
ƒ|$ 
L‹D$@Ht$`º¿Ƀá ƒÁè¥éÿÿH…ÀH‰Å„ùH‹T$hL‹xHt$PH‹D$`I‰ع¿‰T$9‰$Nº
H˜H‰D$Pè\éÿÿH…ÀI‰Ä„ÐH‹Xè‡ìÿÿH‰áI‰ÅH‰çHt$LL$0I‰ØL‰úAÿ֋D$9$N$1Ʌ	D$	ë@IcɃ,‹
DI
D9L$îL‰ïè¶çÿÿè±êÿÿH…ÀtÇD$<‹D$<…ÀuH‹D$XH‹D$XHƒÄx[]A\A]A^A_ËL$0H=QÛL‰âH‰î1ÀèHêÿÿH‰D$XëŐè[êÿÿH…ÀuºH‹=ÏÅ)H5øðèCèÿÿ륐è;êÿÿH…ÀušH‹=¯Å)H5(ñè#èÿÿ념HƒÄx1À[]A\A]A^A_Ãffffff.„AWH‰÷H‰ÖH
¿1ÀAVI‰ÎH
ãŽ(AUATUSHƒìxH‹ºï&LL$ LD$@HÇD$XÇ$ÇD$<
ÇD$HÇD$`ÿÿÿÿHÇD$hÿÿÿÿÇD$ H‰\$@HÇD$PÿÿÿÿÇD$0è#æÿÿ…À„k
ƒ|$ 
L‹D$@Ht$`º¿Ƀá ƒÁè…çÿÿH…ÀH‰Å„ùH‹T$hL‹xHt$PH‹D$`I‰ع¿‰T$9‰$Nº
H˜H‰D$Pè<çÿÿH…ÀI‰Ä„ÐH‹XègêÿÿH‰áI‰ÅH‰çHt$LL$0I‰ØL‰úAÿ֋D$9$N$1Ʌ	D$	ë@IcɃ,‹
DI
D9L$îL‰ïè–åÿÿè‘èÿÿH…ÀtÇD$<‹D$<…ÀuH‹D$XH‹D$XHƒÄx[]A\A]A^A_ËL$0H=1ÙL‰âH‰î1Àè(èÿÿH‰D$XëŐè;èÿÿH…ÀuºH‹=¯Ã)H5pïè#æÿÿ륐èèÿÿH…ÀušH‹=Ã)H5 ïèæÿÿ념HƒÄx1À[]A\A]A^A_Ãffffff.„AWH‰÷H‰ÖH
½1ÀAVI‰ÎH
£Œ(AUATUSHƒìxH‹ší&LL$ LD$@HÇD$XÇ$ÇD$<
ÇD$HÇD$`ÿÿÿÿHÇD$hÿÿÿÿÇD$ H‰\$@HÇD$PÿÿÿÿÇD$0èäÿÿ…À„k
ƒ|$ 
L‹D$@Ht$`º¿Ƀá ƒÁèeåÿÿH…ÀH‰Å„ùH‹T$hL‹xHt$PH‹D$`I‰ع¿‰T$9‰$Nº
H˜H‰D$PèåÿÿH…ÀI‰Ä„ÐH‹XèGèÿÿH‰áI‰ÅH‰çHt$LL$0I‰ØL‰úAÿ֋D$9$N$1Ʌ	D$	ë@IcɃ,‹
DI
D9L$îL‰ïèvãÿÿèqæÿÿH…ÀtÇD$<‹D$<…ÀuH‹D$XH‹D$XHƒÄx[]A\A]A^A_ËL$0H=×L‰âH‰î1ÀèæÿÿH‰D$XëŐèæÿÿH…ÀuºH‹=Á)H5èíèäÿÿ륐èûåÿÿH…ÀušH‹=oÁ)H5îèããÿÿ념HƒÄx1À[]A\A]A^A_Ãffffff.„ATUH‰ýSH‹FH‰óö€ª€tH‹F‰¸
[]A\Ãf„H‰÷I‰Ôè…æÿÿH…Àt0H‹P‰UH‹HQÿH…ÒH‰t
[]¸
A\ÃH‹PH‰ÇÿR0ëê@H‹{H‹5Åê&H9÷t@èçÿÿ…Àu7H‹CH÷€¨„™èåÿÿH…ÀHD’À)L‰æH‰Çèãÿÿ1ÀébÿÿÿH5=ºH‰ßèAâÿÿH‰ÃH…ÛtÇè$äÿÿL‰âH‰ÞH‰ïèÿÿÿ…ÀH‹t'Hƒè
H…ÀH‰…UÿÿÿH‹CH‰ßÿP0¸
é
ÿÿÿHƒè
H…ÀH‰…vÿÿÿH‹CH‰ßÿP0égÿÿÿH‰ßèñàÿÿ…À„WÿÿÿH‰ß1öè?ãÿÿH‰Ãéyÿÿÿ€AWH‰÷H‰ÖH ¹AVAUATI‰ÌH
±¦(USHì˜L‹5ê&dH‹%(H‰„$ˆ1ÀHD$PHDŽ$X
HDŽ$`
ÿÿÿÿDŽ$´
HDŽ$h
ÿÿÿÿLŒ$ÐL‰´$ÀDŽ$¸L„$ÀL‰´$ÐDŽ$¼L‰´$àHDŽ$p
ÿÿÿÿHDŽ$x
ÿÿÿÿÇD$PL‰´$ðHDŽ$
ÿÿÿÿL‰´$
ÇD$`L‰´$ 
ÇD$pL‰´$0
DŽ$€DŽ$L‰´$@
DŽ$ L‰´$P
DŽ$°H‰D$8H„$P
H‰D$0H„$@
H‰D$(H„$0
H‰D$ H„$ 
H‰D$H„$
H‰D$H„$ðH‰D$H„$àH‰$1Àè^ßÿÿ1҅À„Ä
L‹„$ÀH´$`
¹
²¿èÃàÿÿH…ÀH‰Ã„×
H¬$¸H‹´$ÐH(ëL‹hH‰ïè”üÿÿ‰„$´‹„$´…À„>
H‹´$ 
L9ö„­
H|$`H)ëè\üÿÿ‰„$´‹„$´…À„
ƒ|$P
L‹„$ðH´$p
º¿Ƀá ƒÁèàÿÿH…ÀI‰Ç„v
H‹@H‹´$àHSëH‰D$@H„$¼H‰ÇH‰D$Hèáûÿÿ‰„$´‹„$´…À„‹H‹´$P
L9ö„

H¼$ HCëè¦ûÿÿ‰„$´‹„$´…ÀtTD‹Œ$ IcÁH9„$p
„
H¬$€
LDëH
¶¾
H䕼
1Àè!äÿÿH‹=Š¼)H‰îèßÿÿfH;œ$ÀtHƒ+
t@H‹„$X
H‹”$X
H‹Œ$ˆdH3%(H‰Ð…½HĘ[]A\A]A^A_Ã@H‹CH‰ßÿP0ë´@è›àÿÿH…Àu¦H‹=¼)H5éèƒÞÿÿ두ÇD$`é^þÿÿH‹„$p
‰„$ éýþÿÿ@èSàÿÿH…À…JÿÿÿH‹=û)H5„éè7Þÿÿé2ÿÿÿfH‹´$@
L9ötZH¼$H\êèOúÿÿ‰„$´‹„$´…À„ùþÿÿD‹Œ$IcÁH9„$`
t,H¬$€
L]êH
Kµé¤þÿÿH‹„$`
‰„$ë°H‹´$0
H‹„$x
L9ö‰„$€„~
H|$pHDêèÇùÿÿ‰„$´‹„$´…À„qþÿÿHcD$pL‹„$
H´$
¹
º
¿H‰„$
è€ÝÿÿH…ÀI‰Æ„R
‹L$pL‹X1É	ë@HcÂAƒƒ
P
9T$pï‹D$`H=O´…À~ƒè
H=C´H8´HEøH„$°L‰\$H‰êHt$pM‰éL„$€H‰D$ H„$ H‹L$HH‰D$H‹D$@L‰\$@H‰D$H„$H‰$1ÀAÿԋT$p1ÀL‹\$@…ÒëHcÂAƒ,ƒ
P
9T$pïèjÞÿÿH…ÀtDŽ$´‹„$´…ÀuKL;´$
„AýÿÿI‹H‰D$@Hƒè
H…ÀI‰…)ýÿÿI‹FL‰÷ÿP0éýÿÿH‹„$h
‰D$pé‰þÿÿèôÛÿÿ‹”$°H=ÓÎL‰þ1ÀèÌÝÿÿH‰„$X
ë“èÝÝÿÿH…À…ÔüÿÿH‹=M¹)H5¾èèÁÛÿÿé¼üÿÿfff.„AWH‰÷H‰ÖH1³AVAUATI‰ÌH
¡Ÿ(USHì˜L‹5iã&dH‹%(H‰„$ˆ1ÀHD$PHDŽ$X
HDŽ$`
ÿÿÿÿDŽ$´
HDŽ$h
ÿÿÿÿLŒ$ÐL‰´$ÀDŽ$¸L„$ÀL‰´$ÐDŽ$¼L‰´$àHDŽ$p
ÿÿÿÿHDŽ$x
ÿÿÿÿÇD$PL‰´$ðHDŽ$
ÿÿÿÿL‰´$
ÇD$`L‰´$ 
ÇD$pL‰´$0
DŽ$€DŽ$L‰´$@
DŽ$ L‰´$P
DŽ$°H‰D$8H„$P
H‰D$0H„$@
H‰D$(H„$0
H‰D$ H„$ 
H‰D$H„$
H‰D$H„$ðH‰D$H„$àH‰$1Àè®Øÿÿ1҅À„Ä
L‹„$ÀH´$`
¹
²¿èÚÿÿH…ÀH‰Ã„×
H¬$¸H‹´$ÐHHçL‹hH‰ïèäõÿÿ‰„$´‹„$´…À„>
H‹´$ 
L9ö„­
H|$`HIçè¬õÿÿ‰„$´‹„$´…À„
ƒ|$P
L‹„$ðH´$p
º¿Ƀá ƒÁèjÙÿÿH…ÀI‰Ç„v
H‹@H‹´$àHsçH‰D$@H„$¼H‰ÇH‰D$Hè1õÿÿ‰„$´‹„$´…À„‹H‹´$P
L9ö„

H¼$ Hcçèöôÿÿ‰„$´‹„$´…ÀtTD‹Œ$ IcÁH9„$p
„
H¬$€
L”äH
!°¾
H䕼
1ÀèqÝÿÿH‹=ڵ)H‰îèRØÿÿfH;œ$ÀtHƒ+
t@H‹„$X
H‹”$X
H‹Œ$ˆdH3%(H‰Ð…½HĘ[]A\A]A^A_Ã@H‹CH‰ßÿP0ë´@èëÙÿÿH…Àu¦H‹=_µ)H5 åèÓ×ÿÿ두ÇD$`é^þÿÿH‹„$p
‰„$ éýþÿÿ@è£ÙÿÿH…À…JÿÿÿH‹=µ)H5¤åè‡×ÿÿé2ÿÿÿfH‹´$@
L9ötZH¼$HLæèŸóÿÿ‰„$´‹„$´…À„ùþÿÿD‹Œ$IcÁH9„$`
t,H¬$€
L­ãH
ܮé¤þÿÿH‹„$`
‰„$ë°H‹´$0
H‹„$x
L9ö‰„$€„~
H|$pHæèóÿÿ‰„$´‹„$´…À„qþÿÿHcD$pL‹„$
H´$
¹
º
¿H‰„$
èÐÖÿÿH…ÀI‰Æ„R
‹L$pL‹X1É	ë@HcÂAƒƒ
P
9T$pï‹D$`H=Ÿ­…À~ƒè
H=“­Hˆ­HEøH„$°L‰\$H‰êHt$pM‰éL„$€H‰D$ H„$ H‹L$HH‰D$H‹D$@L‰\$@H‰D$H„$H‰$1ÀAÿԋT$p1ÀL‹\$@…ÒëHcÂAƒ,ƒ
P
9T$pïèº×ÿÿH…ÀtDŽ$´‹„$´…ÀuKL;´$
„AýÿÿI‹H‰D$@Hƒè
H…ÀI‰…)ýÿÿI‹FL‰÷ÿP0éýÿÿH‹„$h
‰D$pé‰þÿÿèDÕÿÿ‹”$°H=#ÈL‰þ1Àè×ÿÿH‰„$X
ë“è-×ÿÿH…À…ÔüÿÿH‹=²)H5~äèÕÿÿé¼üÿÿfff.„AWH‰÷H‰ÖH¬AVAUATI‰ÌH
‘˜(USHì˜L‹5¹Ü&dH‹%(H‰„$ˆ1ÀHD$PHDŽ$X
HDŽ$`
ÿÿÿÿDŽ$´
HDŽ$h
ÿÿÿÿLŒ$ÐL‰´$ÀDŽ$¸L„$ÀL‰´$ÐDŽ$¼L‰´$àHDŽ$p
ÿÿÿÿHDŽ$x
ÿÿÿÿÇD$PL‰´$ðHDŽ$
ÿÿÿÿL‰´$
ÇD$`L‰´$ 
ÇD$pL‰´$0
DŽ$€DŽ$L‰´$@
DŽ$ L‰´$P
DŽ$°H‰D$8H„$P
H‰D$0H„$@
H‰D$(H„$0
H‰D$ H„$ 
H‰D$H„$
H‰D$H„$ðH‰D$H„$àH‰$1ÀèþÑÿÿ1҅À„Ä
L‹„$ÀH´$`
¹
²¿ècÓÿÿH…ÀH‰Ã„×
H¬$¸H‹´$ÐHãL‹hH‰ïè4ïÿÿ‰„$´‹„$´…À„>
H‹´$ 
L9ö„­
H|$`H	ãèüîÿÿ‰„$´‹„$´…À„
ƒ|$P
L‹„$ðH´$p
º¿Ƀá ƒÁèºÒÿÿH…ÀI‰Ç„v
H‹@H‹´$àH3ãH‰D$@H„$¼H‰ÇH‰D$Hèîÿÿ‰„$´‹„$´…À„‹H‹´$P
L9ö„

H¼$ H#ãèFîÿÿ‰„$´‹„$´…ÀtTD‹Œ$ IcÁH9„$p
„
H¬$€
LäÝH
²©¾
H䕼
1ÀèÁÖÿÿH‹=*¯)H‰îè¢ÑÿÿfH;œ$ÀtHƒ+
t@H‹„$X
H‹”$X
H‹Œ$ˆdH3%(H‰Ð…½HĘ[]A\A]A^A_Ã@H‹CH‰ßÿP0ë´@è;ÓÿÿH…Àu¦H‹=¯®)H5ààè#Ñÿÿ두ÇD$`é^þÿÿH‹„$p
‰„$ éýþÿÿ@èóÒÿÿH…À…JÿÿÿH‹=c®)H5dáè×Ðÿÿé2ÿÿÿfH‹´$@
L9ötZH¼$Hâèïìÿÿ‰„$´‹„$´…À„ùþÿÿD‹Œ$IcÁH9„$`
t,H¬$€
LýÜH
m¨é¤þÿÿH‹„$`
‰„$ë°H‹´$0
H‹„$x
L9ö‰„$€„~
H|$pHÄáègìÿÿ‰„$´‹„$´…À„qþÿÿHcD$pL‹„$
H´$
¹
º
¿H‰„$
è ÐÿÿH…ÀI‰Æ„R
‹L$pL‹X1É	ë@HcÂAƒƒ
P
9T$pï‹D$`H=礪À~ƒè
H=ã¦HئHEøH„$°L‰\$H‰êHt$pM‰éL„$€H‰D$ H„$ H‹L$HH‰D$H‹D$@L‰\$@H‰D$H„$H‰$1ÀAÿԋT$p1ÀL‹\$@…ÒëHcÂAƒ,ƒ
P
9T$pïè
ÑÿÿH…ÀtDŽ$´‹„$´…ÀuKL;´$
„AýÿÿI‹H‰D$@Hƒè
H…ÀI‰…)ýÿÿI‹FL‰÷ÿP0éýÿÿH‹„$h
‰D$pé‰þÿÿè”Îÿÿ‹”$°H=sÁL‰þ1ÀèlÐÿÿH‰„$X
ë“è}ÐÿÿH…À…ÔüÿÿH‹=í«)H5>àèaÎÿÿé¼üÿÿfff.„AWH‰÷H‰ÖHS¦AVAUATI‰ÌH
‘(USHì˜L‹5	Ö&dH‹%(H‰„$ˆ1ÀHD$PHDŽ$X
HDŽ$`
ÿÿÿÿDŽ$´
HDŽ$h
ÿÿÿÿLŒ$ÐL‰´$ÀDŽ$¸L„$ÀL‰´$ÐDŽ$¼L‰´$àHDŽ$p
ÿÿÿÿHDŽ$x
ÿÿÿÿÇD$PL‰´$ðHDŽ$
ÿÿÿÿL‰´$
ÇD$`L‰´$ 
ÇD$pL‰´$0
DŽ$€DŽ$L‰´$@
DŽ$ L‰´$P
DŽ$°H‰D$8H„$P
H‰D$0H„$@
H‰D$(H„$0
H‰D$ H„$ 
H‰D$H„$
H‰D$H„$ðH‰D$H„$àH‰$1ÀèNËÿÿ1҅À„Ä
L‹„$ÀH´$`
¹
²¿è³ÌÿÿH…ÀH‰Ã„×
H¬$¸H‹´$ÐHÈÞL‹hH‰ïè„èÿÿ‰„$´‹„$´…À„>
H‹´$ 
L9ö„­
H|$`HÉÞèLèÿÿ‰„$´‹„$´…À„
ƒ|$P
L‹„$ðH´$p
º¿Ƀá ƒÁè
ÌÿÿH…ÀI‰Ç„v
H‹@H‹´$àHóÞH‰D$@H„$¼H‰ÇH‰D$HèÑçÿÿ‰„$´‹„$´…À„‹H‹´$P
L9ö„

H¼$ HãÞè–çÿÿ‰„$´‹„$´…ÀtTD‹Œ$ IcÁH9„$p
„
H¬$€
L4×H
C£¾
H䕼
1ÀèÐÿÿH‹=z¨)H‰îèòÊÿÿfH;œ$ÀtHƒ+
t@H‹„$X
H‹”$X
H‹Œ$ˆdH3%(H‰Ð…½HĘ[]A\A]A^A_Ã@H‹CH‰ßÿP0ë´@è‹ÌÿÿH…Àu¦H‹=ÿ§)H5 ÜèsÊÿÿ두ÇD$`é^þÿÿH‹„$p
‰„$ éýþÿÿ@èCÌÿÿH…À…JÿÿÿH‹=³§)H5$Ýè'Êÿÿé2ÿÿÿfH‹´$@
L9ötZH¼$HÌÝè?æÿÿ‰„$´‹„$´…À„ùþÿÿD‹Œ$IcÁH9„$`
t,H¬$€
LMÖH
þ¡é¤þÿÿH‹„$`
‰„$ë°H‹´$0
H‹„$x
L9ö‰„$€„~
H|$pH„Ýè·åÿÿ‰„$´‹„$´…À„qþÿÿHcD$pL‹„$
H´$
¹
º
¿H‰„$
èpÉÿÿH…ÀI‰Æ„R
‹L$pL‹X1É	ë@HcÂAƒƒ
P
9T$pï‹D$`H=? …À~ƒè
H=3 H( HEøH„$°L‰\$H‰êHt$pM‰éL„$€H‰D$ H„$ H‹L$HH‰D$H‹D$@L‰\$@H‰D$H„$H‰$1ÀAÿԋT$p1ÀL‹\$@…ÒëHcÂAƒ,ƒ
P
9T$pïèZÊÿÿH…ÀtDŽ$´‹„$´…ÀuKL;´$
„AýÿÿI‹H‰D$@Hƒè
H…ÀI‰…)ýÿÿI‹FL‰÷ÿP0éýÿÿH‹„$h
‰D$pé‰þÿÿèäÇÿÿ‹”$°H=úL‰þ1Àè¼ÉÿÿH‰„$X
ë“èÍÉÿÿH…À…ÔüÿÿH‹==¥)H5þÛè±Çÿÿé¼üÿÿfff.„AWH‰÷H‰ÖHêŸAVAUATUSH‰ËH
oˆ(HìL‹5YÏ&dH‹%(H‰„$ø1ÀH„$€HDŽ$È
HDŽ$Ð
ÿÿÿÿDŽ$,

HDŽ$Ø
ÿÿÿÿLŒ$@
DŽ$€
L‰´$0
L„$0
DŽ$L‰´$@
DŽ$ L‰´$P
DŽ$°DŽ$ÀL‰´$`
DŽ$ÐHDŽ$p
ÿÿÿÿHDŽ$à
ÿÿÿÿHDŽ$è
ÿÿÿÿDŽ$àHDŽ$€
ÿÿÿÿDŽ$ðHDŽ$
ÿÿÿÿDŽ$
L‰´$ 
HDŽ$°
ÿÿÿÿDŽ$
H‰D$ H„$À
L‰´$À
DŽ$ 
H‰D$H„$ 
H‰D$H„$`
H‰D$H„$P
H‰$1Àè—Äÿÿ…À„—
ƒ¼$€
L‹„$0
H´$Ð
º¿Ƀá ƒÁ
èðÅÿÿH…ÀI‰Ç„d
H‹´$@
H‹hL9ö„¿H¼$HhÚè»áÿÿ‰„$,
‹„$,
…ÀtKD‹Œ$Aƒù
†§Hœ$ð
LxÚH
³¾
H‰ߺ
1Àè=ÊÿÿH‹=¦¢)H‰ÞèÅÿÿL;¼$0
tIƒ/
tNH‹„$È
H‹„$È
H‹œ$ødH3%(…ÛHÄ[]A\A]A^A_ÃDDŽ$
éLÿÿÿI‹GL‰ÿÿP0ë¦@H‹´$P
L9ö„H¼$ HÚèËàÿÿ‰„$,
‹„$,
…À„WÿÿÿD‹Œ$ Aƒù
vgHœ$ð
LÚH
ۜéÿÿÿ@1ÀéCÿÿÿè;ÆÿÿH…À…$ÿÿÿH‹=«¡)H5¼ØèÄÿÿéÿÿÿf.„DŽ$ é|ÿÿÿH‹´$`
L9öt]H¼$ÀHÌÙèàÿÿ‰„$,
‹„$,
…À„«þÿÿD‹Œ$ÀH‹„$Ð
IcÑH9Ðt,Hœ$ð
L*ÐH
9œéUþÿÿH‹„$Ð
‰„$Àë­L‹Œ$Ø
ď
‰„$ÐE…ÉD‰Œ$°Ž½H´$p
McÉM‰ð¹º
¿L‰Œ$p
èxÃÿÿH…ÀI‰Ä„%H‹´$À
H‹@L9öH‰D$P„ˆH¼$
HsÙè>ßÿÿ‰„$,
‹„$,
…À„Êýÿÿ‹”$¸
…Òt‹„$°D€LcŒ$
D9È~]Hœ$ð
LiÙH
…›édýÿÿHœ$ð
LG›H
Z›éIýÿÿ‹Œ$¸
…Ét‹„$°D€‰„$
élÿÿÿH´$°
M‰ð¹º
¿L‰Œ$°
è|ÂÿÿH…ÀI‰Å„½H‹@H‰D$h‹„$…À„Ö‹„$°H‹´$ 
‰‰„$à¯Ð
ÒL9ö‰”$ð„CH¼$
H$ÙèÞÿÿ‰„$,
‹„$,
…Àtiƒ¼$„‹”$°D¯ƒÀ
D‹Œ$
D9ÈŽ´Hœ$ð
LÙH
oš¾
º
1ÀH‰ßè{ÆÿÿH‹=äž)H‰Þè\ÁÿÿIƒm
…3üÿÿI‹EL‰ïÿP0é$üÿÿH‹´$ 
‹„$°DŽ$à
L9ö‰„$ð…-ÿÿÿ‰„$
é<ÿÿÿè÷ÀÿÿèÃÿÿH…À…ÛûÿÿH‹=rž)H5×èæÀÿÿéÃûÿÿHc„$ðH´$€
M‰ð¹º
¿H‰„$€
èòÀÿÿH…ÀH‰D$X„H‹D$XH´$
M‰ð¹º
¿H‹@H‰D$pHc„$
H‰„$
è§ÀÿÿH…ÀH‰D$`„H‹D$`H´$à
M‰ð¹º¿L‹HHc„$àL‰L$xH‰„$à
H‰„$è
èTÀÿÿH…ÀI‰ÆL‹L$x„á
L„$ 
H‹@ƒ¼$ H=˜H54˜L‹T$hL‰D$HL„$
L‹\$pH‰D$H‹D$PH=˜L‰D$@L„$
HDòƒ¼$Hä–HŒ$ÐL‰D$0L„$ðL‰T$8L‰L$(L‰\$LŒ$ÀL‰D$ L„$àH‰$HDúH”$°L‰D$I‰èÿÓèAÁÿÿH…ÀtDŽ$,
‹„$,
…Àt#‹Œ$ 
H=ô±L‰òL‰æ1ÀèëÀÿÿH‰„$È
H‹\$`H‹H‰D$PHƒè
H…ÀH‰u
H‹CH‰ßÿP0H‹\$XH‹H‰D$PHƒè
H…ÀH‰…gýÿÿH‹CH‰ßÿP0éXýÿÿ‹„$°éýÿÿT¯ЍB
éýÿÿè”ÀÿÿH…À…/ýÿÿH‹=œ)H5UÖèx¾ÿÿéýÿÿènÀÿÿH…À…GùÿÿH‹=ޛ)H5OÕèR¾ÿÿé/ùÿÿèHÀÿÿH…ÀD…ZÿÿÿH‹=³›)H5TÖè'¾ÿÿéBÿÿÿèÀÿÿH…À…ÿÿÿH‹=›)H5~Öè
¾ÿÿéùþÿÿfff.„AWH‰÷H‰ÖHæ–AVAUATUSH‰ËH
~(HìL‹5©Å&dH‹%(H‰„$ø1ÀH„$€HDŽ$È
HDŽ$Ð
ÿÿÿÿDŽ$,

HDŽ$Ø
ÿÿÿÿLŒ$@
DŽ$€
L‰´$0
L„$0
DŽ$L‰´$@
DŽ$ L‰´$P
DŽ$°DŽ$ÀL‰´$`
DŽ$ÐHDŽ$p
ÿÿÿÿHDŽ$à
ÿÿÿÿHDŽ$è
ÿÿÿÿDŽ$àHDŽ$€
ÿÿÿÿDŽ$ðHDŽ$
ÿÿÿÿDŽ$
L‰´$ 
HDŽ$°
ÿÿÿÿDŽ$
H‰D$ H„$À
L‰´$À
DŽ$ 
H‰D$H„$ 
H‰D$H„$`
H‰D$H„$P
H‰$1Àèçºÿÿ…À„—
ƒ¼$€
L‹„$0
H´$Ð
º¿Ƀá ƒÁ
è@¼ÿÿH…ÀI‰Ç„d
H‹´$@
H‹hL9ö„¿H¼$HàÔèØÿÿ‰„$,
‹„$,
…ÀtKD‹Œ$Aƒù
†§Hœ$ð
LÈÐH
¯”¾
H‰ߺ
1ÀèÀÿÿH‹=ö˜)H‰Þèn»ÿÿL;¼$0
tIƒ/
tNH‹„$È
H‹„$È
H‹œ$ødH3%(…ÛHÄ[]A\A]A^A_ÃDDŽ$
éLÿÿÿI‹GL‰ÿÿP0ë¦@H‹´$P
L9ö„H¼$ H8Ôè×ÿÿ‰„$,
‹„$,
…À„WÿÿÿD‹Œ$ Aƒù
vgHœ$ð
LXÐH
דéÿÿÿ@1ÀéCÿÿÿ苼ÿÿH…À…$ÿÿÿH‹=û—)H54Óèoºÿÿéÿÿÿf.„DŽ$ é|ÿÿÿH‹´$`
L9öt]H¼$ÀHÌÓèoÖÿÿ‰„$,
‹„$,
…À„«þÿÿD‹Œ$ÀH‹„$Ð
IcÑH9Ðt,Hœ$ð
LzÆH
5“éUþÿÿH‹„$Ð
‰„$Àë­L‹Œ$Ø
ď
‰„$ÐE…ÉD‰Œ$°Ž½H´$p
McÉM‰ð¹º
¿L‰Œ$p
èȹÿÿH…ÀI‰Ä„%H‹´$À
H‹@L9öH‰D$P„ˆH¼$
HsÓèŽÕÿÿ‰„$,
‹„$,
…À„Êýÿÿ‹”$¸
…Òt‹„$°D€LcŒ$
D9È~]Hœ$ð
L¹ÏH
g’édýÿÿHœ$ð
L—‘H
<’éIýÿÿ‹Œ$¸
…Ét‹„$°D€‰„$
élÿÿÿH´$°
M‰ð¹º
¿L‰Œ$°
è̸ÿÿH…ÀI‰Å„½H‹@H‰D$h‹„$…À„Ö‹„$°H‹´$ 
‰‰„$à¯Ð
ÒL9ö‰”$ð„CH¼$
HäÒègÔÿÿ‰„$,
‹„$,
…Àtiƒ¼$„‹”$°D¯ƒÀ
D‹Œ$
D9ÈŽ´Hœ$ð
LfÏH
Q‘¾
º
1ÀH‰ßè˼ÿÿH‹=4•)H‰Þ謷ÿÿIƒm
…3üÿÿI‹EL‰ïÿP0é$üÿÿH‹´$ 
‹„$°DŽ$à
L9ö‰„$ð…-ÿÿÿ‰„$
é<ÿÿÿèG·ÿÿèR¹ÿÿH…À…ÛûÿÿH‹=”)H5Ñè6·ÿÿéÃûÿÿHc„$ðH´$€
M‰ð¹º
¿H‰„$€
èB·ÿÿH…ÀH‰D$X„H‹D$XH´$
M‰ð¹º
¿H‹@H‰D$pHc„$
H‰„$
è÷¶ÿÿH…ÀH‰D$`„H‹D$`H´$à
M‰ð¹º¿L‹HHc„$àL‰L$xH‰„$à
H‰„$è
褶ÿÿH…ÀI‰ÆL‹L$x„á
L„$ 
H‹@ƒ¼$ HŽH5„ŽL‹T$hL‰D$HL„$
L‹\$pH‰D$H‹D$PH=`ŽL‰D$@L„$
HDòƒ¼$H4HŒ$ÐL‰D$0L„$ðL‰T$8L‰L$(L‰\$LŒ$ÀL‰D$ L„$àH‰$HDúH”$°L‰D$I‰èÿÓ葷ÿÿH…ÀtDŽ$,
‹„$,
…Àt#‹Œ$ 
H=D¨L‰òL‰æ1Àè;·ÿÿH‰„$È
H‹\$`H‹H‰D$PHƒè
H…ÀH‰u
H‹CH‰ßÿP0H‹\$XH‹H‰D$PHƒè
H…ÀH‰…gýÿÿH‹CH‰ßÿP0éXýÿÿ‹„$°éýÿÿT¯ЍB
éýÿÿèä¶ÿÿH…À…/ýÿÿH‹=T’)H5ÍÏèȴÿÿéýÿÿ辶ÿÿH…À…GùÿÿH‹=.’)H5Ï袴ÿÿé/ùÿÿ蘶ÿÿH…ÀD…ZÿÿÿH‹=’)H5ÌÏèw´ÿÿéBÿÿÿèm¶ÿÿH…À…ÿÿÿH‹=ݑ)H5öÏèQ´ÿÿéùþÿÿfff.„AWH‰÷H‰ÖHȍAVAUATUH‰ÍH
r(SHì(H‹ù»&dH‹%(H‰„$1ÀH„$ðHDŽ$È
DŽ$°DŽ$<

H‰œ$@
LŒ$p
DŽ$ÀH‰œ$P
L„$`
DŽ$ÐHDŽ$Ð
ÿÿÿÿHDŽ$Ø
ÿÿÿÿDŽ$àH‰œ$`
HDŽ$à
ÿÿÿÿHDŽ$è
ÿÿÿÿDŽ$ðH‰œ$p
HDŽ$€
ÿÿÿÿHDŽ$
ÿÿÿÿHDŽ$ð
ÿÿÿÿHDŽ$ø
ÿÿÿÿDŽ$
HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$
HDŽ$ 
ÿÿÿÿDŽ$ 
H‰D$ H„$àH‰œ$°
HDŽ$À
ÿÿÿÿH‰D$H„$°
DŽ$0
H‰D$H„$P
H‰D$H„$@
H‰$1Àè%±ÿÿ…À„Ý
ƒ¼$à
L‹„$`
H´$Ð
º¿Ƀá ƒÁ
è~²ÿÿH…ÀI‰Ç„²
L‹`H‹„$Ø
H9„$Ð
tdH‹=•)H5f¶è	²ÿÿL;¼$`
t
Iƒ/
„U
H‹„$È
H‹„$È
H‹”$dH3%(…õHÄ([]A\A]A^A_Ã@ƒ¼$ð
L‹„$p
H´$à
º¿Ƀá ƒÁ
èɱÿÿH…ÀI‰Æ„
L‹hH‹„$è
H9„$à
t?H‹=àŽ)H5áÍèT±ÿÿL;´$p
„=ÿÿÿIƒ.
…3ÿÿÿI‹FL‰÷ÿP0é$ÿÿÿDH‹´$P
H9Þ„ÇH¼$ÀHÈÍèCÍÿÿ‰„$<
‹„$<
…ÀtD‹Œ$ÀAƒù
†ŸHœ$LØÍH
xŠH‰ߺ
¾
1ÀèŵÿÿH‹=.Ž)H‰Þ覰ÿÿéMÿÿÿI‹GL‰ÿÿP0éœþÿÿ1Àé¤þÿÿf„è{²ÿÿH…À…}þÿÿH‹=ë)H5LÌè_°ÿÿéeþÿÿf.„DŽ$À
éDÿÿÿH‹´$@
H9ÞtyH¼$°HtÍè_Ìÿÿ‰„$<
‹„$<
…À„µþÿÿD‹Œ$°Aƒù
vNHœ$L„ÍH
¬‰éÿÿÿè۱ÿÿH…À…ÉýÿÿH‹=K)H5üË迯ÿÿé±ýÿÿDŽ$°
ë•D‹œ$ÀH‹„$Ð
º
H´$€
I‰ع¿E…ۉ„$ÐEÐH˜‰”$
º
H‰„$€
蛯ÿÿH…ÀH‰D$`„yH‹´$°
H‹@H9ÞH‰D$h„*H¼$ 
HTÍè_Ëÿÿ‰„$<
‹„$<
…À„µýÿÿLcŒ$ 
Aƒùÿt‹„$к

ÀNÂA9ÁŒëD‹”$°¸
H´$ 
I‰عº
¿E…ÒE„$ÐE…ɉ„$
¸
IOÁH‰„$ 
èͮÿÿH…ÀH‰D$x„ÑH‹@H´$À
I‰عº
¿H‰„$ˆ‹„$ÐÁàH˜H‰„$À
耮ÿÿH…ÀH‰D$p„ªH‹@H´$
I‰عº
¿H‰„$˜Hc„$ÐH‰„$
è7®ÿÿH…ÀH‰„$€„çH‹@H´$I‰عº¿H‰„$ Hc„$
H‰„$Hc„$ÐH‰„$èۭÿÿH…ÀI‰Â„jH‹@H´$ð
I‰عº¿L‰”$H‰„$¨Hc„$
H‰„$ð
Hc„$ÐH‰„$ø
è|­ÿÿH…ÀH‰ÃL‹”$„O‹”$ÀH‹HHm…D‹„$°H=R„L‰”$H‰ÆM‰é…ÒH”$ÐH‰L$HD÷E…ÀL‰áHEøH„$0
H‰$I‰ÐH‰D$PH‹„$˜H‰D$HH„$ 
H‰D$@H‹„$ˆH‰D$8H„$
H‰D$0H‹„$¨H‰D$(H„$
H‰D$ H‹„$ H‰D$H‹D$hH‰D$ÿÕè\®ÿÿH…ÀL‹”$tDŽ$<
‹„$<
…À…ÓH‹T$pH‹H‰D$`Hƒè
H…ÀH‰…ÄúÿÿH‹BH‰×ÿP0éµúÿÿ‹„$Ð
	„$ 
éÜüÿÿHœ$LUÊH
½…éûÿÿèīÿÿèϭÿÿH…À…rúÿÿH‹=?‰)H5˜É賫ÿÿéZúÿÿ詭ÿÿH…À…LúÿÿH‹=‰)H5JÊ荫ÿÿé4úÿÿ胭ÿÿH…À…&úÿÿH‹=óˆ)H5lÊèg«ÿÿéúÿÿ‹„$0
L‹L$xH=(žH‹”$€H‹t$`M‰ÐH‰ى$1Àè­ÿÿH‰„$È
éðþÿÿè ­ÿÿH…À…âþÿÿH‹=ˆ)H5¡Êè«ÿÿéÊþÿÿèú¬ÿÿH…À…¼þÿÿH‹=jˆ)H53Êèުÿÿé¤þÿÿèԬÿÿH……•þÿÿH‹=Cˆ)H5œÊ跪ÿÿé}þÿÿfAWH‰÷H‰ÖH“„AVAUATUH‰ÍH
Àh(SHì(H‹i²&dH‹%(H‰„$1ÀH„$ðHDŽ$È
DŽ$°DŽ$<

H‰œ$@
LŒ$p
DŽ$ÀH‰œ$P
L„$`
DŽ$ÐHDŽ$Ð
ÿÿÿÿHDŽ$Ø
ÿÿÿÿDŽ$àH‰œ$`
HDŽ$à
ÿÿÿÿHDŽ$è
ÿÿÿÿDŽ$ðH‰œ$p
HDŽ$€
ÿÿÿÿHDŽ$
ÿÿÿÿHDŽ$ð
ÿÿÿÿHDŽ$ø
ÿÿÿÿDŽ$
HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$
HDŽ$ 
ÿÿÿÿDŽ$ 
H‰D$ H„$àH‰œ$°
HDŽ$À
ÿÿÿÿH‰D$H„$°
DŽ$0
H‰D$H„$P
H‰D$H„$@
H‰$1À蕧ÿÿ…À„Ý
ƒ¼$à
L‹„$`
H´$Ð
º¿Ƀá ƒÁ
èî¨ÿÿH…ÀI‰Ç„²
L‹`H‹„$Ø
H9„$Ð
tdH‹=†)H5֬èy¨ÿÿL;¼$`
t
Iƒ/
„U
H‹„$È
H‹„$È
H‹”$dH3%(…õHÄ([]A\A]A^A_Ã@ƒ¼$ð
L‹„$p
H´$à
º¿Ƀá ƒÁ
è9¨ÿÿH…ÀI‰Æ„
L‹hH‹„$è
H9„$à
t?H‹=P…)H5QÄèħÿÿL;´$p
„=ÿÿÿIƒ.
…3ÿÿÿI‹FL‰÷ÿP0é$ÿÿÿDH‹´$P
H9Þ„ÇH¼$ÀH@Èè³Ãÿÿ‰„$<
‹„$<
…ÀtD‹Œ$ÀAƒù
†ŸHœ$LHÄH
CH‰ߺ
¾
1Àè5¬ÿÿH‹=ž„)H‰Þè§ÿÿéMÿÿÿI‹GL‰ÿÿP0éœþÿÿ1Àé¤þÿÿf„èë¨ÿÿH…À…}þÿÿH‹=[„)H5üÆèϦÿÿéeþÿÿf.„DŽ$À
éDÿÿÿH‹´$@
H9ÞtyH¼$°H¤ÇèÏÂÿÿ‰„$<
‹„$<
…À„µþÿÿD‹Œ$°Aƒù
vNHœ$LôÃH
w€éÿÿÿèK¨ÿÿH…À…ÉýÿÿH‹=»ƒ)H5¬Æè/¦ÿÿé±ýÿÿDŽ$°
ë•D‹œ$ÀH‹„$Ð
º
H´$€
I‰ع¿E…ۉ„$ÐEÐH˜‰”$
º
H‰„$€
è¦ÿÿH…ÀH‰D$`„yH‹´$°
H‹@H9ÞH‰D$h„*H¼$ 
H<ÇèÏÁÿÿ‰„$<
‹„$<
…À„µýÿÿLcŒ$ 
Aƒùÿt‹„$к

ÀNÂA9ÁŒëD‹”$°¸
H´$ 
I‰عº
¿E…ÒE„$ÐE…ɉ„$
¸
IOÁH‰„$ 
è=¥ÿÿH…ÀH‰D$x„ÑH‹@H´$À
I‰عº
¿H‰„$ˆ‹„$ÐÁàH˜H‰„$À
èð¤ÿÿH…ÀH‰D$p„ªH‹@H´$
I‰عº
¿H‰„$˜Hc„$ÐH‰„$
觤ÿÿH…ÀH‰„$€„çH‹@H´$I‰عº¿H‰„$ Hc„$
H‰„$Hc„$ÐH‰„$èK¤ÿÿH…ÀI‰Â„jH‹@H´$ð
I‰عº¿L‰”$H‰„$¨Hc„$
H‰„$ð
Hc„$ÐH‰„$ø
èì£ÿÿH…ÀH‰ÃL‹”$„O‹”$ÀH‹HHÝ{D‹„$°H=ÂzL‰”$H‰ÆM‰é…ÒH”$ÐH‰L$HD÷E…ÀL‰áHEøH„$0
H‰$I‰ÐH‰D$PH‹„$˜H‰D$HH„$ 
H‰D$@H‹„$ˆH‰D$8H„$
H‰D$0H‹„$¨H‰D$(H„$
H‰D$ H‹„$ H‰D$H‹D$hH‰D$ÿÕè̤ÿÿH…ÀL‹”$tDŽ$<
‹„$<
…À…ÓH‹T$pH‹H‰D$`Hƒè
H…ÀH‰…ÄúÿÿH‹BH‰×ÿP0éµúÿÿ‹„$Ð
	„$ 
éÜüÿÿHœ$LÅÀH
ˆ|éûÿÿè4¢ÿÿè?¤ÿÿH…À…rúÿÿH‹=¯)H5€Ãè#¢ÿÿéZúÿÿè¤ÿÿH…À…LúÿÿH‹=‰)H5êÃèý¡ÿÿé4úÿÿèó£ÿÿH…À…&úÿÿH‹=c)H5Äèסÿÿéúÿÿ‹„$0
L‹L$xH=˜”H‹”$€H‹t$`M‰ÐH‰ى$1À肣ÿÿH‰„$È
éðþÿÿ萣ÿÿH…À…âþÿÿH‹=)H5AÄèt¡ÿÿéÊþÿÿèj£ÿÿH…À…¼þÿÿH‹=Ú~)H5ÓÃèN¡ÿÿé¤þÿÿèD£ÿÿH……•þÿÿH‹=³~)H5<Äè'¡ÿÿé}þÿÿfAWH‰÷H‰ÖH^{AVAUATUH‰ÍH
ð^(SHì(H‹٨&dH‹%(H‰„$1ÀH„$ðHDŽ$È
DŽ$°DŽ$<

H‰œ$@
LŒ$p
DŽ$ÀH‰œ$P
L„$`
DŽ$ÐHDŽ$Ð
ÿÿÿÿHDŽ$Ø
ÿÿÿÿDŽ$àH‰œ$`
HDŽ$à
ÿÿÿÿHDŽ$è
ÿÿÿÿDŽ$ðH‰œ$p
HDŽ$€
ÿÿÿÿHDŽ$
ÿÿÿÿHDŽ$ 
ÿÿÿÿHDŽ$ð
ÿÿÿÿHDŽ$ø
ÿÿÿÿDŽ$
HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$
HDŽ$°
ÿÿÿÿH‰D$ H„$àDŽ$ 
H‰œ$À
H‰D$H„$À
DŽ$0
H‰D$H„$P
H‰D$H„$@
H‰$1Àèžÿÿ…À„Ý
ƒ¼$à
L‹„$`
H´$Ð
º¿Ƀá ƒÁ
è^ŸÿÿH…ÀI‰Ç„²
L‹`H‹„$Ø
H9„$Ð
tdH‹=u|)H5F£èéžÿÿL;¼$`
t
Iƒ/
„U
H‹„$È
H‹„$È
H‹”$dH3%(…HÄ([]A\A]A^A_Ã@ƒ¼$ð
L‹„$p
H´$à
º¿Ƀá ƒÁ
詞ÿÿH…ÀI‰Æ„
L‹hH‹„$è
H9„$à
t?H‹=À{)H5zè4žÿÿL;´$p
„=ÿÿÿIƒ.
…3ÿÿÿI‹FL‰÷ÿP0é$ÿÿÿDH‹´$P
H9Þ„ÇH¼$ÀHàÁè#ºÿÿ‰„$<
‹„$<
…ÀtD‹Œ$ÀAƒù
†ŸHœ$L¸ºH
xH‰ߺ
¾
1À襢ÿÿH‹={)H‰Þ膝ÿÿéMÿÿÿI‹GL‰ÿÿP0éœþÿÿ1Àé¤þÿÿf„è[ŸÿÿH…À…}þÿÿH‹=Ëz)H5œÀè?ÿÿéeþÿÿf.„DŽ$À
éDÿÿÿH‹´$@
H9ÞtyH¼$°HDÁè?¹ÿÿ‰„$<
‹„$<
…À„µþÿÿD‹Œ$°Aƒù
vNHœ$LdºH
Bwéÿÿÿ軞ÿÿH…À…ÉýÿÿH‹=+z)H5LÀ蟜ÿÿé±ýÿÿDŽ$°
ë•D‹œ$ÀH‹„$Ð
º
H´$
I‰ع¿E…ۉ„$ÐEÐH˜‰”$
º
H‰„$
è{œÿÿH…ÀH‰D$`„‡H‹´$À
H‹@H9ÞH‰D$h„7H¼$ 
HÜÀè?¸ÿÿ‰„$<
‹„$<
…À„µýÿÿD‹Œ$ 
Hc”$ÐAƒùÿtÕ¹
…ÀNÁA9ÁŒóH´$€
H‰”$€
I‰عº
¿èқÿÿH…ÀH‰D$p„xH‹@D‹Œ$°H´$°
D‹”$ 
I‰عº
¿E…ÉH‰„$€¸
E„$ÐE…҉„$
¸
O„$ 
H˜H‰„$°
èX›ÿÿH…ÀH‰D$x„ŠH‹@H´$ð
I‰عº¿H‰„$˜Hc„$
H‰„$ð
Hc„$ÐH‰„$ø
èÿšÿÿH…ÀH‰„$ˆ„|H‹@H´$ 
I‰عº
¿H‰„$ Hc„$ÐH‰„$ 
賚ÿÿH…ÀH‰„$„L‹HHc„$
H´$I‰عº¿L‰Œ$¨H‰„$Hc„$ÐH‰„$èWšÿÿH…ÀH‰ÃL‹Œ$¨„!‹”$ÀH‹HHHrD‹„$°H=-qL‰L$H‰ÆM‰é…ÒH”$ÐH‰L$0HD÷E…ÀL‰áHEøH„$0
H‰$I‰ÐH‰D$PH„$ 
H‰D$HH‹„$˜H‰D$@H„$
H‰D$8H„$
H‰D$(H‹„$ H‰D$ H‹D$hH‰D$H‹„$€H‰D$ÿÕèG›ÿÿH…ÀtDŽ$<
‹„$<
…À„ôúÿÿ‹„$0
L‹„$ˆH=ê‹H‹Œ$H‹T$`I‰ÙH‹t$p‰D$H‹D$xH‰$1ÀèɚÿÿH‰„$È
é¨úÿÿ‹„$ÐÁà‰„$ 
éÎüÿÿHœ$LϽH
Eséûÿÿ薘ÿÿ衚ÿÿH…À…dúÿÿH‹=v)H5½腘ÿÿéLúÿÿè{šÿÿH…À…>úÿÿH‹=ëu)H5¾è_˜ÿÿé&úÿÿèUšÿÿH…Àf…úÿÿH‹=Ãu)H5|¾è7˜ÿÿéþùÿÿè-šÿÿH…À…ðùÿÿH‹=u)H5¾è˜ÿÿéØùÿÿèšÿÿH…À@…ÆùÿÿH‹=su)H5L½èç—ÿÿé®ùÿÿèݙÿÿH…À… ùÿÿH‹=Mu)H5N¾èWÿÿéˆùÿÿfff.„AWH‰÷H‰ÖHIrAVAUATUH‰ÍH
@U(SHì(H‹iŸ&dH‹%(H‰„$1ÀH„$ðHDŽ$È
DŽ$°DŽ$<

H‰œ$@
LŒ$p
DŽ$ÀH‰œ$P
L„$`
DŽ$ÐHDŽ$Ð
ÿÿÿÿHDŽ$Ø
ÿÿÿÿDŽ$àH‰œ$`
HDŽ$à
ÿÿÿÿHDŽ$è
ÿÿÿÿDŽ$ðH‰œ$p
HDŽ$€
ÿÿÿÿHDŽ$
ÿÿÿÿHDŽ$ 
ÿÿÿÿHDŽ$ð
ÿÿÿÿHDŽ$ø
ÿÿÿÿDŽ$
HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$
HDŽ$°
ÿÿÿÿH‰D$ H„$àDŽ$ 
H‰œ$À
H‰D$H„$À
DŽ$0
H‰D$H„$P
H‰D$H„$@
H‰$1À蕔ÿÿ…À„Ý
ƒ¼$à
L‹„$`
H´$Ð
º¿Ƀá ƒÁ
èî•ÿÿH…ÀI‰Ç„²
L‹`H‹„$Ø
H9„$Ð
tdH‹=s)H5֙èy•ÿÿL;¼$`
t
Iƒ/
„U
H‹„$È
H‹„$È
H‹”$dH3%(…HÄ([]A\A]A^A_Ã@ƒ¼$ð
L‹„$p
H´$à
º¿Ƀá ƒÁ
è9•ÿÿH…ÀI‰Æ„
L‹hH‹„$è
H9„$à
t?H‹=Pr)H5Q±èĔÿÿL;´$p
„=ÿÿÿIƒ.
…3ÿÿÿI‹FL‰÷ÿP0é$ÿÿÿDH‹´$P
H9Þ„ÇH¼$ÀHè»賰ÿÿ‰„$<
‹„$<
…ÀtD‹Œ$ÀAƒù
†ŸHœ$LH±H
ùnH‰ߺ
¾
1Àè5™ÿÿH‹=žq)H‰Þè”ÿÿéMÿÿÿI‹GL‰ÿÿP0éœþÿÿ1Àé¤þÿÿf„èë•ÿÿH…À…}þÿÿH‹=[q)H5¤ºèϓÿÿéeþÿÿf.„DŽ$À
éDÿÿÿH‹´$@
H9ÞtyH¼$°HL»èϯÿÿ‰„$<
‹„$<
…À„µþÿÿD‹Œ$°Aƒù
vNHœ$Lô°H
-néÿÿÿèK•ÿÿH…À…ÉýÿÿH‹=»p)H5Tºè/“ÿÿé±ýÿÿDŽ$°
ë•D‹œ$ÀH‹„$Ð
º
H´$
I‰ع¿E…ۉ„$ÐEÐH˜‰”$
º
H‰„$
è“ÿÿH…ÀH‰D$`„‡H‹´$À
H‹@H9ÞH‰D$h„7H¼$ 
HäºèϮÿÿ‰„$<
‹„$<
…À„µýÿÿD‹Œ$ 
Hc”$ÐAƒùÿtÕ¹
…ÀNÁA9ÁŒóH´$€
H‰”$€
I‰عº
¿èb’ÿÿH…ÀH‰D$p„xH‹@D‹Œ$°H´$°
D‹”$ 
I‰عº
¿E…ÉH‰„$€¸
E„$ÐE…҉„$
¸
O„$ 
H˜H‰„$°
èè‘ÿÿH…ÀH‰D$x„ŠH‹@H´$ð
I‰عº¿H‰„$˜Hc„$
H‰„$ð
Hc„$ÐH‰„$ø
菑ÿÿH…ÀH‰„$ˆ„|H‹@H´$ 
I‰عº
¿H‰„$ Hc„$ÐH‰„$ 
èC‘ÿÿH…ÀH‰„$„L‹HHc„$
H´$I‰عº¿L‰Œ$¨H‰„$Hc„$ÐH‰„$èçÿÿH…ÀH‰ÃL‹Œ$¨„!‹”$ÀH‹HHØhD‹„$°H=½gL‰L$H‰ÆM‰é…ÒH”$ÐH‰L$0HD÷E…ÀL‰áHEøH„$0
H‰$I‰ÐH‰D$PH„$ 
H‰D$HH‹„$˜H‰D$@H„$
H‰D$8H„$
H‰D$(H‹„$ H‰D$ H‹D$hH‰D$H‹„$€H‰D$ÿÕèבÿÿH…ÀtDŽ$<
‹„$<
…À„ôúÿÿ‹„$0
L‹„$ˆH=z‚H‹Œ$H‹T$`I‰ÙH‹t$p‰D$H‹D$xH‰$1ÀèY‘ÿÿH‰„$È
é¨úÿÿ‹„$ÐÁà‰„$ 
éÎüÿÿHœ$L_´H
0jéûÿÿè&ÿÿè1‘ÿÿH…À…dúÿÿH‹=¡l)H5·èÿÿéLúÿÿè‘ÿÿH…À…>úÿÿH‹={l)H5ԷèïŽÿÿé&úÿÿèåÿÿH…Àf…úÿÿH‹=Sl)H5<¸èǎÿÿéþùÿÿ轐ÿÿH…À…ðùÿÿH‹=-l)H5η衎ÿÿéØùÿÿ藐ÿÿH…À@…ÆùÿÿH‹=l)H5·èwŽÿÿé®ùÿÿèmÿÿH…À… ùÿÿH‹=Ýk)H5¸èQŽÿÿéˆùÿÿfff.„AWH‰÷H‰ÖH4iAVAUATI‰ÌH
‘J(USHì8H‹ù•&dH‹%(H‰„$(1ÀHD$@LŒ$àL„$ HDŽ$
ÇD$0H‰D$ H„$
DŽ$œ
HDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿH‰D$H„$ðÇD$@H‰œ$ ÇD$PH‰D$H„$ÀÇD$`H‰œ$°ÇD$pH‰D$H„$°H‰œ$ÀHDŽ$ÐÿÿÿÿH‰œ$àH‰$1ÀDŽ$€H‰œ$ðDŽ$H‰œ$
豋ÿÿ…À„i
ƒ|$@
L‹„$ H´$
º¿Ƀá ƒÁè
ÿÿH…ÀH‰Å„±H‹´$°L‹hH9Þ„üH|$`Hð¶èۨÿÿ‰„$œ‹„$œ…À„•D‹L$`E…Ɉ—H‹´$
H9Þ„ÆH¼$H·蒨ÿÿ‰„$œ‹„$œ…ÀtP‹„$…À…©Hœ$ 
L·H
HgE1ɾ
H‰ߺ
1Àè‘ÿÿH‹=}i)H‰Þèõ‹ÿÿDH‹„$
H‹„$
H‹”$(dH3%(…ÙHÄ8[]A\A]A^A_ÀÇD$`éÿÿÿDŽ$
éEÿÿÿ1Àë¬@H‹„$
L‹„$àH´$й
º
¿‰D$0H‹„$
‰D$P茋ÿÿH…ÀI‰Æ„æL‹xHcD$PH9„$ЏyH‹´$ðH9Þ„SH¼$€H±¶èD§ÿÿ‰„$œ‹„$œ…À„¶D‹Œ$€E…ɈEH‹Œ$ÐIcÁH9ȍ1H‰ϋ´$H)Nj„$Áø1Æ)ÆH‰øH™LcÆI÷øPÿ¯ÖHcÒH9׎_H‹´$ÀH9Þ„„H|$pH̶详ÿÿ‰„$œ‹„$œ…À„!‹D$`D‹L$pD9ȏ0H‹œ$ÐHc´$€IcÉH‰ÚH)òH9э…ÛŽ^L‰ø‰كàHÁèH÷؃à9ØGÃûGÈA‰…É„/Aƒ
ƒù
¸
vAƒG
ƒù°vAƒG
ƒù°vAƒG
°9Ëtp‰߉Ê)ÏA‰ùAÁéB…Ét2fo5M—1ö1ÒfAoƒÆ
fþÈfAHƒÂD9Îrä
È9Ït%P
HcÈAƒ
9Ó~ƒÀHcÒAƒ—
9Ã~H˜Aƒ‡
Hc„$€H´$HT$PD‰T$,ƒD$`
HL$`ƒD$p
H|$0LD$pH‰4$L‰îM‡AÿÔD‹T$,ƒûD‰ÒFӅÒ„0Aƒ/
ƒú
¸
vAƒo
ƒú°vAƒo
ƒú°vAƒo
°9ÚtmA‰ىÑA)ÑE‰ÈAÁèB4……öt-fvÀI<1Ò1ÉfoƒÁ
fþÈfHƒÂD9Áræ
ðD9Ît%P
HcÈAƒ,
9Ó~ƒÀHcÒAƒ,—
9Ã~H˜Aƒ,‡
èZŠÿÿH…ÀtDŽ$œ‹„$œ…À…P
L;´$à„:üÿÿIƒ.
…0üÿÿI‹FL‰÷ÿP0é!üÿÿèŠÿÿH…À…üÿÿH‹={e)H5ô±èï‡ÿÿéúûÿÿf.„Hœ$ 
La²H
æbé­ûÿÿDŽ$€é¸üÿÿDH‹=)e)H5³蝇ÿÿé`ÿÿÿHœ$ 
Lq³H
ÁbH‰ߺ
¾
1Àè~ŒÿÿH‹=çd)H‰Þè_‡ÿÿé"ÿÿÿèU‰ÿÿH…Àf…ZûÿÿH‹=Ãd)H5d²è7‡ÿÿéBûÿÿHœ$ 
A‰ÁL@³H
jbë•Hœ$ 
L ³H
bbézÿÿÿƒé
‰L$péˆüÿÿèۆÿÿH=/^H‰î1À躈ÿÿH‰„$
é•þÿÿ1Àéúýÿÿ1ÀéûüÿÿƒÀ
AƒÁ
HL$`‰D$`H„$D‰L$pHT$PM·H|$0H‰$LD$pL‰îAÿÔé!þÿÿAWH‰÷H‰ÖHãaAVAUATI‰ÌH
‘B(USHì8H‹9Ž&dH‹%(H‰„$(1ÀHD$@LŒ$àL„$ HDŽ$
ÇD$0H‰D$ H„$
DŽ$œ
HDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿH‰D$H„$ðÇD$@H‰œ$ ÇD$PH‰D$H„$ÀÇD$`H‰œ$°ÇD$pH‰D$H„$°H‰œ$ÀHDŽ$ÐÿÿÿÿH‰œ$àH‰$1ÀDŽ$€H‰œ$ðDŽ$H‰œ$
èñƒÿÿ…À„i
ƒ|$@
L‹„$ H´$
º¿Ƀá ƒÁèM…ÿÿH…ÀH‰Å„±H‹´$°L‹hH9Þ„üH|$`H²è¡ÿÿ‰„$œ‹„$œ…À„•D‹L$`E…Ɉ—H‹´$
H9Þ„ÆH¼$H÷±èҠÿÿ‰„$œ‹„$œ…ÀtP‹„$…À…©Hœ$ 
LZ¯H
÷_E1ɾ
H‰ߺ
1ÀèT‰ÿÿH‹=½a)H‰Þè5„ÿÿDH‹„$
H‹„$
H‹”$(dH3%(…ÙHÄ8[]A\A]A^A_ÀÇD$`éÿÿÿDŽ$
éEÿÿÿ1Àë¬@H‹„$
L‹„$àH´$й
º
¿‰D$0H‹„$
‰D$Pè̃ÿÿH…ÀI‰Æ„æL‹xHcD$PH9„$ЏyH‹´$ðH9Þ„SH¼$€H9±脟ÿÿ‰„$œ‹„$œ…À„¶D‹Œ$€E…ɈEH‹Œ$ÐIcÁH9ȍ1H‰ϋ´$H)Nj„$Áø1Æ)ÆH‰øH™LcÆI÷øPÿ¯ÖHcÒH9׎_H‹´$ÀH9Þ„„H|$pHä°èïžÿÿ‰„$œ‹„$œ…À„!‹D$`D‹L$pD9ȏ0H‹œ$ÐHc´$€IcÉH‰ÚH)òH9э…ÛŽ^L‰ø‰كàHÁèH÷؃à9ØGÃûGÈA‰…É„/Aƒ
ƒù
¸
vAƒG
ƒù°vAƒG
ƒù°vAƒG
°9Ëtp‰߉Ê)ÏA‰ùAÁéB…Ét2foC-M—1ö1ÒfAoƒÆ
fþÈfAHƒÂD9Îrä
È9Ït%P
HcÈAƒ
9Ó~ƒÀHcÒAƒ—
9Ã~H˜Aƒ‡
Hc„$€H´$HT$PD‰T$,ƒD$`
HL$`ƒD$p
H|$0LD$pH‰4$L‰îM‡AÿÔD‹T$,ƒûD‰ÒFӅÒ„0Aƒ/
ƒú
¸
vAƒo
ƒú°vAƒo
ƒú°vAƒo
°9ÚtmA‰ىÑA)ÑE‰ÈAÁèB4……öt-fvÀI<1Ò1ÉfoƒÁ
fþÈfHƒÂD9Áræ
ðD9Ît%P
HcÈAƒ,
9Ó~ƒÀHcÒAƒ,—
9Ã~H˜Aƒ,‡
蚂ÿÿH…ÀtDŽ$œ‹„$œ…À…P
L;´$à„:üÿÿIƒ.
…0üÿÿI‹FL‰÷ÿP0é!üÿÿèK‚ÿÿH…À…üÿÿH‹=»])H5­è/€ÿÿéúûÿÿf.„Hœ$ 
L¡ªH
•[é­ûÿÿDŽ$€é¸üÿÿDH‹=i])H5Z«èÝÿÿé`ÿÿÿHœ$ 
L±«H
p[H‰ߺ
¾
1À辄ÿÿH‹='])H‰ÞèŸÿÿé"ÿÿÿ蕁ÿÿH…Àf…ZûÿÿH‹=])H5­èwÿÿéBûÿÿHœ$ 
A‰ÁL€«H
[ë•Hœ$ 
Là«H
[ézÿÿÿƒé
‰L$péˆüÿÿèÿÿH=oVH‰î1Àèú€ÿÿH‰„$
é•þÿÿ1Àéúýÿÿ1ÀéûüÿÿƒÀ
AƒÁ
HL$`‰D$`H„$D‰L$pHT$PM·H|$0H‰$LD$pL‰îAÿÔé!þÿÿAWH‰÷H‰ÖH’ZAVAUATI‰ÌH
‘:(USHì8H‹y†&dH‹%(H‰„$(1ÀHD$@LŒ$àL„$ HDŽ$
ÇD$0H‰D$ H„$
DŽ$œ
HDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿH‰D$H„$ðÇD$@H‰œ$ ÇD$PH‰D$H„$ÀÇD$`H‰œ$°ÇD$pH‰D$H„$°H‰œ$ÀHDŽ$ÐÿÿÿÿH‰œ$àH‰$1ÀDŽ$€H‰œ$ðDŽ$H‰œ$
è1|ÿÿ…À„i
ƒ|$@
L‹„$ H´$
º¿Ƀá ƒÁè}ÿÿH…ÀH‰Å„±H‹´$°L‹hH9Þ„üH|$`Hà«è[™ÿÿ‰„$œ‹„$œ…À„•D‹L$`E…Ɉ—H‹´$
H9Þ„ÆH¼$H׫è™ÿÿ‰„$œ‹„$œ…ÀtP‹„$…À…©Hœ$ 
Lš§H
¦XE1ɾ
H‰ߺ
1À蔁ÿÿH‹=ýY)H‰Þèu|ÿÿDH‹„$
H‹„$
H‹”$(dH3%(…ÙHÄ8[]A\A]A^A_ÀÇD$`éÿÿÿDŽ$
éEÿÿÿ1Àë¬@H‹„$
L‹„$àH´$й
º
¿‰D$0H‹„$
‰D$Pè|ÿÿH…ÀI‰Æ„æL‹xHcD$PH9„$ЏyH‹´$ðH9Þ„SH¼$€H«èėÿÿ‰„$œ‹„$œ…À„¶D‹Œ$€E…ɈEH‹Œ$ÐIcÁH9ȍ1H‰ϋ´$H)Nj„$Áø1Æ)ÆH‰øH™LcÆI÷øPÿ¯ÖHcÒH9׎_H‹´$ÀH9Þ„„H|$pHĪè/—ÿÿ‰„$œ‹„$œ…À„!‹D$`D‹L$pD9ȏ0H‹œ$ÐHc´$€IcÉH‰ÚH)òH9э…ÛŽ^L‰ø‰كàHÁèH÷؃à9ØGÃûGÈA‰…É„/Aƒ
ƒù
¸
vAƒG
ƒù°vAƒG
ƒù°vAƒG
°9Ëtp‰߉Ê)ÏA‰ùAÁéB…Ét2foƒ%M—1ö1ÒfAoƒÆ
fþÈfAHƒÂD9Îrä
È9Ït%P
HcÈAƒ
9Ó~ƒÀHcÒAƒ—
9Ã~H˜Aƒ‡
Hc„$€H´$HT$PD‰T$,ƒD$`
HL$`ƒD$p
H|$0LD$pH‰4$L‰îM‡AÿÔD‹T$,ƒûD‰ÒFӅÒ„0Aƒ/
ƒú
¸
vAƒo
ƒú°vAƒo
ƒú°vAƒo
°9ÚtmA‰ىÑA)ÑE‰ÈAÁèB4……öt-fvÀI<1Ò1ÉfoƒÁ
fþÈfHƒÂD9Áræ
ðD9Ît%P
HcÈAƒ,
9Ó~ƒÀHcÒAƒ,—
9Ã~H˜Aƒ,‡
èÚzÿÿH…ÀtDŽ$œ‹„$œ…À…P
L;´$à„:üÿÿIƒ.
…0üÿÿI‹FL‰÷ÿP0é!üÿÿè‹zÿÿH…À…üÿÿH‹=ûU)H5ä¦èoxÿÿéúûÿÿf.„Hœ$ 
Lá¢H
DTé­ûÿÿDŽ$€é¸üÿÿDH‹=©U)H5š£èxÿÿé`ÿÿÿHœ$ 
Lñ£H
TH‰ߺ
¾
1Àèþ|ÿÿH‹=gU)H‰Þèßwÿÿé"ÿÿÿèÕyÿÿH…Àf…ZûÿÿH‹=CU)H5ü¦è·wÿÿéBûÿÿHœ$ 
A‰ÁL#H
ÈSë•Hœ$ 
L ¤H
ÀSézÿÿÿƒé
‰L$péˆüÿÿè[wÿÿH=¯NH‰î1Àè:yÿÿH‰„$
é•þÿÿ1Àéúýÿÿ1ÀéûüÿÿƒÀ
AƒÁ
HL$`‰D$`H„$D‰L$pHT$PM·H|$0H‰$LD$pL‰îAÿÔé!þÿÿAWH‰÷H‰ÖHASAVAUATI‰ÌH
‘2(USHì8H‹¹~&dH‹%(H‰„$(1ÀHD$@LŒ$àL„$ HDŽ$
ÇD$0H‰D$ H„$
DŽ$œ
HDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿH‰D$H„$ðÇD$@H‰œ$ ÇD$PH‰D$H„$ÀÇD$`H‰œ$°ÇD$pH‰D$H„$°H‰œ$ÀHDŽ$ÐÿÿÿÿH‰œ$àH‰$1ÀDŽ$€H‰œ$ðDŽ$H‰œ$
èqtÿÿ…À„i
ƒ|$@
L‹„$ H´$
º¿Ƀá ƒÁèÍuÿÿH…ÀH‰Å„±H‹´$°L‹hH9Þ„üH|$`H%蛑ÿÿ‰„$œ‹„$œ…À„•D‹L$`E…Ɉ—H‹´$
H9Þ„ÆH¼$H·¥èR‘ÿÿ‰„$œ‹„$œ…ÀtP‹„$…À…©Hœ$ 
LڟH
UQE1ɾ
H‰ߺ
1ÀèÔyÿÿH‹==R)H‰ÞèµtÿÿDH‹„$
H‹„$
H‹”$(dH3%(…ÙHÄ8[]A\A]A^A_ÀÇD$`éÿÿÿDŽ$
éEÿÿÿ1Àë¬@H‹„$
L‹„$àH´$й
º
¿‰D$0H‹„$
‰D$PèLtÿÿH…ÀI‰Æ„æL‹xHcD$PH9„$ЏyH‹´$ðH9Þ„SH¼$€Hù¤èÿÿ‰„$œ‹„$œ…À„¶D‹Œ$€E…ɈEH‹Œ$ÐIcÁH9ȍ1H‰ϋ´$H)Nj„$Áø1Æ)ÆH‰øH™LcÆI÷øPÿ¯ÖHcÒH9׎_H‹´$ÀH9Þ„„H|$pH¤¤èoÿÿ‰„$œ‹„$œ…À„!‹D$`D‹L$pD9ȏ0H‹œ$ÐHc´$€IcÉH‰ÚH)òH9э…ÛŽ^L‰ø‰كàHÁèH÷؃à9ØGÃûGÈA‰…É„/Aƒ
ƒù
¸
vAƒG
ƒù°vAƒG
ƒù°vAƒG
°9Ëtp‰߉Ê)ÏA‰ùAÁéB…Ét2foÃM—1ö1ÒfAoƒÆ
fþÈfAHƒÂD9Îrä
È9Ït%P
HcÈAƒ
9Ó~ƒÀHcÒAƒ—
9Ã~H˜Aƒ‡
Hc„$€H´$HT$PD‰T$,ƒD$`
HL$`ƒD$p
H|$0LD$pH‰4$L‰îM‡AÿÔD‹T$,ƒûD‰ÒFӅÒ„0Aƒ/
ƒú
¸
vAƒo
ƒú°vAƒo
ƒú°vAƒo
°9ÚtmA‰ىÑA)ÑE‰ÈAÁèB4……öt-fvÀI<1Ò1ÉfoƒÁ
fþÈfHƒÂD9Áræ
ðD9Ît%P
HcÈAƒ,
9Ó~ƒÀHcÒAƒ,—
9Ã~H˜Aƒ,‡
èsÿÿH…ÀtDŽ$œ‹„$œ…À…P
L;´$à„:üÿÿIƒ.
…0üÿÿI‹FL‰÷ÿP0é!üÿÿèËrÿÿH…À…üÿÿH‹=;N)H5Ġè¯pÿÿéúûÿÿf.„Hœ$ 
L!›H
óLé­ûÿÿDŽ$€é¸üÿÿDH‹=éM)H5ڛè]pÿÿé`ÿÿÿHœ$ 
L1œH
ÎLH‰ߺ
¾
1Àè>uÿÿH‹=§M)H‰Þèpÿÿé"ÿÿÿèrÿÿH…Àf…ZûÿÿH‹=ƒM)H5ܠè÷oÿÿéBûÿÿHœ$ 
A‰ÁLœH
wLë•Hœ$ 
L`œH
oLézÿÿÿƒé
‰L$péˆüÿÿè›oÿÿH=ïFH‰î1ÀèzqÿÿH‰„$
é•þÿÿ1Àéúýÿÿ1ÀéûüÿÿƒÀ
AƒÁ
HL$`‰D$`H„$D‰L$pHT$PM·H|$0H‰$LD$pL‰îAÿÔé!þÿÿAUH‰÷I‰ÍH‰ÖH
ž&(HæKATUSHì¸
H‹ýv&dH‹%(H‰„$¨
1ÀHD$ LL$pLD$`HDŽ$ˆÇD$H‰D$H„$€ÇD$\
HDŽ$ÿÿÿÿHDŽ$˜ÿÿÿÿH‰$1ÀÇD$ H‰\$`ÇD$0ÇD$@H‰\$pÇD$PH‰œ$€è%mÿÿ…À„}
ƒ|$ 
L‹D$`H´$º¿Ƀá ƒÁè„nÿÿH…ÀH‰Å„X
L‹`H‹„$˜H9„$tRH‹=›K)H5lrènÿÿH‹„$ˆH‹„$ˆH‹œ$¨
dH3%(…hHĸ
[]A\A]Ãf.„H‹t$pH9Þ„ÂH|$@H¶Ÿèñ‰ÿÿ‰D$\‹D$\…Àt–D‹L$@Aƒù
vBHœ$ L˟H
YJH‰ߺ
¾
1Àè€rÿÿH‹=éJ)H‰ÞèamÿÿéMÿÿÿ@H‹´$€H9Þ„—H|$PH³Ÿèv‰ÿÿ‰D$\‹D$\…À„ÿÿÿD‹L$PAƒù
v{Hœ$ LğH
îIé|ÿÿÿÇD$@éFÿÿÿ1Àéêþÿÿf„èÛnÿÿH…À…ÃþÿÿH‹=KJ)H5tžè¿lÿÿé«þÿÿf.„ÇD$P
éqÿÿÿH‹„$‹T$@Ht$H=ÛDLD$0H‰ñ‰D$HÊD…ÒL‰âHDøAÿՋL$P…É„‹D$@1ҋL$…ÀtO€9ʍ€r
9Î}2‰ð€¯ȃÀ

ÑHcÉHÁáL
áHÇAHÇ
‹L$9Á׉ò뻉ò9Ê}<r
9Î}ò‰ð¯Ê
CÀ
HcÉHÁáL
áHÇAHÇ
‹L$9Á׉òëÃè»mÿÿH…ÀtÇD$\‹D$\…À„“ýÿÿ‹T$0H=t^H‰î1ÀèmmÿÿH‰„$ˆéqýÿÿèkkÿÿff.„AUH‰÷I‰ÍH‰ÖH
Ž"(HTHATUSHì¸
H‹-s&dH‹%(H‰„$¨
1ÀHD$ LL$pLD$`HDŽ$ˆÇD$H‰D$H„$€ÇD$\
HDŽ$ÿÿÿÿHDŽ$˜ÿÿÿÿH‰$1ÀÇD$ H‰\$`ÇD$0ÇD$@H‰\$pÇD$PH‰œ$€èUiÿÿ…À„}
ƒ|$ 
L‹D$`H´$º¿Ƀá ƒÁè´jÿÿH…ÀH‰Å„X
L‹`H‹„$˜H9„$tRH‹=ËG)H5œnè?jÿÿH‹„$ˆH‹„$ˆH‹œ$¨
dH3%(…XHĸ
[]A\A]Ãf.„H‹t$pH9Þ„ÂH|$@H&è!†ÿÿ‰D$\‹D$\…Àt–D‹L$@Aƒù
vBHœ$ Lû›H
ÇFH‰ߺ
¾
1Àè°nÿÿH‹=G)H‰Þè‘iÿÿéMÿÿÿ@H‹´$€H9Þ„—H|$PHëœ覅ÿÿ‰D$\‹D$\…À„ÿÿÿD‹L$PAƒù
v{Hœ$ Lô›H
\Fé|ÿÿÿÇD$@éFÿÿÿ1Àéêþÿÿf„èkÿÿH…À…ÃþÿÿH‹={F)H5ä›èïhÿÿé«þÿÿf.„ÇD$P
éqÿÿÿH‹„$‹T$@Ht$H=ALD$0H‰ñ‰D$Hú@…ÒL‰âHDøAÿՋL$P…É„‹D$@1ɋT$…ÀtG€9Ñ}tq
9Ö})‰ð¯ЃÀ

ÊHcÒIÔÇBÇ‹T$9Â܉ñëȉñfD9Ñ}4q
9Ö}í‰ð¯Ñ
ƒÀ
HcÒIÔÇBÇ‹T$9Â܉ñëÈèûiÿÿH…ÀtÇD$\‹D$\…À„£ýÿÿ‹T$0H=´ZH‰î1Àè­iÿÿH‰„$ˆéýÿÿè«gÿÿff.„AUH‰÷I‰ÍH‰ÖH
Ž(HÒDATUSHì¸
H‹mo&dH‹%(H‰„$¨
1ÀHD$ LL$pLD$`HDŽ$ˆÇD$H‰D$H„$€ÇD$\
HDŽ$ÿÿÿÿHDŽ$˜ÿÿÿÿH‰$1ÀÇD$ H‰\$`ÇD$0ÇD$@H‰\$pÇD$PH‰œ$€è•eÿÿ…À„}
ƒ|$ 
L‹D$`H´$º¿Ƀá ƒÁèôfÿÿH…ÀH‰Å„X
L‹`H‹„$˜H9„$tRH‹=D)H5ÜjèfÿÿH‹„$ˆH‹„$ˆH‹œ$¨
dH3%(…PHĸ
[]A\A]Ãf.„H‹t$pH9Þ„ÂH|$@H6šèa‚ÿÿ‰D$\‹D$\…Àt–D‹L$@Aƒù
vBHœ$ L;˜H
ECH‰ߺ
¾
1ÀèðjÿÿH‹=YC)H‰ÞèÑeÿÿéMÿÿÿ@H‹´$€H9Þ„—H|$PHû™èæÿÿ‰D$\‹D$\…À„ÿÿÿD‹L$PAƒù
v{Hœ$ L4˜H
ÚBé|ÿÿÿÇD$@éFÿÿÿ1Àéêþÿÿf„èKgÿÿH…À…ÃþÿÿH‹=»B)H5ô˜è/eÿÿé«þÿÿf.„ÇD$P
éqÿÿÿH‹„$‹T$@Ht$H=K=LD$0H‰ñ‰D$H:=…ÒL‰âHDøAÿՋL$P…É„…‹D$@1ö1ɋT$…Àt=D9Ñ}lq
9Ö}!‰ð¯ЃÀ
HcÒH
ÊIÇԋT$9ÂäHcÎëωþD9Ö}4~
9×}î‰ø¯ÖHcȃÀ
HcÒH
ÊIÇԋT$9Âá‰þëÍDèCfÿÿH…ÀtÇD$\‹D$\…À„«ýÿÿ‹T$0H=üVH‰î1ÀèõeÿÿH‰„$ˆé‰ýÿÿèócÿÿAUH‰÷I‰ÍH‰ÖH
ž(H`AATUSHì¸
H‹½k&dH‹%(H‰„$¨
1ÀHD$ LL$pLD$`HDŽ$ˆÇD$H‰D$H„$€ÇD$\
HDŽ$ÿÿÿÿHDŽ$˜ÿÿÿÿH‰$1ÀÇD$ H‰\$`ÇD$0ÇD$@H‰\$pÇD$PH‰œ$€èåaÿÿ…À„}
ƒ|$ 
L‹D$`H´$º¿Ƀá ƒÁèDcÿÿH…ÀH‰Å„X
L‹`H‹„$˜H9„$tRH‹=[@)H5,gèÏbÿÿH‹„$ˆH‹„$ˆH‹œ$¨
dH3%(…PHĸ
[]A\A]Ãf.„H‹t$pH9Þ„ÂH|$@HV—è±~ÿÿ‰D$\‹D$\…Àt–D‹L$@Aƒù
vBHœ$ L‹”H
Ó?H‰ߺ
¾
1Àè@gÿÿH‹=©?)H‰Þè!bÿÿéMÿÿÿ@H‹´$€H9Þ„—H|$PH—è6~ÿÿ‰D$\‹D$\…À„ÿÿÿD‹L$PAƒù
v{Hœ$ L„”H
h?é|ÿÿÿÇD$@éFÿÿÿ1Àéêþÿÿf„è›cÿÿH…À…ÃþÿÿH‹=?)H5–èaÿÿé«þÿÿf.„ÇD$P
éqÿÿÿH‹„$‹T$@Ht$H=›9LD$0H‰ñ‰D$HŠ9…ÒL‰âHDøAÿՋL$P…É„…‹D$@1ö1ɋT$…Àt=D9Ñ}lq
9Ö}!‰ð¯ЃÀ
HcÒH
ÊAÇ”‹T$9ÂäHcÎëωþD9Ö}4~
9×}î‰ø¯ÖHcȃÀ
HcÒH
ÊAÇ”‹T$9Âá‰þëÍDè“bÿÿH…ÀtÇD$\‹D$\…À„«ýÿÿ‹T$0H=LSH‰î1ÀèEbÿÿH‰„$ˆé‰ýÿÿèC`ÿÿAUH‰÷H‰ÖHø=ATI‰ÌH
¥(USHìè
H‹
h&dH‹%(H‰„$Ø
1ÀHD$PLŒ$L„$€HDŽ$¨ÇD$ H‰D$HD$@ÇD$|
ÇD$0HDŽ$°ÿÿÿÿH‰D$H„$ HDŽ$¸ÿÿÿÿÇD$@H‰œ$€H‰$1ÀHDŽ$ÀÿÿÿÿHDŽ$ÈÿÿÿÿÇD$PH‰œ$ÇD$`ÇD$pH‰œ$ èÿ]ÿÿ…À„§
ƒ|$@
L‹„$€H´$°º¿Ƀá ƒÁè[_ÿÿH…ÀH‰Å„
L‹hH‹„$¸H9„$°tIH‹=r<)H5Ccèæ^ÿÿH‹„$¨H‹„$¨H‹”$Ø
dH3%(…
HÄè
[]A\A]ÐH‹´$ H9Þ„ïH|$pHC”èÎzÿÿ‰D$|‹D$|…ÀtœD‹L$pAƒù
vGHœ$ÐL¨H
.<º
¾
1ÀH‰ßè]cÿÿH‹=Æ;)H‰Þè>^ÿÿéSÿÿÿf„ƒ|$P
H‹„$°H´$ÀL‹„$º¿‰D$ H˜ÉH‰„$Àƒá ƒÁè.^ÿÿH…ÀH‰Ã„

L‹HH‹„$ÀH9„$°tlH‹=E;)H5žbè¹]ÿÿéÎþÿÿ@ÇD$péÿÿÿ1ÀéÃþÿÿf„è‹_ÿÿH…À…œþÿÿH‹=û:)H5Ԓèo]ÿÿé„þÿÿf.„H‹„$ÈH=¤5Ht$ HT$0L‰éH‰4$I‰ð‰D$0‹D$p…ÀH5HDøHD$`H‰D$AÿÔè_ÿÿH…ÀtÇD$|‹D$|…À„þÿÿ‹L$`H=ÎOH‰ÚH‰î1ÀèÅ^ÿÿH‰„$¨éòýÿÿèÓ^ÿÿH…À…äýÿÿH‹=C:)H5¬’è·\ÿÿéÌýÿÿè\ÿÿffff.„AUH‰÷H‰ÖHq:ATI‰ÌH
µ(USHìè
H‹]d&dH‹%(H‰„$Ø
1ÀHD$PLŒ$L„$€HDŽ$¨ÇD$ H‰D$HD$@ÇD$|
ÇD$0HDŽ$°ÿÿÿÿH‰D$H„$ HDŽ$¸ÿÿÿÿÇD$@H‰œ$€H‰$1ÀHDŽ$ÀÿÿÿÿHDŽ$ÈÿÿÿÿÇD$PH‰œ$ÇD$`ÇD$pH‰œ$ èOZÿÿ…À„§
ƒ|$@
L‹„$€H´$°º¿Ƀá ƒÁè«[ÿÿH…ÀH‰Å„
L‹hH‹„$¸H9„$°tIH‹=Â8)H5“_è6[ÿÿH‹„$¨H‹„$¨H‹”$Ø
dH3%(…
HÄè
[]A\A]ÐH‹´$ H9Þ„ïH|$pHs‘èwÿÿ‰D$|‹D$|…ÀtœD‹L$pAƒù
vGHœ$ÐLøŒH
§8º
¾
1ÀH‰ßè­_ÿÿH‹=8)H‰ÞèŽZÿÿéSÿÿÿf„ƒ|$P
H‹„$°H´$ÀL‹„$º¿‰D$ H˜ÉH‰„$Àƒá ƒÁè~ZÿÿH…ÀH‰Ã„

L‹HH‹„$ÀH9„$°tlH‹=•7)H5î^è	ZÿÿéÎþÿÿ@ÇD$péÿÿÿ1ÀéÃþÿÿf„èÛ[ÿÿH…À…œþÿÿH‹=K7)H5è¿Yÿÿé„þÿÿf.„H‹„$ÈH=ô1Ht$ HT$0L‰éH‰4$I‰ð‰D$0‹D$p…ÀHÑ1HDøHD$`H‰D$AÿÔèf[ÿÿH…ÀtÇD$|‹D$|…À„þÿÿ‹L$`H=LH‰ÚH‰î1Àè[ÿÿH‰„$¨éòýÿÿè#[ÿÿH…À…äýÿÿH‹=“6)H5܏èYÿÿéÌýÿÿèíXÿÿffff.„AUH‰÷H‰ÖHê6ATI‰ÌH
Å(USHìè
H‹­`&dH‹%(H‰„$Ø
1ÀHD$PLŒ$L„$€HDŽ$¨ÇD$ H‰D$HD$@ÇD$|
ÇD$0HDŽ$°ÿÿÿÿH‰D$H„$ HDŽ$¸ÿÿÿÿÇD$@H‰œ$€H‰$1ÀHDŽ$ÀÿÿÿÿHDŽ$ÈÿÿÿÿÇD$PH‰œ$ÇD$`ÇD$pH‰œ$ èŸVÿÿ…À„§
ƒ|$@
L‹„$€H´$°º¿Ƀá ƒÁèûWÿÿH…ÀH‰Å„
L‹hH‹„$¸H9„$°tIH‹=5)H5ã[è†WÿÿH‹„$¨H‹„$¨H‹”$Ø
dH3%(…
HÄè
[]A\A]ÐH‹´$ H9Þ„ïH|$pH£Žènsÿÿ‰D$|‹D$|…ÀtœD‹L$pAƒù
vGHœ$ÐLH‰H
 5º
¾
1ÀH‰ßèý[ÿÿH‹=f4)H‰ÞèÞVÿÿéSÿÿÿf„ƒ|$P
H‹„$°H´$ÀL‹„$º¿‰D$ H˜ÉH‰„$Àƒá ƒÁèÎVÿÿH…ÀH‰Ã„

L‹HH‹„$ÀH9„$°tlH‹=å3)H5>[èYVÿÿéÎþÿÿ@ÇD$péÿÿÿ1ÀéÃþÿÿf„è+XÿÿH…À…œþÿÿH‹=›3)H54èVÿÿé„þÿÿf.„H‹„$ÈH=D.Ht$ HT$0L‰éH‰4$I‰ð‰D$0‹D$p…ÀH!.HDøHD$`H‰D$AÿÔè¶WÿÿH…ÀtÇD$|‹D$|…À„þÿÿ‹L$`H=nHH‰ÚH‰î1ÀèeWÿÿH‰„$¨éòýÿÿèsWÿÿH…À…äýÿÿH‹=ã2)H5èWUÿÿéÌýÿÿè=Uÿÿffff.„AUH‰÷H‰ÖHc3ATI‰ÌH
Õ
(USHìè
H‹ý\&dH‹%(H‰„$Ø
1ÀHD$PLŒ$L„$€HDŽ$¨ÇD$ H‰D$HD$@ÇD$|
ÇD$0HDŽ$°ÿÿÿÿH‰D$H„$ HDŽ$¸ÿÿÿÿÇD$@H‰œ$€H‰$1ÀHDŽ$ÀÿÿÿÿHDŽ$ÈÿÿÿÿÇD$PH‰œ$ÇD$`ÇD$pH‰œ$ èïRÿÿ…À„§
ƒ|$@
L‹„$€H´$°º¿Ƀá ƒÁèKTÿÿH…ÀH‰Å„
L‹hH‹„$¸H9„$°tIH‹=b1)H53XèÖSÿÿH‹„$¨H‹„$¨H‹”$Ø
dH3%(…
HÄè
[]A\A]ÐH‹´$ H9Þ„ïH|$pHӋè¾oÿÿ‰D$|‹D$|…ÀtœD‹L$pAƒù
vGHœ$ÐL˜…H
™1º
¾
1ÀH‰ßèMXÿÿH‹=¶0)H‰Þè.SÿÿéSÿÿÿf„ƒ|$P
H‹„$°H´$ÀL‹„$º¿‰D$ H˜ÉH‰„$Àƒá ƒÁèSÿÿH…ÀH‰Ã„

L‹HH‹„$ÀH9„$°tlH‹=50)H5ŽWè©RÿÿéÎþÿÿ@ÇD$péÿÿÿ1ÀéÃþÿÿf„è{TÿÿH…À…œþÿÿH‹=ë/)H5dŠè_Rÿÿé„þÿÿf.„H‹„$ÈH=”*Ht$ HT$0L‰éH‰4$I‰ð‰D$0‹D$p…ÀHq*HDøHD$`H‰D$AÿÔèTÿÿH…ÀtÇD$|‹D$|…À„þÿÿ‹L$`H=¾DH‰ÚH‰î1ÀèµSÿÿH‰„$¨éòýÿÿèÃSÿÿH…À…äýÿÿH‹=3/)H5<Šè§QÿÿéÌýÿÿèQÿÿffff.„AWH‰÷H‰ÖHÜ/AVAUATI‰ÌH
á(USHìˆH‹IY&dH‹%(H‰„$x1ÀH„$LŒ$àL„$
HDŽ$X
ÇD$`H‰D$H„$0
DŽ$Ü
H‰œ$àÇD$pH‰D$H„$ðH‰œ$ðDŽ$€HDŽ$
ÿÿÿÿH‰$1ÀHDŽ$`
ÿÿÿÿHDŽ$h
ÿÿÿÿDŽ$H‰œ$
HDŽ$ 
ÿÿÿÿDŽ$ H‰œ$0
HDŽ$@
ÿÿÿÿDŽ$°HDŽ$P
ÿÿÿÿDŽ$ÀDŽ$ÐèðNÿÿ…À„˜
ƒ¼$
L‹„$
H´$`
º¿Ƀá ƒÁèIPÿÿH…ÀH‰Å„m
L‹xH‹„$h
H9„$`
tOH‹=`-)H51TèÔOÿÿH‹„$X
H‹„$X
H‹”$xdH3%(…ÞHĈ[]A\A]A^A_ÃH‹´$ðH9Þ„×H|$pH«ˆè¶kÿÿ‰„$܋„$܅ÀtD‹L$pAƒù
vAHœ$p
LúdH
µ-H‰ߺ
¾
1Àè?TÿÿH‹=¨,)H‰Þè OÿÿéGÿÿÿH‹´$àH9Þ„§H|$`Hkˆè6kÿÿ‰„$܋„$܅À„ÿÿÿD‹L$`Aƒù
†~Hœ$p
LòcH
A-ésÿÿÿfDÇD$pé4ÿÿÿ1ÀéÕþÿÿf„è‹PÿÿH…À…®þÿÿH‹=û+)H5T‡èoNÿÿé–þÿÿf.„ÇD$`
édÿÿÿH‹„$`
H´$
I‰عº
¿‰„$€H˜H‰„$
è[NÿÿH…ÀI‰Å„òH‹´$0
H‹@H9ÞH‰D$@„0H¼$ Hæ‡è!jÿÿ‰„$܋„$܅À„÷ýÿÿ‹|$`…ÿ„‹„$€LcŒ$ P¯ЍD€D9ʏH´$ 
I‰عº
¿‰„$°L‰Œ$ 
è¯MÿÿH…ÀI‰Æ„Á‹t$`H‹@…öH‰D$H„ç
‹”$€D¯ƒÀ
H´$P
‰„$ÀI‰ØH˜¹º
¿H‰„$P
èMMÿÿH…À„:L‹HH‰D$XH´$@
Hc„$°I‰عº
¿L‰L$PH‰„$@
èMÿÿH…ÀH‰ÃL‹L$PL‹T$X„5H‹@‹T$pH5õ$‹L$`H=î$L‰T$PL‰L$L‹L$@H‰D$ H„$À…ÒHÇ$H‰D$H„$ HDò…ÉH£#HŒ$ÐH‰D$H‹D$HHDúH”$€H‰L$0HŒ$°H‰$I‰ÐH‰L$(L‰ùAÿÔèNÿÿH…ÀL‹T$PtDŽ$܋„$܅À…£Hƒ+
„
Iƒ*
„çIƒ.
…üÿÿI‹FL‰÷ÿP0éñûÿÿD‹D$`E…Àt`‹”$€B¯‰„$ éÈýÿÿ‹„$€LcŒ$ P
¸
D9ÊŽåýÿÿHœ$p
L³…H
*é$üÿÿ‹„$€éþÿÿ‹„$€ƒÀ
롋Œ$ÐH=>H‰êL‰î1ÀL‰T$@èMÿÿL‹T$@H‰„$X
é+ÿÿÿèMÿÿH…À…;ûÿÿH‹=ˆ()H5¹„èüJÿÿé#ûÿÿI‹BL‰×ÿP0é
ÿÿÿH‹CL‰T$@H‰ßÿP0L‹T$@éçþÿÿèºJÿÿèÅLÿÿH…Àf…ÜþÿÿH‹=3()H5|…è§JÿÿéÄþÿÿèLÿÿH…À…ÀúÿÿH‹=
()H5…èJÿÿé¨úÿÿL‰T$@èrLÿÿH…ÀL‹T$@…|þÿÿH‹=Ý')H5v…èQJÿÿL‹T$@é_þÿÿ€AWH‰÷H‰ÖHã(AVAUATI‰ÌH
Qÿ'USHìˆH‹ùQ&dH‹%(H‰„$x1ÀH„$LŒ$àL„$
HDŽ$X
ÇD$`H‰D$H„$0
DŽ$Ü
H‰œ$àÇD$pH‰D$H„$ðH‰œ$ðDŽ$€HDŽ$
ÿÿÿÿH‰$1ÀHDŽ$`
ÿÿÿÿHDŽ$h
ÿÿÿÿDŽ$H‰œ$
HDŽ$ 
ÿÿÿÿDŽ$ H‰œ$0
HDŽ$@
ÿÿÿÿDŽ$°HDŽ$P
ÿÿÿÿDŽ$ÀDŽ$Ðè Gÿÿ…À„˜
ƒ¼$
L‹„$
H´$`
º¿Ƀá ƒÁèùHÿÿH…ÀH‰Å„m
L‹xH‹„$h
H9„$`
tOH‹=&)H5áLè„HÿÿH‹„$X
H‹„$X
H‹”$xdH3%(…ÞHĈ[]A\A]A^A_ÃH‹´$ðH9Þ„×H|$pHëƒèfdÿÿ‰„$܋„$܅ÀtD‹L$pAƒù
vAHœ$p
Lª]H
¼&H‰ߺ
¾
1ÀèïLÿÿH‹=X%)H‰ÞèÐGÿÿéGÿÿÿH‹´$àH9Þ„§H|$`H«ƒèæcÿÿ‰„$܋„$܅À„ÿÿÿD‹L$`Aƒù
†~Hœ$p
L¢\H
H&ésÿÿÿfDÇD$pé4ÿÿÿ1ÀéÕþÿÿf„è;IÿÿH…À…®þÿÿH‹=«$)H5”‚èGÿÿé–þÿÿf.„ÇD$`
édÿÿÿH‹„$`
H´$
I‰عº
¿‰„$€H˜H‰„$
èGÿÿH…ÀI‰Å„òH‹´$0
H‹@H9ÞH‰D$@„0H¼$ H&ƒèÑbÿÿ‰„$܋„$܅À„÷ýÿÿ‹|$`…ÿ„‹„$€LcŒ$ P¯ЍD€D9ʏH´$ 
I‰عº
¿‰„$°L‰Œ$ 
è_FÿÿH…ÀI‰Æ„Á‹t$`H‹@…öH‰D$H„ç
‹”$€D¯ƒÀ
H´$P
‰„$ÀI‰ØH˜¹º
¿H‰„$P
èýEÿÿH…À„:L‹HH‰D$XH´$@
Hc„$°I‰عº
¿L‰L$PH‰„$@
è·EÿÿH…ÀH‰ÃL‹L$PL‹T$X„5H‹@‹T$pH5¥‹L$`H=žL‰T$PL‰L$L‹L$@H‰D$ H„$À…ÒHwH‰D$H„$ HDò…ÉHSHŒ$ÐH‰D$H‹D$HHDúH”$€H‰L$0HŒ$°H‰$I‰ÐH‰L$(L‰ùAÿÔèÆFÿÿH…ÀL‹T$PtDŽ$܋„$܅À…£Hƒ+
„
Iƒ*
„çIƒ.
…üÿÿI‹FL‰÷ÿP0éñûÿÿD‹D$`E…Àt`‹”$€B¯‰„$ éÈýÿÿ‹„$€LcŒ$ P
¸
D9ÊŽåýÿÿHœ$p
Lc~H
#é$üÿÿ‹„$€éþÿÿ‹„$€ƒÀ
롋Œ$ÐH=Í6H‰êL‰î1ÀL‰T$@è¿EÿÿL‹T$@H‰„$X
é+ÿÿÿèÈEÿÿH…À…;ûÿÿH‹=8!)H5ùè¬Cÿÿé#ûÿÿI‹BL‰×ÿP0é
ÿÿÿH‹CL‰T$@H‰ßÿP0L‹T$@éçþÿÿèjCÿÿèuEÿÿH…Àf…ÜþÿÿH‹=ã )H5|€èWCÿÿéÄþÿÿèMEÿÿH…À…ÀúÿÿH‹=½ )H5€è1Cÿÿé¨úÿÿL‰T$@è"EÿÿH…ÀL‹T$@…|þÿÿH‹= )H5v€è
CÿÿL‹T$@é_þÿÿ€AWH‰÷H‰ÖHê!AVAUATI‰ÌH
Á÷'USHìHH‹©J&dH‹%(H‰„$81ÀHD$pLŒ$°L„$àHDŽ$
ÇD$@H‰D$H„$
DŽ$¬
H‰œ$°ÇD$PH‰D$H„$ÀH‰œ$ÀÇD$`HDŽ$ÐÿÿÿÿH‰$1ÀHDŽ$ 
ÿÿÿÿHDŽ$(
ÿÿÿÿÇD$pH‰œ$àHDŽ$ðÿÿÿÿDŽ$€H‰œ$
HDŽ$
ÿÿÿÿDŽ$DŽ$ èp@ÿÿ…À„˜
ƒ|$p
L‹„$àH´$ 
º¿Ƀá ƒÁèÌAÿÿH…ÀH‰Å„p
L‹hH‹„$(
H9„$ 
tRH‹=ã)H5´EèWAÿÿH‹„$
H‹„$
H‹”$8dH3%(…HÄH[]A\A]A^A_ÃfDH‹´$ÀH9Þ„×H|$PHè6]ÿÿ‰„$¬‹„$¬…ÀtD‹L$PAƒù
vAHœ$0
LzVH
ãH‰ߺ
¾
1Àè¿EÿÿH‹=()H‰Þè @ÿÿéDÿÿÿH‹´$°H9Þ„§H|$@HË~è¶\ÿÿ‰„$¬‹„$¬…À„	ÿÿÿD‹L$@Aƒù
†~Hœ$0
LrUH
oésÿÿÿfDÇD$Pé4ÿÿÿ1ÀéÒþÿÿf„èBÿÿH…À…«þÿÿH‹={)H5´}èï?ÿÿé“þÿÿf.„ÇD$@
édÿÿÿH‹„$ 
H´$ÐI‰عº
¿‰D$`H˜H‰„$ÐèÞ?ÿÿH…ÀI‰Æ„EH‹´$
H‹@H9ÞH‰D$0„œ
H¼$€HI~è¤[ÿÿ‰„$¬‹„$¬…À„÷ýÿÿ‹t$@…ö„Š
‹D$`LcŒ$€HD€¯уÂ
D9ʏƒ
H´$ðI‰عº
¿‰„$L‰Œ$ðè/?ÿÿH…ÀI‰Ç„Ð
L‹HHc„$H´$
I‰عº
¿L‰L$8H‰„$
èë>ÿÿH…ÀH‰ÃL‹L$8„°
‹T$P‹L$@H5ÞH‹@H=×L‰$L‹L$0…ÒHÃH‰D$H„$€HDò…ÉHŸHŒ$ H‰D$HDúHT$`H‰L$ HŒ$I‰ÐH‰L$L‰éAÿÔè@ÿÿH…ÀtDŽ$¬‹„$¬…À…ŠHƒ+
„ÎIƒ/
…”üÿÿI‹GL‰ÿÿP0é…üÿÿ‹|$@…ÿtU‹T$`ƒÂ¯ƒÀ
‰„$€é[þÿÿ‹D$`LcŒ$€T
¸
D9ÊŽ}þÿÿHœ$0
L«|H
Ðé¼üÿÿ‹D$`D
뱋Œ$ H=C0H‰êL‰ö1Àè:?ÿÿH‰„$
éNÿÿÿèH?ÿÿH…À…èûÿÿH‹=¸)H5É{è,=ÿÿéÐûÿÿH‹CH‰ßÿP0é#ÿÿÿè=ÿÿè?ÿÿH…À…«ûÿÿH‹={)H5\|èï<ÿÿé“ûÿÿèå>ÿÿH…Àf…åþÿÿH‹=S)H5„|èÇ<ÿÿéÍþÿÿfAWH‰÷H‰ÖHAVAUATI‰ÌH
Qñ'USHìHH‹yD&dH‹%(H‰„$81ÀHD$pLŒ$°L„$àHDŽ$
ÇD$@H‰D$H„$
DŽ$¬
H‰œ$°ÇD$PH‰D$H„$ÀH‰œ$ÀÇD$`HDŽ$ÐÿÿÿÿH‰$1ÀHDŽ$ 
ÿÿÿÿHDŽ$(
ÿÿÿÿÇD$pH‰œ$àHDŽ$ðÿÿÿÿDŽ$€H‰œ$
HDŽ$
ÿÿÿÿDŽ$DŽ$ è@:ÿÿ…À„˜
ƒ|$p
L‹„$àH´$ 
º¿Ƀá ƒÁèœ;ÿÿH…ÀH‰Å„p
L‹hH‹„$(
H9„$ 
tRH‹=³)H5„?è';ÿÿH‹„$
H‹„$
H‹”$8dH3%(…HÄH[]A\A]A^A_ÃfDH‹´$ÀH9Þ„×H|$PH#{èWÿÿ‰„$¬‹„$¬…ÀtD‹L$PAƒù
vAHœ$0
LJPH
H‰ߺ
¾
1Àè?ÿÿH‹=ø)H‰Þèp:ÿÿéDÿÿÿH‹´$°H9Þ„§H|$@Hãzè†Vÿÿ‰„$¬‹„$¬…À„	ÿÿÿD‹L$@Aƒù
†~Hœ$0
LBOH
–ésÿÿÿfDÇD$Pé4ÿÿÿ1ÀéÒþÿÿf„èÛ;ÿÿH…À…«þÿÿH‹=K)H5Ìyè¿9ÿÿé“þÿÿf.„ÇD$@
édÿÿÿH‹„$ 
H´$ÐI‰عº
¿‰D$`H˜H‰„$Ðè®9ÿÿH…ÀI‰Æ„EH‹´$
H‹@H9ÞH‰D$0„œ
H¼$€HazètUÿÿ‰„$¬‹„$¬…À„÷ýÿÿ‹t$@…ö„Š
‹D$`LcŒ$€HD€¯уÂ
D9ʏƒ
H´$ðI‰عº
¿‰„$L‰Œ$ðèÿ8ÿÿH…ÀI‰Ç„Ð
L‹HHc„$H´$
I‰عº
¿L‰L$8H‰„$
è»8ÿÿH…ÀH‰ÃL‹L$8„°
‹T$P‹L$@H5®H‹@H=§L‰$L‹L$0…ÒH“H‰D$H„$€HDò…ÉHoHŒ$ H‰D$HDúHT$`H‰L$ HŒ$I‰ÐH‰L$L‰éAÿÔèî9ÿÿH…ÀtDŽ$¬‹„$¬…À…ŠHƒ+
„ÎIƒ/
…”üÿÿI‹GL‰ÿÿP0é…üÿÿ‹|$@…ÿtU‹T$`ƒÂ¯ƒÀ
‰„$€é[þÿÿ‹D$`LcŒ$€T
¸
D9ÊŽ}þÿÿHœ$0
L{vH
÷é¼üÿÿ‹D$`D
뱋Œ$ H=*H‰êL‰ö1Àè
9ÿÿH‰„$
éNÿÿÿè9ÿÿH…À…èûÿÿH‹=ˆ)H5áwèü6ÿÿéÐûÿÿH‹CH‰ßÿP0é#ÿÿÿèÓ6ÿÿèÛ8ÿÿH…À…«ûÿÿH‹=K)H5,xè¿6ÿÿé“ûÿÿèµ8ÿÿH…Àf…åþÿÿH‹=#)H5Txè—6ÿÿéÍþÿÿfAWH‰÷H‰ÖH8AVAUATI‰ÌH
áê'USHì(H‹I>&dH‹%(H‰„$1ÀHD$`LŒ$L„$ÀHDŽ$øÇD$0H‰D$H„$àDŽ$Œ
H‰œ$ÇD$@H‰D$H„$ H‰œ$ ÇD$PHDŽ$°ÿÿÿÿH‰$1ÀHDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿÇD$`H‰œ$ÀHDŽ$ÐÿÿÿÿÇD$pH‰œ$àHDŽ$ðÿÿÿÿDŽ$€è4ÿÿ…À„–
ƒ|$`
L‹„$ÀH´$
º¿Ƀá ƒÁèz5ÿÿH…ÀH‰Å„n
L‹hH‹„$
H9„$
tPH‹=‘)H5b9è5ÿÿH‹„$øH‹„$øH‹”$dH3%(…^HÄ([]A\A]A^A_Ã@H‹´$ H9Þ„×H|$@HwèæPÿÿ‰„$Œ‹„$Œ…ÀtD‹L$@Aƒù
vAHœ$
L*JH
@H‰ߺ
¾
1Àèo9ÿÿH‹=Ø)H‰ÞèP4ÿÿéFÿÿÿH‹´$H9Þ„§H|$0HÃvèfPÿÿ‰„$Œ‹„$Œ…À„ÿÿÿD‹L$0Aƒù
†~Hœ$
L"IH
ËésÿÿÿfDÇD$@é4ÿÿÿ1ÀéÔþÿÿf„è»5ÿÿH…À…­þÿÿH‹=+)H5¬uèŸ3ÿÿé•þÿÿf.„ÇD$0
édÿÿÿH‹„$
H´$°I‰عº
¿‰D$PH˜H‰„$°èŽ3ÿÿH…ÀI‰Ç„œ
H‹´$àH‹@H9ÞH‰D$ tTH|$pHHvè[Oÿÿ‰„$Œ‹„$Œ…À„þÿÿ‹D$PLcL$pDÿD9È~)Hœ$
LLvH
Ôéeþÿÿ‹D$PDÿ‰D$pë¶H´$ÐI‰عº
¿L‰Œ$Ðèã2ÿÿH…ÀI‰Æ„M
L‹H‹D$PH´$ðI‰عº
¿D@ÿL‰L$(H˜H‰„$ðè2ÿÿH…ÀH‰ÃL‹L$(„*
‹T$@‹L$0H5
H‹@H=‰
L‰$L‹L$ …ÒHu
H‰D$HD$pHDòHV	…ÉHŒ$€H‰D$HDúHT$PH‰L$L‰éI‰ÐAÿÔèà3ÿÿH…ÀtDŽ$Œ‹„$Œ…ÀuJHƒ+
tiIƒ.
…°üÿÿI‹FL‰÷ÿP0é¡üÿÿè¡3ÿÿH…À…“üÿÿH‹=)H5jtè…1ÿÿé{üÿÿèk1ÿÿ‹Œ$€H=I$H‰êL‰þ1Àè@3ÿÿH‰„$øë‘H‹CH‰ßÿP0ë‹èE3ÿÿH…Àf…5üÿÿH‹=³)H5Ätè'1ÿÿéüÿÿè3ÿÿH…À…UÿÿÿH‹=)H5ætè
1ÿÿé=ÿÿÿfff.„AWH‰÷H‰ÖHëAVAUATI‰ÌH

å'USHì(H‹©8&dH‹%(H‰„$1ÀHD$`LŒ$L„$ÀHDŽ$øÇD$0H‰D$H„$àDŽ$Œ
H‰œ$ÇD$@H‰D$H„$ H‰œ$ ÇD$PHDŽ$°ÿÿÿÿH‰$1ÀHDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿÇD$`H‰œ$ÀHDŽ$ÐÿÿÿÿÇD$pH‰œ$àHDŽ$ðÿÿÿÿDŽ$€è~.ÿÿ…À„–
ƒ|$`
L‹„$ÀH´$
º¿Ƀá ƒÁèÚ/ÿÿH…ÀH‰Å„n
L‹hH‹„$
H9„$
tPH‹=ñ)H5Â3èe/ÿÿH‹„$øH‹„$øH‹”$dH3%(…^HÄ([]A\A]A^A_Ã@H‹´$ H9Þ„×H|$@H‹sèFKÿÿ‰„$Œ‹„$Œ…ÀtD‹L$@Aƒù
vAHœ$
LŠDH
óH‰ߺ
¾
1ÀèÏ3ÿÿH‹=8)H‰Þè°.ÿÿéFÿÿÿH‹´$H9Þ„§H|$0HKsèÆJÿÿ‰„$Œ‹„$Œ…À„ÿÿÿD‹L$0Aƒù
†~Hœ$
L‚CH
~ésÿÿÿfDÇD$@é4ÿÿÿ1ÀéÔþÿÿf„è0ÿÿH…À…­þÿÿH‹=‹)H54rèÿ-ÿÿé•þÿÿf.„ÇD$0
édÿÿÿH‹„$
H´$°I‰عº
¿‰D$PH˜H‰„$°èî-ÿÿH…ÀI‰Ç„œ
H‹´$àH‹@H9ÞH‰D$ tTH|$pHÐrè»Iÿÿ‰„$Œ‹„$Œ…À„þÿÿ‹D$PLcL$pDÿD9È~)Hœ$
L¬pH
‡
éeþÿÿ‹D$PDÿ‰D$pë¶H´$ÐI‰عº
¿L‰Œ$ÐèC-ÿÿH…ÀI‰Æ„M
L‹H‹D$PH´$ðI‰عº
¿D@ÿL‰L$(H˜H‰„$ðèý,ÿÿH…ÀH‰ÃL‹L$(„*
‹T$@‹L$0H5ðH‹@H=éL‰$L‹L$ …ÒHÕH‰D$HD$pHDòH¶…ÉHŒ$€H‰D$HDúHT$PH‰L$L‰éI‰ÐAÿÔè@.ÿÿH…ÀtDŽ$Œ‹„$Œ…ÀuJHƒ+
tiIƒ.
…°üÿÿI‹FL‰÷ÿP0é¡üÿÿè
.ÿÿH…À…“üÿÿH‹=q	)H5òpèå+ÿÿé{üÿÿèË+ÿÿ‹Œ$€H=©H‰êL‰þ1Àè -ÿÿH‰„$øë‘H‹CH‰ßÿP0ë‹è¥-ÿÿH…Àf…5üÿÿH‹=	)H5qè‡+ÿÿéüÿÿè}-ÿÿH…À…UÿÿÿH‹=í)H5>qèa+ÿÿé=ÿÿÿfff.„AWH‰÷H‰ÖHžAVAUATI‰ÌH
!ß'USHìH‹	3&dH‹%(H‰„$ø
1ÀHD$PLŒ$€L„$°HDŽ$ØÇD$ H‰D$H„$ÐÇD$|
H‰œ$€ÇD$0H‰D$H„$H‰œ$ÇD$@HDŽ$ ÿÿÿÿH‰$1ÀHDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$PH‰œ$°HDŽ$ÀÿÿÿÿÇD$`H‰œ$ÐÇD$pèð(ÿÿ…À„€
ƒ|$P
L‹„$°H´$຿Ƀá ƒÁèL*ÿÿH…ÀH‰Å„P
L‹hH‹„$èH9„$àtRH‹=c)H54.è×)ÿÿH‹„$ØH‹„$ØH‹”$ø
dH3%(…ÔHÄ[]A\A]A^A_ÃfDH‹´$H9Þ„¿H|$0Hóoè¶Eÿÿ‰D$|‹D$|…Àt“D‹L$0Aƒù
v?Hœ$ðL?H
¼	H‰ߺ
¾
1ÀèE.ÿÿH‹=®)H‰Þè&)ÿÿéJÿÿÿH‹´$€H9Þ„H|$ H»oè>Eÿÿ‰D$|‹D$|…À„ÿÿÿD‹L$ Aƒù
vpHœ$ðL>H
S	ë‚ÇD$0éIÿÿÿ1Àéêþÿÿè«*ÿÿH…À…ËþÿÿH‹=)H5¼nè(ÿÿé³þÿÿf.„ÇD$ 
éyÿÿÿH‹„$àH´$ I‰عº
¿‰D$@H˜H‰„$ è~(ÿÿH…ÀI‰Æ„0
H‹´$ÐL‹xH9ÞtNH|$`H]oèPDÿÿ‰D$|‹D$|…À„)þÿÿ‹D$@LcL$`D@ÿD9È~)Hœ$ðLgoH
uéŠþÿÿ‹D$@D@ÿ‰D$`ë¹H´$ÀI‰عº
¿L‰Œ$ÀèÞ'ÿÿH…ÀH‰Ã„Ý‹T$0‹L$ H5ÖÿH=ÓÿH‹@M‰ù…ÒHÁÿH‰$HDò…ÉH¦þHL$pHDúHT$@H‰L$HL$`I‰ÐH‰L$L‰éAÿÔè0)ÿÿH…ÀtÇD$|‹D$|…ÀuDHƒ+
…:ýÿÿH‹CH‰ßÿP0é+ýÿÿèý(ÿÿH…À…ýÿÿH‹=m)H5æmèá&ÿÿéýÿÿèÇ&ÿÿ‹L$pH=¨H‰êL‰ö1ÀèŸ(ÿÿH‰„$Øëšè°(ÿÿH…À…ÐüÿÿH‹= )H5Qnè”&ÿÿé¸üÿÿffffff.„AWH‰÷H‰ÖH!AVAUATI‰ÌH
Ú'USHìH‹9.&dH‹%(H‰„$ø
1ÀHD$PLŒ$€L„$°HDŽ$ØÇD$ H‰D$H„$ÐÇD$|
H‰œ$€ÇD$0H‰D$H„$H‰œ$ÇD$@HDŽ$ ÿÿÿÿH‰$1ÀHDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$PH‰œ$°HDŽ$ÀÿÿÿÿÇD$`H‰œ$ÐÇD$pè $ÿÿ…À„€
ƒ|$P
L‹„$°H´$຿Ƀá ƒÁè|%ÿÿH…ÀH‰Å„P
L‹hH‹„$èH9„$àtRH‹=“)H5d)è%ÿÿH‹„$ØH‹„$ØH‹”$ø
dH3%(…ÔHÄ[]A\A]A^A_ÃfDH‹´$H9Þ„¿H|$0Hûlèæ@ÿÿ‰D$|‹D$|…Àt“D‹L$0Aƒù
v?Hœ$ðL0:H
?H‰ߺ
¾
1Àèu)ÿÿH‹=Þ
)H‰ÞèV$ÿÿéJÿÿÿH‹´$€H9Þ„H|$ HÃlèn@ÿÿ‰D$|‹D$|…À„ÿÿÿD‹L$ Aƒù
vpHœ$ðL49H
Öë‚ÇD$0éIÿÿÿ1ÀéêþÿÿèÛ%ÿÿH…À…ËþÿÿH‹=K
)H5Äkè¿#ÿÿé³þÿÿf.„ÇD$ 
éyÿÿÿH‹„$àH´$ I‰عº
¿‰D$@H˜H‰„$ è®#ÿÿH…ÀI‰Æ„0
H‹´$ÐL‹xH9ÞtNH|$`Helè€?ÿÿ‰D$|‹D$|…À„)þÿÿ‹D$@LcL$`D@ÿD9È~)Hœ$ðL—jH
øéŠþÿÿ‹D$@D@ÿ‰D$`ë¹H´$ÀI‰عº
¿L‰Œ$Àè#ÿÿH…ÀH‰Ã„Ý‹T$0‹L$ H5ûH=ûH‹@M‰ù…ÒHñúH‰$HDò…ÉHÖùHL$pHDúHT$@H‰L$HL$`I‰ÐH‰L$L‰éAÿÔè`$ÿÿH…ÀtÇD$|‹D$|…ÀuDHƒ+
…:ýÿÿH‹CH‰ßÿP0é+ýÿÿè-$ÿÿH…À…ýÿÿH‹=ÿ(H5îjè"ÿÿéýÿÿè÷!ÿÿ‹L$pH=ØH‰êL‰ö1ÀèÏ#ÿÿH‰„$Øëšèà#ÿÿH…À…ÐüÿÿH‹=Pÿ(H5)kèÄ!ÿÿé¸üÿÿffffff.„AWH‰÷H‰ÖH¤AVAUATI‰ÌH

Õ'USHì(H‹i)&dH‹%(H‰„$1ÀH„$ðHDŽ$È
DŽ$°DŽ$<

H‰œ$@
LŒ$p
DŽ$ÀH‰œ$P
L„$`
DŽ$ÐHDŽ$Ð
ÿÿÿÿHDŽ$Ø
ÿÿÿÿDŽ$àH‰œ$`
HDŽ$à
ÿÿÿÿHDŽ$è
ÿÿÿÿDŽ$ðH‰œ$p
HDŽ$€
ÿÿÿÿHDŽ$
ÿÿÿÿHDŽ$ð
ÿÿÿÿHDŽ$ø
ÿÿÿÿDŽ$
HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$
HDŽ$ 
ÿÿÿÿDŽ$ 
H‰D$ H„$àH‰œ$°
HDŽ$À
ÿÿÿÿH‰D$H„$°
DŽ$0
H‰D$H„$P
H‰D$H„$@
H‰$1Àè•ÿÿ…À„Í
ƒ¼$à
L‹„$`
H´$Ð
º¿Ƀá ƒÁ
èîÿÿH…ÀH‰Å„¢
L‹pH‹„$Ø
H9„$Ð
tdH‹=ý(H5Ö#èyÿÿH;¬$`
tHƒm
„4
H‹„$È
H‹„$È
H‹”$dH3%(…%HÄ([]A\A]A^A_ÃH‹´$P
H9Þ„÷H¼$ÀHièC;ÿÿ‰„$<
‹„$<
…À„tÿÿÿD‹Œ$ÀAƒù
v?Hœ$LØ;H
äÿH‰ߺ
¾
1ÀèÅ#ÿÿH‹=.ü(H‰Þè¦ÿÿé(ÿÿÿH‹´$@
H9Þ„¿H¼$°HÀhè»:ÿÿ‰„$<
‹„$<
…À„ìþÿÿD‹Œ$°Aƒù
†“Hœ$LÜ;H
pÿéoÿÿÿ„H‹EH‰ïÿP0é½þÿÿDŽ$À
éÿÿÿ1Àéµþÿÿf„èûÿÿH…À…ŽþÿÿH‹=kû(H5Œgèßÿÿévþÿÿf.„DŽ$°
éLÿÿÿ‹´$ÀH‹„$Ð
º
I‰ع¿…öH´$€
‰„$ÐEÐH˜‰”$
º
H‰„$€
è°ÿÿH…ÀI‰Ç„D
H‹´$°
H‹@H9ÞH‰D$`„úH¼$ 
Hhèv9ÿÿ‰„$<
‹„$<
…À„§ýÿÿHc„$ÐD‹Œ$ 
D9ʏɃ¼$ð
L‹„$p
H´$à
º¿H‰„$à
H‰„$è
Ƀá ƒÁ
èÿÿH…ÀI‰Å„¦H‹@H‰D$hH‹„$à
H;„$è
u‹”$ÐHcÊH9È„‘H‹=ú(H5hèxÿÿL;¬$p
„ñüÿÿIƒm
…æüÿÿI‹EL‰ïÿP0é×üÿÿ‹„$Ð
	„$ 
éÿÿÿHœ$LDgH
pýéWýÿÿèÿÿH…À…™üÿÿH‹=‹ù(H5Œfèÿÿÿéüÿÿ‹Œ$°¸
H´$ 
I‰ؿ…ɹEº
‰„$
Hc„$ 
H‰„$ 
èóÿÿH…ÀH‰D$p„rH‹D$pH´$À
I‰عº
¿H‹@H‰„$‹„$ÐÁàH˜H‰„$À
è¡ÿÿH…ÀH‰D$x„úH‹D$xH´$
I‰عº
¿H‹@H‰„$˜Hc„$ÐH‰„$
èSÿÿH…ÀH‰„$€„JH‹„$€H´$I‰عº¿H‹@H‰„$ Hc„$
H‰„$Hc„$ÐH‰„$èïÿÿH…ÀH‰„$ˆ„À
H‹„$ˆH´$ð
I‰عº¿L‹HHc„$
L‰Œ$¨H‰„$ð
Hc„$ÐH‰„$ø
è‹ÿÿH…ÀH‰ÃL‹Œ$¨„*ƒ¼$ÀH‹HH{òH=hñH”$ÐL‰L$(H‰ÆL‹L$hH‰L$H‰$I‰ÐHD÷ƒ¼$°L‰ñHEøH„$0
H‰D$PH‹„$˜H‰D$HH„$ 
H‰D$@H‹„$H‰D$8H„$
H‰D$0H„$
H‰D$ H‹„$ H‰D$H‹D$`H‰D$AÿÔè|ÿÿH…ÀtDŽ$<
‹„$<
…À…ËH‹T$xH‹H‰D$`Hƒè
H…ÀH‰tZH‹T$pH‹H‰D$`Hƒè
H…ÀH‰…¯üÿÿH‹BH‰×ÿP0é üÿÿèÿÿèÿÿH…À…‰ùÿÿH‹={ö(H5<dèïÿÿéqùÿÿH‹BH‰×ÿP0ëšèÙÿÿH…À…sÿÿÿH‹=Iö(H5‚eè½ÿÿé[ÿÿÿè³ÿÿH…À…MÿÿÿH‹=#ö(H5eè—ÿÿé5ÿÿÿD‹Œ$0
L‹„$ˆH=UH‹”$€H‰ÙL‰þ1ÀèFÿÿH‰„$È
éüþÿÿèTÿÿH…À…ÿÿÿH‹=Äõ(H5edè8ÿÿéïþÿÿè.ÿÿH…À…­ûÿÿH‹=žõ(H5÷cèÿÿé•ûÿÿèÿÿH…ÀD…þÿÿH‹=sõ(H5ôdèçÿÿé…þÿÿfAWH‰÷H‰ÖH/ùAVAUATI‰ÌH
ñÊ'USHì(H‹™&dH‹%(H‰„$1ÀH„$ðHDŽ$È
DŽ$°DŽ$<

H‰œ$@
LŒ$p
DŽ$ÀH‰œ$P
L„$`
DŽ$ÐHDŽ$Ð
ÿÿÿÿHDŽ$Ø
ÿÿÿÿDŽ$àH‰œ$`
HDŽ$à
ÿÿÿÿHDŽ$è
ÿÿÿÿDŽ$ðH‰œ$p
HDŽ$€
ÿÿÿÿHDŽ$
ÿÿÿÿHDŽ$ð
ÿÿÿÿHDŽ$ø
ÿÿÿÿDŽ$
HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$
HDŽ$ 
ÿÿÿÿDŽ$ 
H‰D$ H„$àH‰œ$°
HDŽ$À
ÿÿÿÿH‰D$H„$°
DŽ$0
H‰D$H„$P
H‰D$H„$@
H‰$1ÀèÅÿÿ…À„Í
ƒ¼$à
L‹„$`
H´$Ð
º¿Ƀá ƒÁ
èÿÿH…ÀH‰Å„¢
L‹pH‹„$Ø
H9„$Ð
tdH‹=5ó(H5è©ÿÿH;¬$`
tHƒm
„4
H‹„$È
H‹„$È
H‹”$dH3%(…%HÄ([]A\A]A^A_ÃH‹´$P
H9Þ„÷H¼$ÀHØbès1ÿÿ‰„$<
‹„$<
…À„tÿÿÿD‹Œ$ÀAƒù
v?Hœ$L2H
oöH‰ߺ
¾
1ÀèõÿÿH‹=^ò(H‰ÞèÖÿÿé(ÿÿÿH‹´$@
H9Þ„¿H¼$°H˜bèë0ÿÿ‰„$<
‹„$<
…À„ìþÿÿD‹Œ$°Aƒù
†“Hœ$L2H
ûõéoÿÿÿ„H‹EH‰ïÿP0é½þÿÿDŽ$À
éÿÿÿ1Àéµþÿÿf„è+ÿÿH…À…ŽþÿÿH‹=›ñ(H5daèÿÿévþÿÿf.„DŽ$°
éLÿÿÿ‹´$ÀH‹„$Ð
º
I‰ع¿…öH´$€
‰„$ÐEÐH˜‰”$
º
H‰„$€
èàÿÿH…ÀI‰Ç„D
H‹´$°
H‹@H9ÞH‰D$`„úH¼$ 
Hëaè¦/ÿÿ‰„$<
‹„$<
…À„§ýÿÿHc„$ÐD‹Œ$ 
D9ʏɃ¼$ð
L‹„$p
H´$à
º¿H‰„$à
H‰„$è
Ƀá ƒÁ
è5ÿÿH…ÀI‰Å„¦H‹@H‰D$hH‹„$à
H;„$è
u‹”$ÐHcÊH9È„‘H‹=4ð(H5E^è¨ÿÿL;¬$p
„ñüÿÿIƒm
…æüÿÿI‹EL‰ïÿP0é×üÿÿ‹„$Ð
	„$ 
éÿÿÿHœ$Lt]H
ûóéWýÿÿèKÿÿH…À…™üÿÿH‹=»ï(H5d`è/ÿÿéüÿÿ‹Œ$°¸
H´$ 
I‰ؿ…ɹEº
‰„$
Hc„$ 
H‰„$ 
è#ÿÿH…ÀH‰D$p„rH‹D$pH´$À
I‰عº
¿H‹@H‰„$‹„$ÐÁàH˜H‰„$À
èÑÿÿH…ÀH‰D$x„úH‹D$xH´$
I‰عº
¿H‹@H‰„$˜Hc„$ÐH‰„$
èƒÿÿH…ÀH‰„$€„JH‹„$€H´$I‰عº¿H‹@H‰„$ Hc„$
H‰„$Hc„$ÐH‰„$èÿÿH…ÀH‰„$ˆ„À
H‹„$ˆH´$ð
I‰عº¿L‹HHc„$
L‰Œ$¨H‰„$ð
Hc„$ÐH‰„$ø
è»ÿÿH…ÀH‰ÃL‹Œ$¨„*ƒ¼$ÀH‹HH«èH=˜çH”$ÐL‰L$(H‰ÆL‹L$hH‰L$H‰$I‰ÐHD÷ƒ¼$°L‰ñHEøH„$0
H‰D$PH‹„$˜H‰D$HH„$ 
H‰D$@H‹„$H‰D$8H„$
H‰D$0H„$
H‰D$ H‹„$ H‰D$H‹D$`H‰D$AÿÔè¬ÿÿH…ÀtDŽ$<
‹„$<
…À…ËH‹T$xH‹H‰D$`Hƒè
H…ÀH‰tZH‹T$pH‹H‰D$`Hƒè
H…ÀH‰…¯üÿÿH‹BH‰×ÿP0é üÿÿè3ÿÿè;ÿÿH…À…‰ùÿÿH‹=«ì(H5ä]èÿÿéqùÿÿH‹BH‰×ÿP0ëšè	ÿÿH…À…sÿÿÿH‹=yì(H5â^èíÿÿé[ÿÿÿèãÿÿH…À…MÿÿÿH‹=Sì(H5t^èÇÿÿé5ÿÿÿD‹Œ$0
L‹„$ˆH=…
H‹”$€H‰ÙL‰þ1ÀèvÿÿH‰„$È
éüþÿÿè„ÿÿH…À…ÿÿÿH‹=ôë(H5Å]èhÿÿéïþÿÿè^ÿÿH…À…­ûÿÿH‹=Îë(H5W]èBÿÿé•ûÿÿè8ÿÿH…ÀD…þÿÿH‹=£ë(H5T^èÿÿé…þÿÿfAWH‰÷H‰ÖHºïAVAUATI‰ÌH
áÀ'USHì(H‹É&dH‹%(H‰„$1ÀH„$ðHDŽ$È
DŽ$°DŽ$<

H‰œ$@
LŒ$p
DŽ$ÀH‰œ$P
L„$`
DŽ$ÐHDŽ$Ð
ÿÿÿÿHDŽ$Ø
ÿÿÿÿDŽ$àH‰œ$`
HDŽ$à
ÿÿÿÿHDŽ$è
ÿÿÿÿDŽ$ðH‰œ$p
HDŽ$€
ÿÿÿÿHDŽ$
ÿÿÿÿHDŽ$ 
ÿÿÿÿHDŽ$ð
ÿÿÿÿHDŽ$ø
ÿÿÿÿDŽ$
HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$
HDŽ$°
ÿÿÿÿH‰D$ H„$àDŽ$ 
H‰œ$À
H‰D$H„$À
DŽ$0
H‰D$H„$P
H‰D$H„$@
H‰$1Àèõ
ÿÿ…À„Í
ƒ¼$à
L‹„$`
H´$Ð
º¿Ƀá ƒÁ
èNÿÿH…ÀH‰Å„¢
L‹pH‹„$Ø
H9„$Ð
tdH‹=eé(H56èÙÿÿH;¬$`
tHƒm
„4
H‹„$È
H‹„$È
H‹”$dH3%(…HÄ([]A\A]A^A_ÃH‹´$P
H9Þ„÷H¼$ÀH8\è£'ÿÿ‰„$<
‹„$<
…À„tÿÿÿD‹Œ$ÀAƒù
v?Hœ$L8(H
úìH‰ߺ
¾
1Àè%ÿÿH‹=Žè(H‰Þèÿÿé(ÿÿÿH‹´$@
H9Þ„¿H¼$°Hø[è'ÿÿ‰„$<
‹„$<
…À„ìþÿÿD‹Œ$°Aƒù
†“Hœ$L<(H
†ìéoÿÿÿ„H‹EH‰ïÿP0é½þÿÿDŽ$À
éÿÿÿ1Àéµþÿÿf„è[ÿÿH…À…ŽþÿÿH‹=Ëç(H5ÄZè?
ÿÿévþÿÿf.„DŽ$°
éLÿÿÿ‹Œ$ÀH‹„$Ð
º
H´$
I‰ؿ…ɉ„$йEÐH˜‰”$
º
H‰„$
è
ÿÿH…ÀI‰Ç„€
H‹´$À
H‹@H9ÞH‰D$`taH¼$ 
HO[èÚ%ÿÿ‰„$<
‹„$<
…À„«ýÿÿHc„$ÐD‹Œ$ 
ÅD9Ê~.Hœ$LI[H
Sëé$þÿÿ‹„$ÐÁà‰„$ 
ë§H´$€
I‰عº
¿H‰„$€
èS	ÿÿH…ÀH‰D$h„dƒ¼$ð
H‹@H´$à
L‹„$p
º¿H‰D$pHc„$ÐɃá ƒÁ
H‰„$à
H‰„$è
èõÿÿH…ÀI‰Å„.H‹@H‰D$xH‹„$à
H;„$è
u‹”$ÐHcÊH9ÈtfH‹=øå(H5	TèlÿÿL;¬$p
„…üÿÿIƒm
…züÿÿI‹EL‰ïÿP0éküÿÿè?
ÿÿH…À…]üÿÿH‹=¯å(H5ˆYè#ÿÿéEüÿÿè	ÿÿƒ¼$°¸
H´$°
I‰ع¿Eº
‰„$
Hc„$ 
H‰„$°
èÿÿH…ÀH‰„$€„H‹„$€H´$ð
I‰عº¿H‹@H‰„$˜Hc„$
H‰„$ð
Hc„$ÐH‰„$ø
è¯ÿÿH…ÀH‰„$ˆ„rH‹„$ˆH´$ 
I‰عº
¿H‹@H‰„$ Hc„$ÐH‰„$ 
è[ÿÿH…ÀH‰„$„ø
H‹„$H´$I‰عº¿L‹HHc„$
L‰Œ$¨H‰„$Hc„$ÐH‰„$è÷ÿÿH…ÀH‰ÃL‹Œ$¨„ƒ¼$ÀH‹HHçÞH=ÔÝH”$ÐL‰L$H‰ÆL‹L$xH‰L$0H‰$I‰ÐHD÷ƒ¼$°L‰ñHEøH„$0
H‰D$PH„$ 
H‰D$HH‹„$˜H‰D$@H„$
H‰D$8H„$
H‰D$(H‹„$ H‰D$ H‹D$`H‰D$H‹D$pH‰D$AÿÔèëÿÿH…ÀtDŽ$<
‹„$<
…Àu~H‹”$€H‹H‰D$`Hƒè
H…ÀH‰…DýÿÿH‹BH‰×ÿP0é5ýÿÿèœÿÿH…À…ºùÿÿH‹=ã(H5¥Wè€ÿÿé¢ùÿÿèvÿÿH…À…‘ùÿÿH‹=ãâ(H5ÌWèWÿÿéyùÿÿ‹„$0
L‹„$ˆH=øH‹Œ$H‹t$hI‰ÙL‰ú‰$1ÀèÿÿÿH‰„$È
éBÿÿÿè
ÿÿH…À…4ÿÿÿH‹=}â(H5FXèñÿÿéÿÿÿèçÿÿH…À@…
ÿÿÿH‹=Sâ(H5ÔWèÇÿÿéòþÿÿè½ÿÿH…À…HüÿÿH‹=-â(H5fWè¡ÿÿé0üÿÿè—ÿÿH…À@…ºþÿÿH‹=â(H5Xèwÿÿé¢þÿÿfAWH‰÷H‰ÖHuæAVAUATI‰ÌH

·'USHì(H‹)&dH‹%(H‰„$1ÀH„$ðHDŽ$È
DŽ$°DŽ$<

H‰œ$@
LŒ$p
DŽ$ÀH‰œ$P
L„$`
DŽ$ÐHDŽ$Ð
ÿÿÿÿHDŽ$Ø
ÿÿÿÿDŽ$àH‰œ$`
HDŽ$à
ÿÿÿÿHDŽ$è
ÿÿÿÿDŽ$ðH‰œ$p
HDŽ$€
ÿÿÿÿHDŽ$
ÿÿÿÿHDŽ$ 
ÿÿÿÿHDŽ$ð
ÿÿÿÿHDŽ$ø
ÿÿÿÿDŽ$
HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$
HDŽ$°
ÿÿÿÿH‰D$ H„$àDŽ$ 
H‰œ$À
H‰D$H„$À
DŽ$0
H‰D$H„$P
H‰D$H„$@
H‰$1ÀèU
ÿÿ…À„Í
ƒ¼$à
L‹„$`
H´$Ð
º¿Ƀá ƒÁ
è®ÿÿH…ÀH‰Å„¢
L‹pH‹„$Ø
H9„$Ð
tdH‹=Åß(H5–è9ÿÿH;¬$`
tHƒm
„4
H‹„$È
H‹„$È
H‹”$dH3%(…HÄ([]A\A]A^A_ÃH‹´$P
H9Þ„÷H¼$ÀHøUèÿÿ‰„$<
‹„$<
…À„tÿÿÿD‹Œ$ÀAƒù
v?Hœ$L˜H
µãH‰ߺ
¾
1Àè…ÿÿH‹=îÞ(H‰Þèf
ÿÿé(ÿÿÿH‹´$@
H9Þ„¿H¼$°H¸Uè{ÿÿ‰„$<
‹„$<
…À„ìþÿÿD‹Œ$°Aƒù
†“Hœ$LœH
Aãéoÿÿÿ„H‹EH‰ïÿP0é½þÿÿDŽ$À
éÿÿÿ1Àéµþÿÿf„è»ÿÿH…À…ŽþÿÿH‹=+Þ(H5„TèŸÿÿévþÿÿf.„DŽ$°
éLÿÿÿ‹Œ$ÀH‹„$Ð
º
H´$
I‰ؿ…ɉ„$йEÐH˜‰”$
º
H‰„$
èpÿÿH…ÀI‰Ç„€
H‹´$À
H‹@H9ÞH‰D$`taH¼$ 
HUè:ÿÿ‰„$<
‹„$<
…À„«ýÿÿHc„$ÐD‹Œ$ 
ÅD9Ê~.Hœ$L©QH
âé$þÿÿ‹„$ÐÁà‰„$ 
ë§H´$€
I‰عº
¿H‰„$€
è³ÿþÿH…ÀH‰D$h„dƒ¼$ð
H‹@H´$à
L‹„$p
º¿H‰D$pHc„$ÐɃá ƒÁ
H‰„$à
H‰„$è
èUÿþÿH…ÀI‰Å„.H‹@H‰D$xH‹„$à
H;„$è
u‹”$ÐHcÊH9ÈtfH‹=XÜ(H5iJèÌþþÿL;¬$p
„…üÿÿIƒm
…züÿÿI‹EL‰ïÿP0éküÿÿèŸÿÿH…À…]üÿÿH‹=Ü(H5HSèƒþþÿéEüÿÿèiþþÿƒ¼$°¸
H´$°
I‰ع¿Eº
‰„$
Hc„$ 
H‰„$°
èsþþÿH…ÀH‰„$€„H‹„$€H´$ð
I‰عº¿H‹@H‰„$˜Hc„$
H‰„$ð
Hc„$ÐH‰„$ø
èþþÿH…ÀH‰„$ˆ„rH‹„$ˆH´$ 
I‰عº
¿H‹@H‰„$ Hc„$ÐH‰„$ 
è»ýþÿH…ÀH‰„$„ø
H‹„$H´$I‰عº¿L‹HHc„$
L‰Œ$¨H‰„$Hc„$ÐH‰„$èWýþÿH…ÀH‰ÃL‹Œ$¨„ƒ¼$ÀH‹HHGÕH=4ÔH”$ÐL‰L$H‰ÆL‹L$xH‰L$0H‰$I‰ÐHD÷ƒ¼$°L‰ñHEøH„$0
H‰D$PH„$ 
H‰D$HH‹„$˜H‰D$@H„$
H‰D$8H„$
H‰D$(H‹„$ H‰D$ H‹D$`H‰D$H‹D$pH‰D$AÿÔèKþþÿH…ÀtDŽ$<
‹„$<
…Àu~H‹”$€H‹H‰D$`Hƒè
H…ÀH‰…DýÿÿH‹BH‰×ÿP0é5ýÿÿèüýþÿH…À…ºùÿÿH‹=lÙ(H55Qèàûþÿé¢ùÿÿèÖýþÿH…À…‘ùÿÿH‹=CÙ(H5\Qè·ûþÿéyùÿÿ‹„$0
L‹„$ˆH=uîH‹Œ$H‹t$hI‰ÙL‰ú‰$1Àè_ýþÿH‰„$È
éBÿÿÿèmýþÿH…À…4ÿÿÿH‹=ÝØ(H5ÖQèQûþÿéÿÿÿèGýþÿH…À@…
ÿÿÿH‹=³Ø(H5dQè'ûþÿéòþÿÿèýþÿH…À…HüÿÿH‹=Ø(H5öPè
ûþÿé0üÿÿè÷üþÿH…À@…ºþÿÿH‹=cØ(H5¤Qè×úþÿé¢þÿÿfAWH‰÷H‰ÖH0ÝAVAUATUH‰ÍH
à¬'SHì¨H‹‰&dH‹%(H‰„$˜1ÀH„$ HDŽ$X
ÇD$pDŽ$ì
H‰œ$ðLŒ$ðH‰D$H„$@
DŽ$€H‰œ$
DŽ$L„$
HDŽ$`
ÿÿÿÿHDŽ$h
ÿÿÿÿDŽ$ H‰œ$
HDŽ$ 
ÿÿÿÿHDŽ$p
ÿÿÿÿHDŽ$x
ÿÿÿÿDŽ$°HDŽ$€
ÿÿÿÿHDŽ$ˆ
ÿÿÿÿDŽ$ÀHDŽ$0
ÿÿÿÿDŽ$ÐH‰œ$@
HDŽ$P
ÿÿÿÿDŽ$àH‰D$H„$
H‰$1Àè	øþÿ…À„Ñ
ƒ¼$ 
L‹„$
H´$`
º¿Ƀá ƒÁ
èbùþÿH…ÀI‰Ç„¦
L‹pH‹„$h
H9„$`
t`H‹=yÖ(H5JýèíøþÿL;¼$
t
Iƒ/
„1
H‹„$X
H‹„$X
H‹”$˜dH3%(…HHĨ[]A\A]A^A_ÃH‹´$
H9Þ„ÿH¼$€HàOè»ÿÿ‰„$싄$ì…À„xÿÿÿD‹Œ$€Aƒù
vGHœ$
LPH
ÆÚH‰ߺ
¾
1Àè=ýþÿH‹=¦Õ(H‰Þèøþÿé,ÿÿÿf„H‹´$ðH9Þ„¿H|$pH›Oè.ÿÿ‰„$싄$ì…À„ëþÿÿD‹L$pAƒù
†™Hœ$
LRH
PÚémÿÿÿfDI‹GL‰ÿÿP0éÀþÿÿf„DŽ$€
éÿÿÿ1Àé°þÿÿf„èkùþÿH…À…‰þÿÿH‹=ÛÔ(H5dNèO÷þÿéqþÿÿf.„ÇD$p
éLÿÿÿD‹œ$€H‹„$`
º
H´$ 
I‰ع¿E…ۉ„$EÐH˜‰”$Àº
H‰„$ 
è÷þÿH…ÀI‰Ä„¼H‹´$@
H‹@H9ÞH‰D$@„rH¼$ÐHáNèäÿÿ‰„$싄$ì…À„¡ýÿÿ‹”$LcŒ$ЍD9ȏBD‹T$p¸
H´$0
I‰ع¿L‰Œ$0
E…ÒEº
‰„$°èuöþÿH…ÀI‰Å„sH‹@H´$P
I‰عº
¿H‰D$P‹„$
ÀH˜H‰„$P
è.öþÿH…ÀH‰D$H„PH‹@H´$€
I‰عº¿H‰D$`Hc„$ÀH‰„$€
Hc„$H‰„$ˆ
èØõþÿH…ÀH‰D$X„%L‹HHc„$°H´$p
I‰عº¿L‰L$hH‰„$p
Hc„$H‰„$x
è‚õþÿH…ÀH‰ÃL‹L$h„÷
‹”$€H‹HHvÍD‹D$pH=^ÌL‰L$H‰ÆL‹L$@…ÒH”$H‰$HD÷E…ÀL‰ñHEøH„$àI‰ÐH‰D$8H‹D$`H‰D$0H„$ÐH‰D$(H‹D$PH‰D$ H„$ÀH‰D$H„$°H‰D$ÿÕè˜öþÿH…ÀtDŽ$싄$ì…À…•H‹T$HH‹H‰D$@Hƒè
H…ÀH‰tpIƒm
…hûÿÿI‹EL‰ïÿP0éYûÿÿ‹„$
	„$Ðé”ýÿÿHœ$
L:?H
ÐÖéÕûÿÿèöþÿH…À…ûÿÿH‹=Ñ(H5êKèõóþÿéûÿÿH‹BH‰×ÿP0ë„D‹„$àH‹L$XH=«æH‰ÚL‰æ1Àè£õþÿH‰„$X
é=ÿÿÿè±õþÿH…À…»úÿÿH‹=!Ñ(H5Lè•óþÿé£úÿÿè‹õþÿH…À…"ÿÿÿH‹=ûÐ(H54Lèoóþÿé
ÿÿÿèUóþÿDè[õþÿH…À…ÙþÿÿH‹=ËÐ(H5TLè?óþÿéÁþÿÿè5õþÿH…Àf…±þÿÿH‹=£Ð(H5tLèóþÿé™þÿÿfAWH‰÷H‰ÖHÉÕAVAUATUH‰ÍH
à¤'SHì¨H‹Éú%dH‹%(H‰„$˜1ÀH„$ HDŽ$X
ÇD$pDŽ$ì
H‰œ$ðLŒ$ðH‰D$H„$@
DŽ$€H‰œ$
DŽ$L„$
HDŽ$`
ÿÿÿÿHDŽ$h
ÿÿÿÿDŽ$ H‰œ$
HDŽ$ 
ÿÿÿÿHDŽ$p
ÿÿÿÿHDŽ$x
ÿÿÿÿDŽ$°HDŽ$€
ÿÿÿÿHDŽ$ˆ
ÿÿÿÿDŽ$ÀHDŽ$0
ÿÿÿÿDŽ$ÐH‰œ$@
HDŽ$P
ÿÿÿÿDŽ$àH‰D$H„$
H‰$1ÀèIðþÿ…À„Ñ
ƒ¼$ 
L‹„$
H´$`
º¿Ƀá ƒÁ
è¢ñþÿH…ÀI‰Ç„¦
L‹pH‹„$h
H9„$`
t`H‹=¹Î(H5Šõè-ñþÿL;¼$
t
Iƒ/
„1
H‹„$X
H‹„$X
H‹”$˜dH3%(…HHĨ[]A\A]A^A_ÃH‹´$
H9Þ„ÿH¼$€H°Jèûÿÿ‰„$싄$ì…À„xÿÿÿD‹Œ$€Aƒù
vGHœ$
L
H
_ÓH‰ߺ
¾
1Àè}õþÿH‹=æÍ(H‰Þè^ðþÿé,ÿÿÿf„H‹´$ðH9Þ„¿H|$pHkJènÿÿ‰„$싄$ì…À„ëþÿÿD‹L$pAƒù
†™Hœ$
L’
H
éÒémÿÿÿfDI‹GL‰ÿÿP0éÀþÿÿf„DŽ$€
éÿÿÿ1Àé°þÿÿf„è«ñþÿH…À…‰þÿÿH‹=Í(H54Ièïþÿéqþÿÿf.„ÇD$p
éLÿÿÿD‹œ$€H‹„$`
º
H´$ 
I‰ع¿E…ۉ„$EÐH˜‰”$Àº
H‰„$ 
è^ïþÿH…ÀI‰Ä„¼H‹´$@
H‹@H9ÞH‰D$@„rH¼$ÐH±Iè$ÿÿ‰„$싄$ì…À„¡ýÿÿ‹”$LcŒ$ЍD9ȏBD‹T$p¸
H´$0
I‰ع¿L‰Œ$0
E…ÒEº
‰„$°èµîþÿH…ÀI‰Å„sH‹@H´$P
I‰عº
¿H‰D$P‹„$
ÀH˜H‰„$P
ènîþÿH…ÀH‰D$H„PH‹@H´$€
I‰عº¿H‰D$`Hc„$ÀH‰„$€
Hc„$H‰„$ˆ
èîþÿH…ÀH‰D$X„%L‹HHc„$°H´$p
I‰عº¿L‰L$hH‰„$p
Hc„$H‰„$x
èÂíþÿH…ÀH‰ÃL‹L$h„÷
‹”$€H‹HH¶ÅD‹D$pH=žÄL‰L$H‰ÆL‹L$@…ÒH”$H‰$HD÷E…ÀL‰ñHEøH„$àI‰ÐH‰D$8H‹D$`H‰D$0H„$ÐH‰D$(H‹D$PH‰D$ H„$ÀH‰D$H„$°H‰D$ÿÕèØîþÿH…ÀtDŽ$싄$ì…À…•H‹T$HH‹H‰D$@Hƒè
H…ÀH‰tpIƒm
…hûÿÿI‹EL‰ïÿP0éYûÿÿ‹„$
	„$Ðé”ýÿÿHœ$
Lz7H
iÏéÕûÿÿèQîþÿH…À…ûÿÿH‹=ÁÉ(H5ºFè5ìþÿéûÿÿH‹BH‰×ÿP0ë„D‹„$àH‹L$XH=ëÞH‰ÚL‰æ1ÀèãíþÿH‰„$X
é=ÿÿÿèñíþÿH…À…»úÿÿH‹=aÉ(H5âFèÕëþÿé£úÿÿèËíþÿH…À…"ÿÿÿH‹=;É(H5Gè¯ëþÿé
ÿÿÿè•ëþÿDè›íþÿH…À…ÙþÿÿH‹=É(H5$GèëþÿéÁþÿÿèuíþÿH…Àf…±þÿÿH‹=ãÈ(H5DGèWëþÿé™þÿÿfAWH‰÷H‰ÖHbÎAVAUATUH‰ÍH
 œ'SHì¨H‹	ó%dH‹%(H‰„$˜1ÀH„$ HDŽ$X
ÇD$pDŽ$ì
H‰œ$ðLŒ$ðH‰D$H„$P
DŽ$€H‰œ$
DŽ$L„$
HDŽ$`
ÿÿÿÿHDŽ$h
ÿÿÿÿDŽ$ H‰œ$
HDŽ$ 
ÿÿÿÿHDŽ$0
ÿÿÿÿHDŽ$p
ÿÿÿÿHDŽ$x
ÿÿÿÿDŽ$°HDŽ$€
ÿÿÿÿHDŽ$ˆ
ÿÿÿÿDŽ$ÀHDŽ$@
ÿÿÿÿDŽ$ÐH‰œ$P
DŽ$àH‰D$H„$
H‰$1Àè‰èþÿ…À„Ñ
ƒ¼$ 
L‹„$
H´$`
º¿Ƀá Á
èßéþÿH…ÀI‰Ç„£
L‹pH‹„$h
H9„$`
teH‹=öÆ(H5ÇíèjéþÿL;¼$
t
Iƒ/
„.
H‹„$X
H‹„$X
H‹”$˜dH3%(…”HĨ[]A\A]A^A_ÃDH‹´$
H9Þ„÷H¼$€HxEè3ÿÿ‰„$싄$ì…À„sÿÿÿD‹Œ$€Aƒù
v?Hœ$
LÈH
ðËH‰ߺ
¾
1ÀèµíþÿH‹=Æ(H‰Þè–èþÿé'ÿÿÿH‹´$ðH9Þ„¿H|$pH;Eè®ÿÿ‰„$싄$ì…À„îþÿÿD‹L$pAƒù
†™Hœ$
LÒH
‚ËéuÿÿÿfDI‹GL‰ÿÿP0éÃþÿÿf„DŽ$€
éÿÿÿ1Àé³þÿÿf„èëéþÿH…À…ŒþÿÿH‹=[Å(H5DèÏçþÿétþÿÿf.„ÇD$p
éLÿÿÿD‹¤$€H‹„$`
º
H´$ 
I‰ع¿E…䉄$EÐH˜‰”$Àº
H‰„$ 
èžçþÿH…ÀI‰Ä„æH‹´$P
H‹@H9ÞH‰D$@„XH¼$ÐHDèdÿÿ‰„$싄$ì…À„¤ýÿÿD‹\$pE…Û„6‹„$LcŒ$Ѝ…D9ʏZH´$@
I‰عº
¿‰„$°L‰Œ$@
èóæþÿH…ÀI‰Å„šH‹@H´$p
I‰عº¿H‰D$PHc„$°H‰„$p
Hc„$H‰„$x
èŸæþÿH…ÀH‰D$H„jH‹@H´$0
I‰عº
¿H‰D$`Hc„$H‰„$0
èYæþÿH…ÀH‰D$X„JL‹HHc„$ÀH´$€
I‰عº¿L‰L$hH‰„$€
Hc„$H‰„$ˆ
èæþÿH…ÀH‰ÃL‹L$h„‹”$€H‹HH÷½D‹D$pH=߼L‰$H‰ÆL‹L$@…ÒH”$H‰L$HD÷E…ÀL‰ñHEøH„$àI‰ÐH‰D$8H„$ÐH‰D$0H‹D$PH‰D$(H„$ÀH‰D$ H„$°H‰D$H‹D$`H‰D$ÿÕèçþÿH…ÀtDŽ$싄$ì…À…ºIƒm
……ûÿÿI‹EL‰ïÿP0évûÿÿ‹„$Áà‰„$Ðé­ýÿÿD‹”$€LcŒ$Ћ„$E…ÒtÁàD9ȸ
é»ýÿÿ@@¸
D9ÊŽ¦ýÿÿHœ$
LBH
ØÇé³ûÿÿègæþÿH…À…ôúÿÿH‹=×Á(H5`AèKäþÿéÜúÿÿfDD‹Œ$àH‹L$HH=×H‹T$XI‰ØL‰æ1ÀèúåþÿH‰„$X
éÿÿÿèæþÿH…À…•úÿÿH‹=xÁ(H5ÙAèìãþÿé}úÿÿèâåþÿH…À…ßþÿÿH‹=RÁ(H5ûAèÆãþÿéÇþÿÿè¼åþÿH…À…¹þÿÿH‹=,Á(H5Bè ãþÿé¡þÿÿè†ãþÿfDè‹åþÿH…À…ˆþÿÿH‹=ûÀ(H54Bèoãþÿépþÿÿf.„AWH‰÷H‰ÖHËÆAVAUATUH‰ÍH
p”'SHì¨H‹ë%dH‹%(H‰„$˜1ÀH„$ HDŽ$X
ÇD$pDŽ$ì
H‰œ$ðLŒ$ðH‰D$H„$P
DŽ$€H‰œ$
DŽ$L„$
HDŽ$`
ÿÿÿÿHDŽ$h
ÿÿÿÿDŽ$ H‰œ$
HDŽ$ 
ÿÿÿÿHDŽ$0
ÿÿÿÿHDŽ$p
ÿÿÿÿHDŽ$x
ÿÿÿÿDŽ$°HDŽ$€
ÿÿÿÿHDŽ$ˆ
ÿÿÿÿDŽ$ÀHDŽ$@
ÿÿÿÿDŽ$ÐH‰œ$P
DŽ$àH‰D$H„$
H‰$1Àè™àþÿ…À„Ñ
ƒ¼$ 
L‹„$
H´$`
º¿Ƀá Á
èïáþÿH…ÀI‰Ç„£
L‹pH‹„$h
H9„$`
teH‹=¿(H5×åèzáþÿL;¼$
t
Iƒ/
„.
H‹„$X
H‹„$X
H‹”$˜dH3%(…”HĨ[]A\A]A^A_ÃDH‹´$
H9Þ„÷H¼$€H`@èCýþÿ‰„$싄$ì…À„sÿÿÿD‹Œ$€Aƒù
v?Hœ$
LØýH
YÄH‰ߺ
¾
1ÀèÅåþÿH‹=.¾(H‰Þè¦àþÿé'ÿÿÿH‹´$ðH9Þ„¿H|$pH#@è¾üþÿ‰„$싄$ì…À„îþÿÿD‹L$pAƒù
†™Hœ$
LâýH
ëÃéuÿÿÿfDI‹GL‰ÿÿP0éÃþÿÿf„DŽ$€
éÿÿÿ1Àé³þÿÿf„èûáþÿH…À…ŒþÿÿH‹=k½(H5ì>èßßþÿétþÿÿf.„ÇD$p
éLÿÿÿD‹¤$€H‹„$`
º
H´$ 
I‰ع¿E…䉄$EÐH˜‰”$Àº
H‰„$ 
è®ßþÿH…ÀI‰Ä„æH‹´$P
H‹@H9ÞH‰D$@„XH¼$ÐHi?ètûþÿ‰„$싄$ì…À„¤ýÿÿD‹\$pE…Û„6‹„$LcŒ$Ѝ…D9ʏZH´$@
I‰عº
¿‰„$°L‰Œ$@
èßþÿH…ÀI‰Å„šH‹@H´$p
I‰عº¿H‰D$PHc„$°H‰„$p
Hc„$H‰„$x
è¯ÞþÿH…ÀH‰D$H„jH‹@H´$0
I‰عº
¿H‰D$`Hc„$H‰„$0
èiÞþÿH…ÀH‰D$X„JL‹HHc„$ÀH´$€
I‰عº¿L‰L$hH‰„$€
Hc„$H‰„$ˆ
èÞþÿH…ÀH‰ÃL‹L$h„‹”$€H‹HH¶D‹D$pH=ï´L‰$H‰ÆL‹L$@…ÒH”$H‰L$HD÷E…ÀL‰ñHEøH„$àI‰ÐH‰D$8H„$ÐH‰D$0H‹D$PH‰D$(H„$ÀH‰D$ H„$°H‰D$H‹D$`H‰D$ÿÕè)ßþÿH…ÀtDŽ$싄$ì…À…ºIƒm
……ûÿÿI‹EL‰ïÿP0évûÿÿ‹„$Áà‰„$Ðé­ýÿÿD‹”$€LcŒ$Ћ„$E…ÒtÁàD9ȸ
é»ýÿÿ@@¸
D9ÊŽ¦ýÿÿHœ$
L :H
AÀé³ûÿÿèwÞþÿH…À…ôúÿÿH‹=ç¹(H5H<è[ÜþÿéÜúÿÿfDD‹Œ$àH‹L$HH=ÏH‹T$XI‰ØL‰æ1Àè
ÞþÿH‰„$X
éÿÿÿèÞþÿH…À…•úÿÿH‹=ˆ¹(H5q<èüÛþÿé}úÿÿèòÝþÿH…À…ßþÿÿH‹=b¹(H5“<èÖÛþÿéÇþÿÿèÌÝþÿH…À…¹þÿÿH‹=<¹(H5µ<è°Ûþÿé¡þÿÿè–ÛþÿfDè›ÝþÿH…À…ˆþÿÿH‹=¹(H5Ì<èÛþÿépþÿÿf.„AWH‰÷H‰ÖH8¿AVAUATUH‰ÍH
@†'SHìèH‹)ã%dH‹%(H‰„$Ø1ÀH„$ÐHDŽ$˜
DŽ$DŽ$

DŽ$ LŒ$0
DŽ$°DŽ$ÀL„$ 
HDŽ$ 
ÿÿÿÿHDŽ$¨
ÿÿÿÿDŽ$ÐH‰œ$ 
DŽ$àH‰œ$0
DŽ$ðH‰œ$@
HDŽ$°
ÿÿÿÿHDŽ$¸
ÿÿÿÿHDŽ$P
ÿÿÿÿHDŽ$À
ÿÿÿÿHDŽ$È
ÿÿÿÿHDŽ$`
ÿÿÿÿHDŽ$p
ÿÿÿÿDŽ$
H‰œ$€
HDŽ$
ÿÿÿÿDŽ$
H‰D$H„$€
H‰D$H„$@
H‰$1ÀèØþÿ…À„Ÿ
ƒ¼$Ð
L‹„$ 
H´$ 
º¿Ƀá ƒÁ
èèÙþÿH…ÀI‰Æ„l
H‹´$@
L‹`H9Þ„¿H¼$ðHX;è³õþÿ‰„$
‹„$
…ÀtKD‹Œ$ðAƒù
†¯Hœ$Ð
Lh;H
'½¾
H‰ߺ
1Àè5ÞþÿH‹=ž¶(H‰ÞèÙþÿL;´$ 
tIƒ.
tVH‹„$˜
H‹„$˜
H‹”$ØdH3%(…=HÄè[]A\A]A^A_ÃDDŽ$ð
éLÿÿÿ„I‹FL‰÷ÿP0ëž@H‹´$0
H9Þ„H¼$àHø:è»ôþÿ‰„$
‹„$
…À„OÿÿÿD‹Œ$àAƒù
vgHœ$Ð
L;H
K¼éÿÿÿ@1Àé;ÿÿÿè+ÚþÿH…À…ÿÿÿH‹=›µ(H5¤9èØþÿéÿÿÿf.„DŽ$à
é|ÿÿÿH‹„$ 
H‹”$¨
A‰Å9ÂA‰ÃDNêE…ɉ„$Lcú‰”$ „JD‹„$ðE…À„Z‰„$°H´$P
‰”$ÀIcÅI‰عº
¿D‰\$PH‰„$P
è¬×þÿH…ÀH‰D$XLc\$P„[H‹@H´$°
I‰عº¿L‰œ$¸
H‰D$hHc„$°H‰„$°
èY×þÿH…ÀH‰D$P„MH‹@H´$À
I‰عº¿L‰¼$È
H‰D$pHc„$ÀH‰„$À
è×þÿH…ÀH‰D$`„-H‹@H´$
I‰عº
¿H‰D$xBíH˜H‰„$
èÃÖþÿH…ÀI‰Ç„†H‹´$€
H‹@H9ÞH‰„$€„H¼$
H{:è†òþÿ‰„$
‹„$
…À„£
‹´$à…ö„Q‹„$ 9„$M„$D
èT
CD­9ÂMÂA¯ÅH˜H´$p
I‰عº
¿H‰„$p
è
ÖþÿH…ÀI‰Å„ùH‹@H´$`
I‰عº
¿H‰„$ˆHc„$
H‰„$`
èÆÕþÿH…ÀH‰Ã„Ý‹Œ$àH‹@H=³¬…Ét‹”$ðH=+¹…ÒH ¹HDúHŒ$
H‰D$ H„$ÀH´$H”$ L‹L$hH‰L$@H‰D$H‹Œ$€H‹D$xI‰ðH‰L$8H‰D$H„$°H‹Œ$ˆH‰D$H‹D$pH‰L$0HŒ$
H‰$H‰L$(L‰áÿÕèÁÖþÿH…ÀtDŽ$
‹„$
…À…a
Hƒ+
„˜
Iƒm
„~
Iƒ/
…mûÿÿI‹GL‰ÿÿP0é^ûÿÿ@DŽ$°
A¿
A»
º
é­üÿÿ‰„$°E‰ëD‰êé›üÿÿ‹¼$à…ÿ„ÎAU
CD-¯‹”$ 9”$M”$
Љ„$
é¿ýÿÿèùÕþÿH…À…ÚúÿÿH‹=i±(H5ê6èÝÓþÿéÂúÿÿ„BíD)èH˜éÊýÿÿè¹ÕþÿH…À…šúÿÿH‹=)±(H5ò6èÓþÿé‚úÿÿ„è‹ÕþÿH…À…lúÿÿH‹=û°(H57èoÓþÿéTúÿÿf.„‹„$ 9„$M„$Bhé7ÿÿÿD‹„$
H‹L$`H=ÆH‹T$XH‹t$P1ÀèüÔþÿH‰„$˜
émþÿÿI‹EL‰ïÿP0ésþÿÿH‹CH‰ßÿP0éYþÿÿèìÔþÿH…À…ÍùÿÿH‹=\°(H5µ6èÐÒþÿéµùÿÿèÃÔþÿH…À…-þÿÿH‹=3°(H57è§ÒþÿéþÿÿèÒþÿè˜ÔþÿH…À…÷ýÿÿH‹=°(H5A7è|Òþÿéßýÿÿ€AWH‰÷H‰ÖH„¶AVAUATUH‰ÍH
}'SHìèH‹)Ú%dH‹%(H‰„$Ø1ÀH„$ÐHDŽ$˜
DŽ$DŽ$

DŽ$ LŒ$0
DŽ$°DŽ$ÀL„$ 
HDŽ$ 
ÿÿÿÿHDŽ$¨
ÿÿÿÿDŽ$ÐH‰œ$ 
DŽ$àH‰œ$0
DŽ$ðH‰œ$@
HDŽ$°
ÿÿÿÿHDŽ$¸
ÿÿÿÿHDŽ$P
ÿÿÿÿHDŽ$À
ÿÿÿÿHDŽ$È
ÿÿÿÿHDŽ$`
ÿÿÿÿHDŽ$p
ÿÿÿÿDŽ$
H‰œ$€
HDŽ$
ÿÿÿÿDŽ$
H‰D$H„$€
H‰D$H„$@
H‰$1ÀèÏþÿ…À„Ÿ
ƒ¼$Ð
L‹„$ 
H´$ 
º¿Ƀá ƒÁ
èèÐþÿH…ÀI‰Æ„l
H‹´$@
L‹`H9Þ„¿H¼$ðHØ5è³ìþÿ‰„$
‹„$
…ÀtKD‹Œ$ðAƒù
†¯Hœ$Ð
Lh2H
s´¾
H‰ߺ
1Àè5ÕþÿH‹=ž­(H‰ÞèÐþÿL;´$ 
tIƒ.
tVH‹„$˜
H‹„$˜
H‹”$ØdH3%(…=HÄè[]A\A]A^A_ÃDDŽ$ð
éLÿÿÿ„I‹FL‰÷ÿP0ëž@H‹´$0
H9Þ„H¼$àH(5è»ëþÿ‰„$
‹„$
…À„OÿÿÿD‹Œ$àAƒù
vgHœ$Ð
L2H
—³éÿÿÿ@1Àé;ÿÿÿè+ÑþÿH…À…ÿÿÿH‹=›¬(H5$4èÏþÿéÿÿÿf.„DŽ$à
é|ÿÿÿH‹„$ 
H‹”$¨
A‰Å9ÂA‰ÃDNêE…ɉ„$Lcú‰”$ „JD‹„$ðE…À„Z‰„$°H´$P
‰”$ÀIcÅI‰عº
¿D‰\$PH‰„$P
è¬ÎþÿH…ÀH‰D$XLc\$P„[H‹@H´$°
I‰عº¿L‰œ$¸
H‰D$hHc„$°H‰„$°
èYÎþÿH…ÀH‰D$P„MH‹@H´$À
I‰عº¿L‰¼$È
H‰D$pHc„$ÀH‰„$À
èÎþÿH…ÀH‰D$`„-H‹@H´$
I‰عº
¿H‰D$xBíH˜H‰„$
èÃÍþÿH…ÀI‰Ç„†H‹´$€
H‹@H9ÞH‰„$€„H¼$
Hc4è†éþÿ‰„$
‹„$
…À„£
‹´$à…ö„Q‹„$ 9„$M„$D
èT
CD­9ÂMÂA¯ÅH˜H´$p
I‰عº
¿H‰„$p
è
ÍþÿH…ÀI‰Å„ùH‹@H´$`
I‰عº
¿H‰„$ˆHc„$
H‰„$`
èÆÌþÿH…ÀH‰Ã„Ý‹Œ$àH‹@H=³£…Ét‹”$ðH=+°…ÒH °HDúHŒ$
H‰D$ H„$ÀH´$H”$ L‹L$hH‰L$@H‰D$H‹Œ$€H‹D$xI‰ðH‰L$8H‰D$H„$°H‹Œ$ˆH‰D$H‹D$pH‰L$0HŒ$
H‰$H‰L$(L‰áÿÕèÁÍþÿH…ÀtDŽ$
‹„$
…À…a
Hƒ+
„˜
Iƒm
„~
Iƒ/
…mûÿÿI‹GL‰ÿÿP0é^ûÿÿ@DŽ$°
A¿
A»
º
é­üÿÿ‰„$°E‰ëD‰êé›üÿÿ‹¼$à…ÿ„ÎAU
CD-¯‹”$ 9”$M”$
Љ„$
é¿ýÿÿèùÌþÿH…À…ÚúÿÿH‹=i¨(H5Ò0èÝÊþÿéÂúÿÿ„BíD)èH˜éÊýÿÿè¹ÌþÿH…À…šúÿÿH‹=)¨(H5Ú0èÊþÿé‚úÿÿ„è‹ÌþÿH…À…lúÿÿH‹=û§(H5ô0èoÊþÿéTúÿÿf.„‹„$ 9„$M„$Bhé7ÿÿÿD‹„$
H‹L$`H=½H‹T$XH‹t$P1ÀèüËþÿH‰„$˜
émþÿÿI‹EL‰ïÿP0ésþÿÿH‹CH‰ßÿP0éYþÿÿèìËþÿH…À…ÍùÿÿH‹=\§(H50èÐÉþÿéµùÿÿèÃËþÿH…À…-þÿÿH‹=3§(H51è§ÉþÿéþÿÿèÉþÿè˜ËþÿH…À…÷ýÿÿH‹=§(H5)1è|Éþÿéßýÿÿ€AWH‰÷H‰ÖHЭAVAUATUH‰ÍH
@s'SHìÈH‹)Ñ%dH‹%(H‰„$¸1ÀH„$ÀHDŽ$x
DŽ$€DŽ$

DŽ$LŒ$ 
DŽ$ DŽ$°L„$
HDŽ$€
ÿÿÿÿHDŽ$ˆ
ÿÿÿÿDŽ$ÀH‰œ$
DŽ$ÐH‰œ$ 
DŽ$àH‰œ$0
HDŽ$
ÿÿÿÿHDŽ$˜
ÿÿÿÿHDŽ$@
ÿÿÿÿHDŽ$ 
ÿÿÿÿHDŽ$¨
ÿÿÿÿHDŽ$P
ÿÿÿÿDŽ$ðH‰œ$`
HDŽ$p
ÿÿÿÿDŽ$
H‰D$H„$`
H‰D$H„$0
H‰$1Àè›Æþÿ…À„›
ƒ¼$À
L‹„$
H´$€
º¿Ƀá Á
èñÇþÿH…ÀI‰Æ„e
H‹´$0
L‹`H9Þ„ÀH¼$àHÉ/è¼ãþÿ‰„$
‹„$
…ÀtKD‹Œ$àAƒù
†¨Hœ$°
Lq)H
ȫ¾
H‰ߺ
1Àè>ÌþÿH‹=§¤(H‰ÞèÇþÿL;´$
tIƒ.
tOH‹„$x
H‹„$x
H‹”$¸dH3%(…”HÄÈ[]A\A]A^A_ÃfDDŽ$à
éKÿÿÿI‹FL‰÷ÿP0ë¥@H‹´$ 
H9Þ„H¼$ÐH /èËâþÿ‰„$
‹„$
…À„VÿÿÿD‹Œ$ÐAƒù
vgHœ$°
L)H
óªé
ÿÿÿ@1ÀéBÿÿÿè;ÈþÿH…À…#ÿÿÿH‹=«£(H5.èÆþÿéÿÿÿf.„DŽ$Ð
é|ÿÿÿH‹„$€
H‹”$ˆ
A‰Å9ÂA‰ÃDNêE…ɉ„$€Lcú‰”$„ª
D‹„$àE…À„º
‰„$ H´$@
‰”$°IcÅI‰عº
¿D‰\$HH‰„$@
è¼ÅþÿH…ÀH‰D$PLc\$H„õH‹@H´$
I‰عº¿L‰œ$˜
H‰D$XHc„$ H‰„$
èiÅþÿH…ÀH‰D$H„ÓH‹@H´$ 
I‰عº¿L‰¼$¨
H‰D$`Hc„$°H‰„$ 
èÅþÿH…ÀI‰Ç„¯H‹@H´$p
I‰عº
¿H‰D$pBíH˜H‰„$p
èÕÄþÿH…ÀI‰Ã„H‹´$`
H‹@H9ÞH‰D$x„‚H¼$ðH`.L‰\$hè–àþÿL‹\$h‰„$
‹„$
…À…Iƒ+
…ýÿÿI‹CL‰ßÿP0éýÿÿfDŽ$ 
A¿
A»
º
éMþÿÿ‰„$ E‰ëD‰êé;þÿÿ‹¼$Ѕÿ„î
B­	‹”$A¯Å9”$€M”$€
Љ„$ðédÿÿÿHc„$ðH´$P
I‰عº
¿L‰\$hH‰„$P
èºÃþÿH…ÀH‰ÃL‹\$h„‹Œ$ÐH‹@H=¢š…Ét‹”$àH=§…ÒH§HDúH‰D$ H„$°HŒ$
H´$€L‰\$hH”$H‰D$H‹D$pH‰L$8H‹L$xI‰ðL‹L$XH‰D$H„$ H‰L$0HŒ$ðH‰D$H‹D$`H‰L$(L‰áH‰$ÿÕè»ÄþÿH…ÀL‹\$htDŽ$
‹„$
…À…ãHƒ+
…RþÿÿH‹CL‰\$HH‰ßÿP0L‹\$Hé9þÿÿèoÄþÿH…À…GûÿÿH‹=ߟ(H50+èSÂþÿé/ûÿÿfDèCÄþÿH…À…ûÿÿH‹=³Ÿ(H5L+è'ÂþÿéûÿÿfèÄþÿH…À…óúÿÿH‹=‹Ÿ(H5l+èÿÁþÿéÛúÿÿf.„D‰ê¾CD­¯֍„;ƒÂ9ÂM‹”$9”$€M”$€
ÐéúýÿÿD‹„$
H‹T$PH={´H‹t$HL‰ù1ÀL‰\$XèlÃþÿL‹\$XH‰„$x
éãþÿÿèuÃþÿH…À…MúÿÿH‹=åž(H5+èYÁþÿé5úÿÿè?ÁþÿL‰\$HèEÃþÿH…ÀL‹\$H…üüÿÿH‹=°ž(H5i+è$ÁþÿL‹\$Héßüÿÿf.„AWH‰÷H‰ÖH¼¥AVAUATUH‰ÍH
 j'SHìÈH‹ÉÈ%dH‹%(H‰„$¸1ÀH„$ÀHDŽ$x
DŽ$€DŽ$

DŽ$LŒ$ 
DŽ$ DŽ$°L„$
HDŽ$€
ÿÿÿÿHDŽ$ˆ
ÿÿÿÿDŽ$ÀH‰œ$
DŽ$ÐH‰œ$ 
DŽ$àH‰œ$0
HDŽ$
ÿÿÿÿHDŽ$˜
ÿÿÿÿHDŽ$@
ÿÿÿÿHDŽ$ 
ÿÿÿÿHDŽ$¨
ÿÿÿÿHDŽ$P
ÿÿÿÿDŽ$ðH‰œ$`
HDŽ$p
ÿÿÿÿDŽ$
H‰D$H„$`
H‰D$H„$0
H‰$1Àè;¾þÿ…À„›
ƒ¼$À
L‹„$
H´$€
º¿Ƀá Á
葿þÿH…ÀI‰Æ„e
H‹´$0
L‹`H9Þ„ÀH¼$àH
*è\Ûþÿ‰„$
‹„$
…ÀtKD‹Œ$àAƒù
†¨Hœ$°
L!H
´£¾
H‰ߺ
1ÀèÞÃþÿH‹=Gœ(H‰Þ迾þÿL;´$
tIƒ.
tOH‹„$x
H‹„$x
H‹”$¸dH3%(…”HÄÈ[]A\A]A^A_ÃfDDŽ$à
éKÿÿÿI‹FL‰÷ÿP0ë¥@H‹´$ 
H9Þ„H¼$ÐHX)èkÚþÿ‰„$
‹„$
…À„VÿÿÿD‹Œ$ÐAƒù
vgHœ$°
L¸ H
ߢé
ÿÿÿ@1ÀéBÿÿÿèۿþÿH…À…#ÿÿÿH‹=K›(H5T(追þÿéÿÿÿf.„DŽ$Ð
é|ÿÿÿH‹„$€
H‹”$ˆ
A‰Å9ÂA‰ÃDNêE…ɉ„$€Lcú‰”$„ª
D‹„$àE…À„º
‰„$ H´$@
‰”$°IcÅI‰عº
¿D‰\$HH‰„$@
è\½þÿH…ÀH‰D$PLc\$H„õH‹@H´$
I‰عº¿L‰œ$˜
H‰D$XHc„$ H‰„$
è	½þÿH…ÀH‰D$H„ÓH‹@H´$ 
I‰عº¿L‰¼$¨
H‰D$`Hc„$°H‰„$ 
軼þÿH…ÀI‰Ç„¯H‹@H´$p
I‰عº
¿H‰D$pBíH˜H‰„$p
èu¼þÿH…ÀI‰Ã„H‹´$`
H‹@H9ÞH‰D$x„‚H¼$ðH˜(L‰\$hè6ØþÿL‹\$h‰„$
‹„$
…À…Iƒ+
…ýÿÿI‹CL‰ßÿP0éýÿÿfDŽ$ 
A¿
A»
º
éMþÿÿ‰„$ E‰ëD‰êé;þÿÿ‹¼$Ѕÿ„î
B­	‹”$A¯Å9”$€M”$€
Љ„$ðédÿÿÿHc„$ðH´$P
I‰عº
¿L‰\$hH‰„$P
èZ»þÿH…ÀH‰ÃL‹\$h„‹Œ$ÐH‹@H=B’…Ét‹”$àH=ºž…ÒH¯žHDúH‰D$ H„$°HŒ$
H´$€L‰\$hH”$H‰D$H‹D$pH‰L$8H‹L$xI‰ðL‹L$XH‰D$H„$ H‰L$0HŒ$ðH‰D$H‹D$`H‰L$(L‰áH‰$ÿÕè[¼þÿH…ÀL‹\$htDŽ$
‹„$
…À…ãHƒ+
…RþÿÿH‹CL‰\$HH‰ßÿP0L‹\$Hé9þÿÿè¼þÿH…À…GûÿÿH‹=—(H5h%èó¹þÿé/ûÿÿfDèã»þÿH…À…ûÿÿH‹=S—(H5„%èǹþÿéûÿÿf軻þÿH…À…óúÿÿH‹=+—(H5¤%蟹þÿéÛúÿÿf.„D‰ê¾CD­¯֍„;ƒÂ9ÂM‹”$9”$€M”$€
ÐéúýÿÿD‹„$
H‹T$PH=¬H‹t$HL‰ù1ÀL‰\$Xè»þÿL‹\$XH‰„$x
éãþÿÿè»þÿH…À…MúÿÿH‹=…–(H5F%èù¸þÿé5úÿÿè߸þÿL‰\$HèåºþÿH…ÀL‹\$H…üüÿÿH‹=P–(H5¡%èĸþÿL‹\$Héßüÿÿf.„AWH‰÷H‰ÖH¨AVAUATI‰ÌH
Áa'USHìØ
H‹iÀ%dH‹%(H‰„$È
1ÀHD$0LŒ$€LD$`HDŽ$¨ÇD$ H‰D$H„$ ÇD$\
HDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿH‰$1ÀÇD$0H‰\$`HÇD$pÿÿÿÿH‰œ$€HDŽ$ÿÿÿÿÇD$@H‰œ$ ÇD$Pè~¶þÿ…À„Vƒ|$0
L‹D$`H´$°º¿Ƀá ƒÁèݷþÿH…ÀH‰Å„1L‹hH‹„$°H;„$¸tSH‹=ô”(H5å$èh·þÿH‹„$¨H‹„$¨H‹¼$È
dH3<%(…‡HÄØ
[]A\A]A^A_ÀH‹´$ ‰D$ H9Þ„“
H|$@H·$èBÓþÿ‰D$\‹D$\…ÀtŽLcL$@D;L$ Œ&
H´$I‰عº
¿L‰Œ$èÿ¶þÿH…ÀI‰Æ„­
H‹@L‹„$€Ht$p¹
º
¿H‰D$HcD$ H‰D$p迶þÿH…ÀI‰Ç„“
‹T$ H‹X1ÒëHcƒƒ
P
9T$ ðHD$PH|$ LL$@L‹D$H‰ÙL‰îH‰$H‰úAÿԋD$ 1҅ÀëHcЃ,“
B
9D$ ðè¸þÿH…ÀtÇD$\‹D$\…À…ÊL;¼$€t
Iƒ/
„¤Iƒ.
…lþÿÿI‹FL‰÷ÿP0é]þÿÿDHœ$ÀL¡#H
ǚº
¾
1ÀH‰ß覺þÿH‹=“(H‰Þ臵þÿéþÿÿf@‰D$@évþÿÿ@1Àéþÿÿf„è[·þÿH…À…êýÿÿH‹=˒(H5l"è?µþÿéÒýÿÿI‹GL‰ÿÿP0éMÿÿÿ‹T$PH=ú§H‰î1Àèó¶þÿH‰„$¨éÿÿÿè
·þÿH…À…ýÿÿH‹=q’(H5#èå´þÿéxýÿÿè۶þÿH…À…ôþÿÿH‹=K’(H5,#迴þÿéÜþÿÿ襴þÿDAWH‰÷H‰ÖHҙAVAUATI‰ÌH
]'USHìØ
H‹i¼%dH‹%(H‰„$È
1ÀHD$0LŒ$€LD$`HDŽ$¨ÇD$ H‰D$H„$ ÇD$\
HDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿH‰$1ÀÇD$0H‰\$`HÇD$pÿÿÿÿH‰œ$€HDŽ$ÿÿÿÿÇD$@H‰œ$ ÇD$Pè~²þÿ…À„Vƒ|$0
L‹D$`H´$°º¿Ƀá ƒÁèݳþÿH…ÀH‰Å„1L‹hH‹„$°H;„$¸tSH‹=ô(H5å èh³þÿH‹„$¨H‹„$¨H‹¼$È
dH3<%(…‡HÄØ
[]A\A]A^A_ÀH‹´$ ‰D$ H9Þ„“
H|$@H"èBÏþÿ‰D$\‹D$\…ÀtŽLcL$@D;L$ Œ&
H´$I‰عº
¿L‰Œ$èÿ²þÿH…ÀI‰Æ„­
H‹@L‹„$€Ht$p¹
º
¿H‰D$HcD$ H‰D$p迲þÿH…ÀI‰Ç„“
‹T$ H‹X1ÒëHcƒƒ
P
9T$ ðHD$PH|$ LL$@L‹D$H‰ÙL‰îH‰$H‰úAÿԋD$ 1҅ÀëHcЃ,“
B
9D$ ðè´þÿH…ÀtÇD$\‹D$\…À…ÊL;¼$€t
Iƒ/
„¤Iƒ.
…lþÿÿI‹FL‰÷ÿP0é]þÿÿDHœ$ÀL¡H
ñ–º
¾
1ÀH‰ß覶þÿH‹=(H‰Þ臱þÿéþÿÿf@‰D$@évþÿÿ@1Àéþÿÿf„è[³þÿH…À…êýÿÿH‹=ˎ(H5üè?±þÿéÒýÿÿI‹GL‰ÿÿP0éMÿÿÿ‹T$PH=ú£H‰î1Àèó²þÿH‰„$¨éÿÿÿè
³þÿH…À…ýÿÿH‹=qŽ(H52 èå°þÿéxýÿÿè۲þÿH…À…ôþÿÿH‹=KŽ(H5\ 述þÿéÜþÿÿ襰þÿDAWH‰÷H‰ÖHü•AVAUATI‰ÌH
AY'USHìØ
H‹i¸%dH‹%(H‰„$È
1ÀHD$0LŒ$€LD$`HDŽ$¨ÇD$ H‰D$H„$ ÇD$\
HDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿH‰$1ÀÇD$0H‰\$`HÇD$pÿÿÿÿH‰œ$€HDŽ$ÿÿÿÿÇD$@H‰œ$ ÇD$Pè~®þÿ…À„Vƒ|$0
L‹D$`H´$°º¿Ƀá ƒÁèݯþÿH…ÀH‰Å„1L‹hH‹„$°H;„$¸tSH‹=ôŒ(H5åèh¯þÿH‹„$¨H‹„$¨H‹¼$È
dH3<%(…‡HÄØ
[]A\A]A^A_ÀH‹´$ ‰D$ H9Þ„“
H|$@H?èBËþÿ‰D$\‹D$\…ÀtŽLcL$@D;L$ Œ&
H´$I‰عº
¿L‰Œ$èÿ®þÿH…ÀI‰Æ„­
H‹@L‹„$€Ht$p¹
º
¿H‰D$HcD$ H‰D$p迮þÿH…ÀI‰Ç„“
‹T$ H‹X1ÒëHcƒƒ
P
9T$ ðHD$PH|$ LL$@L‹D$H‰ÙL‰îH‰$H‰úAÿԋD$ 1҅ÀëHcЃ,“
B
9D$ ðè°þÿH…ÀtÇD$\‹D$\…À…ÊL;¼$€t
Iƒ/
„¤Iƒ.
…lþÿÿI‹FL‰÷ÿP0é]þÿÿDHœ$ÀL¡H
Ҽ
¾
1ÀH‰ß覲þÿH‹=‹(H‰Þ臭þÿéþÿÿf@‰D$@évþÿÿ@1Àéþÿÿf„è[¯þÿH…À…êýÿÿH‹=ˊ(H5,è?­þÿéÒýÿÿI‹GL‰ÿÿP0éMÿÿÿ‹T$PH=úŸH‰î1Àèó®þÿH‰„$¨éÿÿÿè
¯þÿH…À…ýÿÿH‹=qŠ(H5bèå¬þÿéxýÿÿèۮþÿH…À…ôþÿÿH‹=KŠ(H5Œ迬þÿéÜþÿÿ襬þÿDAWH‰÷H‰ÖH&’AVAUATI‰ÌH

U'USHìØ
H‹i´%dH‹%(H‰„$È
1ÀHD$0LŒ$€LD$`HDŽ$¨ÇD$ H‰D$H„$ ÇD$\
HDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿH‰$1ÀÇD$0H‰\$`HÇD$pÿÿÿÿH‰œ$€HDŽ$ÿÿÿÿÇD$@H‰œ$ ÇD$Pè~ªþÿ…À„Vƒ|$0
L‹D$`H´$°º¿Ƀá ƒÁèݫþÿH…ÀH‰Å„1L‹hH‹„$°H;„$¸tSH‹=ôˆ(H5åèh«þÿH‹„$¨H‹„$¨H‹¼$È
dH3<%(…‡HÄØ
[]A\A]A^A_ÀH‹´$ ‰D$ H9Þ„“
H|$@HoèBÇþÿ‰D$\‹D$\…ÀtŽLcL$@D;L$ Œ&
H´$I‰عº
¿L‰Œ$èÿªþÿH…ÀI‰Æ„­
H‹@L‹„$€Ht$p¹
º
¿H‰D$HcD$ H‰D$p迪þÿH…ÀI‰Ç„“
‹T$ H‹X1ÒëHcƒƒ
P
9T$ ðHD$PH|$ LL$@L‹D$H‰ÙL‰îH‰$H‰úAÿԋD$ 1҅ÀëHcЃ,“
B
9D$ ðè¬þÿH…ÀtÇD$\‹D$\…À…ÊL;¼$€t
Iƒ/
„¤Iƒ.
…lþÿÿI‹FL‰÷ÿP0é]þÿÿDHœ$ÀL¡H
Eº
¾
1ÀH‰ß覮þÿH‹=‡(H‰Þ臩þÿéþÿÿf@‰D$@évþÿÿ@1Àéþÿÿf„è[«þÿH…À…êýÿÿH‹=ˆ(H5\è?©þÿéÒýÿÿI‹GL‰ÿÿP0éMÿÿÿ‹T$PH=ú›H‰î1ÀèóªþÿH‰„$¨éÿÿÿè
«þÿH…À…ýÿÿH‹=q†(H5’èå¨þÿéxýÿÿè۪þÿH…À…ôþÿÿH‹=K†(H5¼迨þÿéÜþÿÿ襨þÿDAWH‰÷H‰ÖHPŽAVAUATI‰ÌH
ÁL'USHìH‹i°%dH‹%(H‰„$ø
1ÀHD$PLŒ$€L„$ HDŽ$ØÇD$ H‰D$H„$ÐÇD$|
ÇD$0H‰œ$€H‰D$H„$ÇD$@H‰œ$HDŽ$àÿÿÿÿH‰$1ÀHDŽ$èÿÿÿÿÇD$PH‰œ$ HDŽ$°ÿÿÿÿHDŽ$ÀÿÿÿÿÇD$`H‰œ$ÐÇD$pèP¦þÿ…À„hƒ|$P
L‹„$ H´$຿Ƀá Á詧þÿH…ÀH‰Å„=L‹hH‹„$èH9„$àtOH‹=(H5‘«è4§þÿH‹„$ØH‹„$ØH‹”$ø
dH3%(…ëHÄ[]A\A]A^A_ÃH‹´$€H9Þ„§
H|$0HsèÃþÿ‰D$|‹D$|…Àt–H‹´$H‹„$àH9މD$ „]
H|$@HyèÜÂþÿ‰D$|‹D$|…À„XÿÿÿH‹´$ÐH9Þ„Ë
H|$`H‡èªÂþÿ‰D$|‹D$|…À„&ÿÿÿ‹T$ D‹L$`¸
…ÒOÂD9ȏN
Đ
H´$°I‰ØHcҹ¿H‰”$°º
èQ¦þÿH…ÀI‰Æ„“
L‹xHcD$`H´$ÀI‰عº
¿H‰„$Àè¦þÿH…ÀH‰Ã„
HL$pH‹@H|$ ƒD$@
ƒD$0
HT$@H‰L$HL$`Ht$0H‰$M‰ùI‰øH‰L$L‰éAÿÔ胧þÿH…ÀtÇD$|‹D$|…À…ÓHƒ+
…,þÿÿH‹CH‰ßÿP0éþÿÿƒè
‰D$@é¬þÿÿ@ÇD$0éaþÿÿ1Àéþÿÿf„è§þÿH…À…ÞýÿÿH‹=‹‚(H5Lèÿ¤þÿéÆýÿÿf.„Hœ$ðL9H
 Šº
¾
1ÀH‰ßè֩þÿH‹=?‚(H‰Þ跤þÿé~ýÿÿf‹T$ ¸
…ÒOD$ ‰D$`é1þÿÿ‹L$pH=h—L‰òH‰î1Àè_¦þÿH‰„$Øéÿÿÿèm¦þÿH…À…0ýÿÿH‹=݁(H5ÞèQ¤þÿéýÿÿ@èC¦þÿH…À…ýÿÿH‹=³(H5üè'¤þÿéîüÿÿè
¤þÿffff.„AWH‰÷H‰ÖHۉAVAUATI‰ÌH
áG'USHìH‹ɫ%dH‹%(H‰„$ø
1ÀHD$PLŒ$€L„$ HDŽ$ØÇD$ H‰D$H„$ÐÇD$|
ÇD$0H‰œ$€H‰D$H„$ÇD$@H‰œ$HDŽ$àÿÿÿÿH‰$1ÀHDŽ$èÿÿÿÿÇD$PH‰œ$ HDŽ$°ÿÿÿÿHDŽ$ÀÿÿÿÿÇD$`H‰œ$ÐÇD$p谡þÿ…À„hƒ|$P
L‹„$ H´$຿Ƀá Áè	£þÿH…ÀH‰Å„=L‹hH‹„$èH9„$àtOH‹= €(H5ñ¦蔢þÿH‹„$ØH‹„$ØH‹”$ø
dH3%(…ëHÄ[]A\A]A^A_ÃH‹´$€H9Þ„§
H|$0H«èv¾þÿ‰D$|‹D$|…Àt–H‹´$H‹„$àH9މD$ „]
H|$@H±è<¾þÿ‰D$|‹D$|…À„XÿÿÿH‹´$ÐH9Þ„Ë
H|$`H¿è
¾þÿ‰D$|‹D$|…À„&ÿÿÿ‹T$ D‹L$`¸
…ÒOÂD9ȏN
Đ
H´$°I‰ØHcҹ¿H‰”$°º
象þÿH…ÀI‰Æ„“
L‹xHcD$`H´$ÀI‰عº
¿H‰„$Àèu¡þÿH…ÀH‰Ã„
HL$pH‹@H|$ ƒD$@
ƒD$0
HT$@H‰L$HL$`Ht$0H‰$M‰ùI‰øH‰L$L‰éAÿÔèã¢þÿH…ÀtÇD$|‹D$|…À…ÓHƒ+
…,þÿÿH‹CH‰ßÿP0éþÿÿƒè
‰D$@é¬þÿÿ@ÇD$0éaþÿÿ1Àéþÿÿf„è{¢þÿH…À…ÞýÿÿH‹=ë}(H5„è_ þÿéÆýÿÿf.„Hœ$ðL™H
+†º
¾
1ÀH‰ßè6¥þÿH‹=Ÿ}(H‰Þè þÿé~ýÿÿf‹T$ ¸
…ÒOD$ ‰D$`é1þÿÿ‹L$pH=ȒL‰òH‰î1À迡þÿH‰„$Øéÿÿÿè͡þÿH…À…0ýÿÿH‹==}(H5æ豟þÿéýÿÿ@裡þÿH…À…ýÿÿH‹=}(H5臟þÿéîüÿÿèmŸþÿffff.„AWH‰÷H‰ÖHf…AVAUATI‰ÌH

C'USHìH‹)§%dH‹%(H‰„$ø
1ÀHD$PLŒ$€L„$ HDŽ$ØÇD$ H‰D$H„$ÐÇD$|
ÇD$0H‰œ$€H‰D$H„$ÇD$@H‰œ$HDŽ$àÿÿÿÿH‰$1ÀHDŽ$èÿÿÿÿÇD$PH‰œ$ HDŽ$°ÿÿÿÿHDŽ$ÀÿÿÿÿÇD$`H‰œ$ÐÇD$pèþÿ…À„hƒ|$P
L‹„$ H´$຿Ƀá ÁèižþÿH…ÀH‰Å„=L‹hH‹„$èH9„$àtOH‹=€{(H5Q¢èôþÿH‹„$ØH‹„$ØH‹”$ø
dH3%(…ëHÄ[]A\A]A^A_ÃH‹´$€H9Þ„§
H|$0H³èֹþÿ‰D$|‹D$|…Àt–H‹´$H‹„$àH9މD$ „]
H|$@H¹蜹þÿ‰D$|‹D$|…À„XÿÿÿH‹´$ÐH9Þ„Ë
H|$`HÇèj¹þÿ‰D$|‹D$|…À„&ÿÿÿ‹T$ D‹L$`¸
…ÒOÂD9ȏN
Đ
H´$°I‰ØHcҹ¿H‰”$°º
èþÿH…ÀI‰Æ„“
L‹xHcD$`H´$ÀI‰عº
¿H‰„$Àè՜þÿH…ÀH‰Ã„
HL$pH‹@H|$ ƒD$@
ƒD$0
HT$@H‰L$HL$`Ht$0H‰$M‰ùI‰øH‰L$L‰éAÿÔèCžþÿH…ÀtÇD$|‹D$|…À…ÓHƒ+
…,þÿÿH‹CH‰ßÿP0éþÿÿƒè
‰D$@é¬þÿÿ@ÇD$0éaþÿÿ1Àéþÿÿf„è۝þÿH…À…ÞýÿÿH‹=Ky(H5Œ进þÿéÆýÿÿf.„Hœ$ðLùH
¶º
¾
1ÀH‰ß薠þÿH‹=ÿx(H‰Þèw›þÿé~ýÿÿf‹T$ ¸
…ÒOD$ ‰D$`é1þÿÿ‹L$pH=(ŽL‰òH‰î1ÀèþÿH‰„$Øéÿÿÿè-þÿH…À…0ýÿÿH‹=x(H5îè›þÿéýÿÿ@èþÿH…À…ýÿÿH‹=sx(H5èçšþÿéîüÿÿè͚þÿffff.„AWH‰÷H‰ÖHñ€AVAUATI‰ÌH
!>'USHìH‹‰¢%dH‹%(H‰„$ø
1ÀHD$PLŒ$€L„$ HDŽ$ØÇD$ H‰D$H„$ÐÇD$|
ÇD$0H‰œ$€H‰D$H„$ÇD$@H‰œ$HDŽ$àÿÿÿÿH‰$1ÀHDŽ$èÿÿÿÿÇD$PH‰œ$ HDŽ$°ÿÿÿÿHDŽ$ÀÿÿÿÿÇD$`H‰œ$ÐÇD$pèp˜þÿ…À„hƒ|$P
L‹„$ H´$຿Ƀá ÁèəþÿH…ÀH‰Å„=L‹hH‹„$èH9„$àtOH‹=àv(H5±èT™þÿH‹„$ØH‹„$ØH‹”$ø
dH3%(…ëHÄ[]A\A]A^A_ÃH‹´$€H9Þ„§
H|$0H»è6µþÿ‰D$|‹D$|…Àt–H‹´$H‹„$àH9މD$ „]
H|$@HÁèü´þÿ‰D$|‹D$|…À„XÿÿÿH‹´$ÐH9Þ„Ë
H|$`HÏèʴþÿ‰D$|‹D$|…À„&ÿÿÿ‹T$ D‹L$`¸
…ÒOÂD9ȏN
Đ
H´$°I‰ØHcҹ¿H‰”$°º
èq˜þÿH…ÀI‰Æ„“
L‹xHcD$`H´$ÀI‰عº
¿H‰„$Àè5˜þÿH…ÀH‰Ã„
HL$pH‹@H|$ ƒD$@
ƒD$0
HT$@H‰L$HL$`Ht$0H‰$M‰ùI‰øH‰L$L‰éAÿÔ裙þÿH…ÀtÇD$|‹D$|…À…ÓHƒ+
…,þÿÿH‹CH‰ßÿP0éþÿÿƒè
‰D$@é¬þÿÿ@ÇD$0éaþÿÿ1Àéþÿÿf„è;™þÿH…À…ÞýÿÿH‹=«t(H5”è—þÿéÆýÿÿf.„Hœ$ðLY
H
A}º
¾
1ÀH‰ßèö›þÿH‹=_t(H‰Þèזþÿé~ýÿÿf‹T$ ¸
…ÒOD$ ‰D$`é1þÿÿ‹L$pH=ˆ‰L‰òH‰î1Àè˜þÿH‰„$Øéÿÿÿ荘þÿH…À…0ýÿÿH‹=ýs(H5öèq–þÿéýÿÿ@èc˜þÿH…À…ýÿÿH‹=Ós(H5èG–þÿéîüÿÿè-–þÿffff.„AUH‰÷H‰ÖH€|ATI‰ÌH
E9'USHìø
H‹í%dH‹%(H‰„$è
1ÀHD$@LŒ$L„$°HDŽ$ÈÇD$H‰D$H„$ DŽ$Œ
H‰œ$ÇD$ H‰$1ÀH‰œ$ ÇD$0HDŽ$ÐÿÿÿÿHDŽ$ØÿÿÿÿÇD$@H‰œ$°ÇD$PÇD$`ÇD$pHDŽ$ÀÿÿÿÿDŽ$€èߓþÿ…À„ƒ|$@
L‹„$°H´$к¿Ƀá ƒÁè;•þÿH…ÀH‰Å„ß
H‹´$L‹hH9Þ„’H|$H6è	±þÿ‰„$Œ‹„$Œ…Àt4H‹´$ H9Þ„~
H|$ HBèհþÿ‰„$Œ‹„$Œ…ÀuKH‹„$ÈH‹„$ÈH‹”$è
dH3%(…HÄø
[]A\A]ÃfDÇD$éyÿÿÿH‹„$ØH´$ÀI‰عº
¿‰D$0H˜H‰„$ÀèC”þÿH…ÀH‰Ã„u
L‹Œ$ÐD;L$0H‹@D‰L$PŒ
‹t$ …ö…ï‹T$H=—w…ÒHkHDúH”$€HL$PHt$0H‰$LL$pLD$`H‰T$L‰êAÿԃl$p
ƒl$`
è}•þÿH…ÀtDŽ$Œ‹„$Œ…À„ÛþÿÿD‹Œ$€‹L$pH=ëy‹T$`I‰ØH‰î1Àè•þÿH‰„$ÈéªþÿÿDÇD$ éþÿÿ1Àéžþÿÿè•þÿH…À…þÿÿH‹={p(H5èï’þÿégþÿÿf.„‹L$H=2yH)y…ÉHDúéÿÿÿHœ$àL&yH
:yº
¾
1ÀH‰ß覗þÿH‹=p(H‰Þ臒þÿéÿýÿÿè}”þÿH…À…ñýÿÿH‹=ío(H5Vèa’þÿéÙýÿÿèG’þÿ€AUH‰÷H‰ÖHçxATI‰ÌH
%5'USHìø
H‹
š%dH‹%(H‰„$è
1ÀHD$@LŒ$L„$°HDŽ$ÈÇD$H‰D$H„$ DŽ$Œ
H‰œ$ÇD$ H‰$1ÀH‰œ$ ÇD$0HDŽ$ÐÿÿÿÿHDŽ$ØÿÿÿÿÇD$@H‰œ$°ÇD$PÇD$`ÇD$pHDŽ$ÀÿÿÿÿDŽ$€èÿþÿ…À„ƒ|$@
L‹„$°H´$к¿Ƀá ƒÁè[‘þÿH…ÀH‰Å„ß
H‹´$L‹hH9Þ„’H|$H~è)­þÿ‰„$Œ‹„$Œ…Àt4H‹´$ H9Þ„~
H|$ HŠèõ¬þÿ‰„$Œ‹„$Œ…ÀuKH‹„$ÈH‹„$ÈH‹”$è
dH3%(…HÄø
[]A\A]ÃfDÇD$éyÿÿÿH‹„$ØH´$ÀI‰عº
¿‰D$0H˜H‰„$ÀècþÿH…ÀH‰Ã„u
L‹Œ$ÐD;L$0H‹@D‰L$PŒ
‹t$ …ö…ï‹T$H=·s…ÒH&gHDúH”$€HL$PHt$0H‰$LL$pLD$`H‰T$L‰êAÿԃl$p
ƒl$`
蝑þÿH…ÀtDŽ$Œ‹„$Œ…À„ÛþÿÿD‹Œ$€‹L$pH=v‹T$`I‰ØH‰î1Àè:‘þÿH‰„$ÈéªþÿÿDÇD$ éþÿÿ1Àéžþÿÿè+‘þÿH…À…þÿÿH‹=›l(H5T	èþÿégþÿÿf.„‹L$H=RuHIu…ÉHDúéÿÿÿHœ$àLFuH
†uº
¾
1ÀH‰ßèƓþÿH‹=/l(H‰Þ觎þÿéÿýÿÿ蝐þÿH…À…ñýÿÿH‹=
l(H5ž	聎þÿéÙýÿÿègŽþÿ€AUH‰÷H‰ÖH-uATI‰ÌH
1'USHìø
H‹-–%dH‹%(H‰„$è
1ÀHD$@LŒ$L„$°HDŽ$ÈÇD$H‰D$H„$ DŽ$Œ
H‰œ$ÇD$ H‰$1ÀH‰œ$ ÇD$0HDŽ$ÐÿÿÿÿHDŽ$ØÿÿÿÿÇD$@H‰œ$°ÇD$PÇD$`ÇD$pHDŽ$ÀÿÿÿÿDŽ$€èŒþÿ…À„ƒ|$@
L‹„$°H´$к¿Ƀá ƒÁè{þÿH…ÀH‰Å„ß
H‹´$L‹hH9Þ„’H|$HÆèI©þÿ‰„$Œ‹„$Œ…Àt4H‹´$ H9Þ„~
H|$ HÒè©þÿ‰„$Œ‹„$Œ…ÀuKH‹„$ÈH‹„$ÈH‹”$è
dH3%(…HÄø
[]A\A]ÃfDÇD$éyÿÿÿH‹„$ØH´$ÀI‰عº
¿‰D$0H˜H‰„$À背þÿH…ÀH‰Ã„u
L‹Œ$ÐD;L$0H‹@D‰L$PŒ
‹t$ …ö…ï‹T$H=×o…ÒHFcHDúH”$€HL$PHt$0H‰$LL$pLD$`H‰T$L‰êAÿԃl$p
ƒl$`
轍þÿH…ÀtDŽ$Œ‹„$Œ…À„ÛþÿÿD‹Œ$€‹L$pH=+r‹T$`I‰ØH‰î1ÀèZþÿH‰„$ÈéªþÿÿDÇD$ éþÿÿ1ÀéžþÿÿèKþÿH…À…þÿÿH‹=»h(H5œè/‹þÿégþÿÿf.„‹L$H=rqHiq…ÉHDúéÿÿÿHœ$àLfqH
Ìqº
¾
1ÀH‰ßèæþÿH‹=Oh(H‰ÞèNJþÿéÿýÿÿ轌þÿH…À…ñýÿÿH‹=-h(H5æ衊þÿéÙýÿÿ臊þÿ€AUH‰÷H‰ÖHsqATI‰ÌH
å,'USHìø
H‹M’%dH‹%(H‰„$è
1ÀHD$@LŒ$L„$°HDŽ$ÈÇD$H‰D$H„$ DŽ$Œ
H‰œ$ÇD$ H‰$1ÀH‰œ$ ÇD$0HDŽ$ÐÿÿÿÿHDŽ$ØÿÿÿÿÇD$@H‰œ$°ÇD$PÇD$`ÇD$pHDŽ$ÀÿÿÿÿDŽ$€è?ˆþÿ…À„ƒ|$@
L‹„$°H´$к¿Ƀá ƒÁ蛉þÿH…ÀH‰Å„ß
H‹´$L‹hH9Þ„’H|$Hèi¥þÿ‰„$Œ‹„$Œ…Àt4H‹´$ H9Þ„~
H|$ Hè5¥þÿ‰„$Œ‹„$Œ…ÀuKH‹„$ÈH‹„$ÈH‹”$è
dH3%(…HÄø
[]A\A]ÃfDÇD$éyÿÿÿH‹„$ØH´$ÀI‰عº
¿‰D$0H˜H‰„$À裈þÿH…ÀH‰Ã„u
L‹Œ$ÐD;L$0H‹@D‰L$PŒ
‹t$ …ö…ï‹T$H=÷k…ÒHf_HDúH”$€HL$PHt$0H‰$LL$pLD$`H‰T$L‰êAÿԃl$p
ƒl$`
è݉þÿH…ÀtDŽ$Œ‹„$Œ…À„ÛþÿÿD‹Œ$€‹L$pH=Kn‹T$`I‰ØH‰î1Àèz‰þÿH‰„$ÈéªþÿÿDÇD$ éþÿÿ1Àéžþÿÿèk‰þÿH…À…þÿÿH‹=Ûd(H5äèO‡þÿégþÿÿf.„‹L$H=’mH‰m…ÉHDúéÿÿÿHœ$àL†mH
nº
¾
1ÀH‰ßèŒþÿH‹=od(H‰Þèç†þÿéÿýÿÿè݈þÿH…À…ñýÿÿH‹=Md(H5.èFþÿéÙýÿÿ视þÿ€AWH‰÷H‰ÖH¹mAVAUATI‰ÌH
Á''USHìXH‹iŽ%dH‹%(H‰„$H1ÀH„$HDŽ$
ÇD$0DŽ$¼
H‰œ$ÀLŒ$
H‰D$ H„$
ÇD$@H‰œ$ÐÇD$PL„$ðH‰D$H„$àH‰œ$àÇD$`ÇD$pH‰D$H„$ÐHDŽ$ 
ÿÿÿÿHDŽ$(
ÿÿÿÿH‰œ$ðDŽ$€H‰œ$
HDŽ$0
ÿÿÿÿHDŽ$8
ÿÿÿÿDŽ$H‰œ$
DŽ$ DŽ$°H‰D$H„$ÀH‰$1Àèüƒþÿ1҅À„ŠL‹„$ðH´$ 
¹
²¿èa…þÿH…ÀH‰Å„e
H‹´$ÀL‹hH9Þ„ÈH|$0Hüè/¡þÿ‰„$¼‹„$¼…ÀuUH;¬$ðtHƒm
„
H‹„$
H‹”$
H‹Œ$HdH3%(H‰Ð…vHÄX[]A\A]A^A_Ã@D‹L$0Aƒù
vUHœ$@
L®¶H
˜kH‰ߺ
¾
1Àèc‰þÿH‹=Ìa(H‰ÞèD„þÿébÿÿÿ€ÇD$0éCÿÿÿH‹´$àH9Þ„—H|$PHSèF þÿ‰„$¼‹„$¼…À„ÿÿÿD‹L$PAƒù
vuHœ$@
LfH
kécÿÿÿf.„H‹EH‰ïÿP0ééþÿÿ諅þÿH…À…ÚþÿÿH‹=a(H5L
菃þÿéÂþÿÿf.„ÇD$PétÿÿÿH‹´$ÐH9Þ„ïH|$@H#莟þÿ‰„$¼‹„$¼…À„[þÿÿD‹L$@Aƒù‡Æƒ¼$
L‹„$
H´$0
º¿Ƀá ƒÁè:ƒþÿH…ÀI‰Æ„ 
H‹´$
L‹xH‹„$0
H9މ„$ „‚H¼$€HSèöžþÿ‰„$¼‹„$¼…À„ÃýÿÿD‹Œ$€IcÁH9„$ 
tTHœ$@
LTH
åié	þÿÿÇD$@éÿÿÿHœ$@
Ld
H
©iéáýÿÿH‹„$ 
‰„$€ëˆH‹„$(
‹L$PH5oYHrZ‰D$`H‹„$8
…ÉHD։D$p‹D$@…ÀtƒøH5>YH;YHEð‹D$0H=2ZHL$`M‰éLD$pL‰|$…ÀHZHDøH„$°H‰D$H„$ H‰D$H„$€H‰$AÿÔ蒃þÿH…ÀtDŽ$¼‹„$¼…À„–üÿÿ‹”$°H=BtL‰ö1Àè;ƒþÿH‰„$
éqüÿÿèIƒþÿH…À…cüÿÿH‹=¹^(H5zè-þÿéKüÿÿèþÿAWH‰÷H‰ÖH“hAVAUATI‰ÌH
ñ!'USHìXH‹و%dH‹%(H‰„$H1ÀH„$HDŽ$
ÇD$0DŽ$¼
H‰œ$ÀLŒ$
H‰D$ H„$
ÇD$@H‰œ$ÐÇD$PL„$ðH‰D$H„$àH‰œ$àÇD$`ÇD$pH‰D$H„$ÐHDŽ$ 
ÿÿÿÿHDŽ$(
ÿÿÿÿH‰œ$ðDŽ$€H‰œ$
HDŽ$0
ÿÿÿÿHDŽ$8
ÿÿÿÿDŽ$H‰œ$
DŽ$ DŽ$°H‰D$H„$ÀH‰$1Àèl~þÿ1҅À„ŠL‹„$ðH´$ 
¹
²¿èÑþÿH…ÀH‰Å„e
H‹´$ÀL‹hH9Þ„ÈH|$0H¼ÿ蟛þÿ‰„$¼‹„$¼…ÀuUH;¬$ðtHƒm
„
H‹„$
H‹”$
H‹Œ$HdH3%(H‰Ð…vHÄX[]A\A]A^A_Ã@D‹L$0Aƒù
vUHœ$@
L±H
rfH‰ߺ
¾
1ÀèӃþÿH‹=<\(H‰Þè´~þÿébÿÿÿ€ÇD$0éCÿÿÿH‹´$àH9Þ„—H|$PHÿ趚þÿ‰„$¼‹„$¼…À„ÿÿÿD‹L$PAƒù
vuHœ$@
LÖüH
îeécÿÿÿf.„H‹EH‰ïÿP0ééþÿÿè€þÿH…À…ÚþÿÿH‹=‹[(H5þèÿ}þÿéÂþÿÿf.„ÇD$PétÿÿÿH‹´$ÐH9Þ„ïH|$@H£þèþ™þÿ‰„$¼‹„$¼…À„[þÿÿD‹L$@Aƒù‡Æƒ¼$
L‹„$
H´$0
º¿Ƀá ƒÁèª}þÿH…ÀI‰Æ„ 
H‹´$
L‹xH‹„$0
H9މ„$ „‚H¼$€H›þèf™þÿ‰„$¼‹„$¼…À„ÃýÿÿD‹Œ$€IcÁH9„$ 
tTHœ$@
LÄüH
¿dé	þÿÿÇD$@éÿÿÿHœ$@
LÔûH
ƒdéáýÿÿH‹„$ 
‰„$€ëˆH‹„$(
‹L$PH5ßSHâT‰D$`H‹„$8
…ÉHD։D$p‹D$@…ÀtƒøH5®SH«SHEð‹D$0H=¢THL$`M‰éLD$pL‰|$…ÀH‰THDøH„$°H‰D$H„$ H‰D$H„$€H‰$AÿÔè~þÿH…ÀtDŽ$¼‹„$¼…À„–üÿÿ‹”$°H=²nL‰ö1Àè«}þÿH‰„$
éqüÿÿè¹}þÿH…À…cüÿÿH‹=)Y(H5Âüè{þÿéKüÿÿèƒ{þÿAWH‰÷H‰ÖHmcAVAUATI‰ÌH
!'USHìXH‹Iƒ%dH‹%(H‰„$H1ÀH„$HDŽ$
ÇD$0DŽ$¼
H‰œ$ÀLŒ$
H‰D$ H„$
ÇD$@H‰œ$ÐÇD$PL„$ðH‰D$H„$àH‰œ$àÇD$`ÇD$pH‰D$H„$ÐHDŽ$ 
ÿÿÿÿHDŽ$(
ÿÿÿÿH‰œ$ðDŽ$€H‰œ$
HDŽ$0
ÿÿÿÿHDŽ$8
ÿÿÿÿDŽ$H‰œ$
DŽ$ DŽ$°H‰D$H„$ÀH‰$1ÀèÜxþÿ1҅À„ŠL‹„$ðH´$ 
¹
²¿èAzþÿH…ÀH‰Å„e
H‹´$ÀL‹hH9Þ„ÈH|$0HÔûè–þÿ‰„$¼‹„$¼…ÀuUH;¬$ðtHƒm
„
H‹„$
H‹”$
H‹Œ$HdH3%(H‰Ð…vHÄX[]A\A]A^A_Ã@D‹L$0Aƒù
vUHœ$@
LŽ«H
LaH‰ߺ
¾
1ÀèC~þÿH‹=¬V(H‰Þè$yþÿébÿÿÿ€ÇD$0éCÿÿÿH‹´$àH9Þ„—H|$PH+ûè&•þÿ‰„$¼‹„$¼…À„ÿÿÿD‹L$PAƒù
vuHœ$@
LF÷H
È`écÿÿÿf.„H‹EH‰ïÿP0ééþÿÿè‹zþÿH…À…ÚþÿÿH‹=ûU(H5$úèoxþÿéÂþÿÿf.„ÇD$PétÿÿÿH‹´$ÐH9Þ„ïH|$@H»úèn”þÿ‰„$¼‹„$¼…À„[þÿÿD‹L$@Aƒù‡Æƒ¼$
L‹„$
H´$0
º¿Ƀá ƒÁèxþÿH…ÀI‰Æ„ 
H‹´$
L‹xH‹„$0
H9މ„$ „‚H¼$€H³úè֓þÿ‰„$¼‹„$¼…À„ÃýÿÿD‹Œ$€IcÁH9„$ 
tTHœ$@
L4÷H
™_é	þÿÿÇD$@éÿÿÿHœ$@
LDöH
]_éáýÿÿH‹„$ 
‰„$€ëˆH‹„$(
‹L$PH5ONHRO‰D$`H‹„$8
…ÉHD։D$p‹D$@…ÀtƒøH5NHNHEð‹D$0H=OHL$`M‰éLD$pL‰|$…ÀHùNHDøH„$°H‰D$H„$ H‰D$H„$€H‰$AÿÔèrxþÿH…ÀtDŽ$¼‹„$¼…À„–üÿÿ‹”$°H="iL‰ö1ÀèxþÿH‰„$
éqüÿÿè)xþÿH…À…cüÿÿH‹=™S(H5Úøè
vþÿéKüÿÿèóuþÿAWH‰÷H‰ÖHG^AVAUATI‰ÌH
Q'USHìXH‹¹}%dH‹%(H‰„$H1ÀH„$HDŽ$
ÇD$0DŽ$¼
H‰œ$ÀLŒ$
H‰D$ H„$
ÇD$@H‰œ$ÐÇD$PL„$ðH‰D$H„$àH‰œ$àÇD$`ÇD$pH‰D$H„$ÐHDŽ$ 
ÿÿÿÿHDŽ$(
ÿÿÿÿH‰œ$ðDŽ$€H‰œ$
HDŽ$0
ÿÿÿÿHDŽ$8
ÿÿÿÿDŽ$H‰œ$
DŽ$ DŽ$°H‰D$H„$ÀH‰$1ÀèLsþÿ1҅À„ŠL‹„$ðH´$ 
¹
²¿è±tþÿH…ÀH‰Å„e
H‹´$ÀL‹hH9Þ„ÈH|$0Hì÷èþÿ‰„$¼‹„$¼…ÀuUH;¬$ðtHƒm
„
H‹„$
H‹”$
H‹Œ$HdH3%(H‰Ð…vHÄX[]A\A]A^A_Ã@D‹L$0Aƒù
vUHœ$@
Lþ¥H
&\H‰ߺ
¾
1Àè³xþÿH‹=Q(H‰Þè”sþÿébÿÿÿ€ÇD$0éCÿÿÿH‹´$àH9Þ„—H|$PHC÷薏þÿ‰„$¼‹„$¼…À„ÿÿÿD‹L$PAƒù
vuHœ$@
L¶ñH
¢[écÿÿÿf.„H‹EH‰ïÿP0ééþÿÿèûtþÿH…À…ÚþÿÿH‹=kP(H5<öèßrþÿéÂþÿÿf.„ÇD$PétÿÿÿH‹´$ÐH9Þ„ïH|$@HÓöèގþÿ‰„$¼‹„$¼…À„[þÿÿD‹L$@Aƒù‡Æƒ¼$
L‹„$
H´$0
º¿Ƀá ƒÁèŠrþÿH…ÀI‰Æ„ 
H‹´$
L‹xH‹„$0
H9މ„$ „‚H¼$€HËöèFŽþÿ‰„$¼‹„$¼…À„ÃýÿÿD‹Œ$€IcÁH9„$ 
tTHœ$@
L¤ñH
sZé	þÿÿÇD$@éÿÿÿHœ$@
L´ðH
7ZéáýÿÿH‹„$ 
‰„$€ëˆH‹„$(
‹L$PH5¿HHÂI‰D$`H‹„$8
…ÉHD։D$p‹D$@…ÀtƒøH5ŽHH‹HHEð‹D$0H=‚IHL$`M‰éLD$pL‰|$…ÀHiIHDøH„$°H‰D$H„$ H‰D$H„$€H‰$AÿÔèârþÿH…ÀtDŽ$¼‹„$¼…À„–üÿÿ‹”$°H=’cL‰ö1Àè‹rþÿH‰„$
éqüÿÿè™rþÿH…À…cüÿÿH‹=	N(H5òôè}pþÿéKüÿÿècpþÿAVI‰öAUA½
ATI‰üUSHƒì H‹-qw%H‹Òw%òòH‹}H‹ò$òT$H…ÿ„Ç
èrnþÿ…À…’
H…Û„!L‹%êw%A‹$…ÀŽ„ò$èôpþÿ1öH‰ÂH‰ßè7rþÿ…ÀtCH‹„x%H‹H=öº5¾
èãsþÿE…í…Ž‹D$HƒÄ []A\A]A^Ãf„Aƒ<$
~òD$èŽpþÿ¾
H‰ÂH‰ßèÎqþÿ…Àu—H‹}H‰ÞèžqþÿH…ÀH‰Ã„Â
H;Cw%„=
H‹@ö€«„œH‰ßè,sþÿ…À~p1öH‰ßèŽoþÿH…ÀtH|$HåôH‰ÆèU‹þÿ…ÀuIH‹²w%H=Cõº5¾
H‹èsþÿH…Û„%ÿÿÿHƒ+
…ÿÿÿH‹CH‰ßÿP0éÿÿÿ€Hƒ+
…ÿÿÿH‹CH‰ßÿP0éõþÿÿ€H=”WH‰Þ1ÀèwpþÿH‰ÃéKÿÿÿ€H‹}è?sþÿL‰öL‰çÿÐHƒÄ []A\A]A^Ãf.„H‹=ÉK(H5WèmþÿH…ÀH‰E…#
H‹=¹K(H52óE0íè*nþÿH‹Ëv%éBþÿÿfDHƒ(
„–H=âV1ÀèàoþÿH‰Ãé´þÿÿ„H‹=YK(H5ªVè-mþÿH…ÀtoH‰ÇE1íèmqþÿH…ÀH‰Ã…°ýÿÿH‹=:K(H5óè®mþÿH‹Ov%éÆýÿÿfH‹Av%H=pVº¾
H‹è qþÿéŸýÿÿH‹@H‰ßÿP0é[ÿÿÿè¤nþÿH=8V1Àè6oþÿH…ÀH‰Ãu<H‹=ÇJ(H5ØòE1íè8mþÿH‹Ùu%éPýÿÿH‹=•t%ƒÎÿè]pþÿH‰ÇE1íéëüÿÿE1íéùüÿÿf.„AVI‰öAUA½
ATI‰üUSHƒì H‹-)u%H‹zt%óóH‹}H‹óL$óT$H…ÿ„Æ
è
kþÿ…À…‘
H…Û„ L‹%1t%A‹$…ÀŽ†óD$ZÀèmþÿ1öH‰ÂH‰ßèÂnþÿ…Àt>H‹u%H‹H=ôº5¾
ènpþÿE…í…‰‹D$HƒÄ []A\A]A^Ã@Aƒ<$
~"óD$ZÀèmþÿ¾
H‰ÂH‰ßè[nþÿ…Àu™H‹}H‰Þè+nþÿH…ÀH‰Ã„¿
H;Ðs%„:
H‹@ö€«„™H‰ßè¹oþÿ…À~m1öH‰ßèlþÿH…ÀtH|$HêòH‰Æèâ‡þÿ…ÀuFH‹?t%H=Hóº5¾
H‹èžoþÿH…Û„'ÿÿÿHƒ+
…ÿÿÿH‹CH‰ßÿP0éÿÿÿ@Hƒ+
…	ÿÿÿH‹CH‰ßÿP0éúþÿÿ€H=$TH‰Þ1ÀèmþÿH‰ÃéNÿÿÿ€H‹}èÏoþÿL‰öL‰çÿÐHƒÄ []A\A]A^Ãf.„H‹=YH(H5ÙSè-jþÿH…ÀH‰E…#
H‹=IH(H5:ñE0íèºjþÿH‹[s%éGþÿÿfDHƒ(
„–H=rS1ÀèplþÿH‰Ãé·þÿÿ„H‹=éG(H5qSè½iþÿH…ÀtoH‰ÇE1íèýmþÿH…ÀH‰Ã…±ýÿÿH‹=ÊG(H5ñè>jþÿH‹ßr%éËýÿÿfH‹Ñr%H=Sº¾
H‹è0nþÿé¤ýÿÿH‹@H‰ßÿP0é[ÿÿÿè4kþÿH=ÈR1ÀèÆkþÿH…ÀH‰Ãu<H‹=WG(H5àðE1íèÈiþÿH‹ir%éUýÿÿH‹=%r%ƒÎÿèílþÿH‰ÇE1íéìüÿÿE1íéúüÿÿf.„AWI‰×AVI‰öAUA½
ATI‰üUSHƒì8H‹-äp%H‹Åq%òòH‹}òH‹òL$òT$H…ÿò\$„ï
è‚gþÿ…À…º
H…Û„!L‹%Bq%A‹$…ÀŽ®òD$èjþÿ1öH‰ÂH‰ßèFkþÿ…ÀtBH‹“q%H‹H=Iñº5¾
èòlþÿE…í…²‹D$ HƒÄ8[]A\A]A^A_ÃfDAƒ<$
~IòD$èžiþÿ¾
H‰ÂH‰ßèÞjþÿ…Àu˜Aƒ<$~#òD$èxiþÿ¾H‰ÂH‰ßè¸jþÿ…À…nÿÿÿH‹}H‰Þè„jþÿH…ÀH‰Ã„À
H;)p%„“
H‹@ö€«„šH‰ßèlþÿ…À~n1öH‰ßèthþÿH…ÀtH|$ HóïH‰Æè;„þÿ…ÀuGH‹˜p%H=Qðº5¾
H‹è÷kþÿH…Û„üþÿÿHƒ+
…òþÿÿH‹CH‰ßÿP0éãþÿÿDHƒ+
…ÝþÿÿH‹CH‰ßÿP0éÎþÿÿ€H=|PH‰Þ1Àè_iþÿH‰ÃéMÿÿÿ€H‹}è'lþÿL‰úL‰öL‰çÿÐHƒÄ8[]A\A]A^A_ÃDH‹=±D(H5úOè…fþÿH…ÀH‰E… 
H‹=¡D(H5ìE0íègþÿH‹³o%éþÿÿfDH‹=iD(H5ºOè=fþÿH…À„H‰ÇE1íèyjþÿH…ÀH‰Ã…¬ýÿÿH‹=FD(H5ìèºfþÿH‹[o%éÃýÿÿfDHƒ(
tBH=vO1ÀèthþÿH‰Ãébþÿÿ@H‹)o%H=XOº¾
H‹èˆjþÿéxýÿÿH‹@H‰ßÿP0ë²ègþÿH=#O1Àè!hþÿH…ÀH‰Ãu<H‹=²C(H5ÃëE1íè#fþÿH‹Än%é,ýÿÿH‹= m%ƒÎÿèHiþÿH‰ÇE1íéÆüÿÿE1íéÔüÿÿDAWI‰×AVI‰öAUA½
ATI‰üUSHƒì(H‹-m%H‹Ím%óóH‹}óH‹óL$óT$H…ÿó\$„÷
èâcþÿ…À…Â
H…Û„)L‹%Úl%A‹$…ÀŽ´óD$ZÀè`fþÿ1öH‰ÂH‰ßè£gþÿ…Àt?H‹ðm%H‹H=Vîº5¾
èOiþÿE…í…·‹D$HƒÄ([]A\A]A^A_ÃAƒ<$
~OóD$ZÀèûeþÿ¾
H‰ÂH‰ßè;gþÿ…Àu˜Aƒ<$~&óD$ZÀèÒeþÿ¾H‰ÂH‰ßègþÿ…À…kÿÿÿH‹}H‰ÞèÞfþÿH…ÀH‰Ã„Â
H;ƒl%„•
H‹@ö€«„œH‰ßèlhþÿ…À~p1öH‰ßèÎdþÿH…ÀtH|$HýìH‰Æ蕀þÿ…ÀuIH‹òl%H=[íº5¾
H‹èQhþÿH…Û„ùþÿÿHƒ+
…ïþÿÿH‹CH‰ßÿP0éàþÿÿ€Hƒ+
…ØþÿÿH‹CH‰ßÿP0éÉþÿÿ€H=ÔLH‰Þ1Àè·eþÿH‰ÃéKÿÿÿ€H‹}èhþÿL‰úL‰öL‰çÿÐHƒÄ([]A\A]A^A_ÃDH‹=	A(H5‰LèÝbþÿH…ÀH‰E… 
H‹=ù@(H5êéE0íèjcþÿH‹l%éþÿÿfDH‹=Á@(H5ILè•bþÿH…À„H‰ÇE1íèÑfþÿH…ÀH‰Ã…¤ýÿÿH‹=ž@(H5çéècþÿH‹³k%é¾ýÿÿfDHƒ(
tBH=ÎK1ÀèÌdþÿH‰Ãé`þÿÿ@H‹k%H=°Kº¾
H‹èàfþÿésýÿÿH‹@H‰ßÿP0ë²èçcþÿH={K1ÀèydþÿH…ÀH‰Ãu<H‹=
@(H5“éE1íè{bþÿH‹k%é'ýÿÿH‹=ðj%ƒÎÿè eþÿH‰ÇE1íé¾üÿÿE1íéÌüÿÿffff.„AUA½
ATUSH‰ûHƒì(H‹-žj%H‹ßi%òò_H‹}L‹ ò$ò\$H…ÿ„“
èF`þÿ…À…F
M…ä„õ
H‹Öi%‹…À~`òL$ò$èÈeþÿ1öH‰ÂL‰çèdþÿ…Àt?H‹Xj%H‹H=6ìº5¾
è·eþÿE…í…P‹D$HƒÄ([]A\A]ÀH‹}L‰æèœcþÿH…ÀH‰Ã„À
H;Ai%„3
H‹@ö€«„ºH‰ßè*eþÿ…À~n1öH‰ßèŒaþÿH…ÀtH|$H3ëH‰ÆèS}þÿ…ÀuGH‹°i%H=‘ëº5¾
H‹èeþÿH…Û„OÿÿÿHƒ+
…EÿÿÿH‹CH‰ßÿP0é6ÿÿÿDHƒ+
…0ÿÿÿH‹CH‰ßÿP0é!ÿÿÿ€H‹}è_eþÿH‰ßÿÐHƒÄ([]A\A]ÀH=tIH‰Þ1ÀèWbþÿH‰Ãé-ÿÿÿ€H‹=Ñ=(H5lIè¥_þÿH…ÀH‰E…
H‹=Á=(H5ŠéE0íè2`þÿH‹Óh%évþÿÿfDHƒ(
tH=îH1ÀèìaþÿH‰ÃéÂþÿÿ@H‹@H‰ßÿP0ëÚ@H‹=Y=(H5üHè-_þÿH…Àt]H‰ÇE1íèmcþÿH…ÀI‰Ä…ÜýÿÿH‹=:=(H5[éè®_þÿH‹Oh%éòýÿÿfH‹Ah%H=pHº¾
H‹è cþÿéËýÿÿè¶`þÿH=JH1ÀèHaþÿH…ÀI‰Äu<H‹=Ù<(H5:éE1íèJ_þÿH‹ëg%éŽýÿÿH‹=_f%ƒÎÿèobþÿH‰ÇE1íé)ýÿÿE1íé7ýÿÿfff.„AUA½
ATUSH‰ûHƒì(H‹-&g%H‹g%óó_H‹}L‹ óT$ó\$H…ÿ„š
è]þÿ…À…M
M…ä„ü
H‹g%‹…À~góD$óL$ZÀZÉèbþÿ1öH‰ÂL‰çèÓ`þÿ…Àt?H‹ g%H‹H=vêº5¾
èbþÿE…í…X‹D$HƒÄ([]A\A]ÀH‹}L‰æèd`þÿH…ÀH‰Ã„È
H;	f%„3
H‹@ö€«„ºH‰ßèòaþÿ…À~n1öH‰ßèT^þÿH…ÀtH|$HséH‰Æèzþÿ…ÀuGH‹xf%H=Ñéº5¾
H‹è×aþÿH…Û„OÿÿÿHƒ+
…EÿÿÿH‹CH‰ßÿP0é6ÿÿÿDHƒ+
…0ÿÿÿH‹CH‰ßÿP0é!ÿÿÿ€H‹}è'bþÿH‰ßÿÐHƒÄ([]A\A]ÀH=<FH‰Þ1Àè_þÿH‰Ãé-ÿÿÿ€H‹=™:(H5OFèm\þÿH…ÀH‰E…!
H‹=‰:(H5ÊçE0íèú\þÿH‹›e%évþÿÿfDHƒ(
tH=¶E1Àè´^þÿH‰ÃéÂþÿÿ@H‹@H‰ßÿP0ëÚ@H‹=!:(H5ßEèõ[þÿH…ÀteH‰ÇE1íè5`þÿH…ÀI‰Ä…ÕýÿÿH‹=:(H5›çèv\þÿH‹e%éòýÿÿf.„H‹
e%H=0Eº¾
H‹è``þÿéÃýÿÿèv]þÿH=
E1Àè^þÿH…ÀI‰Äu<H‹=™9(H5rçE1íè
\þÿH‹«d%é†ýÿÿH‹=d%ƒÎÿè/_þÿH‰ÇE1íéýÿÿE1íé(ýÿÿfff.„AVAUA½
ATUH‰õSH‰ûHƒì0L‹5ic%H‹rc%òò_I‹>ò&ònL‹ òT$H…ÿò$òd$òl$„Â
è½Yþÿ…À…•
M…äf„H‹cb%‹…ÀŽ‹ò$òD$è9_þÿ1öH‰ÂL‰çè|]þÿ…Àt@H‹Éc%H‹H=Ïçº5¾
è(_þÿE…í…ƒ‹D$ HƒÄ0[]A\A]A^ÃfDƒ;
~%òL$òD$èÒ^þÿ¾
H‰ÂL‰çè]þÿ…Àu–I‹>L‰æèã\þÿH…ÀH‰Ã„·
H;ˆb%„2
H‹@ö€«„™H‰ßèq^þÿ…À~m1öH‰ßèÓZþÿH…ÀtH|$ H¢æH‰Æèšvþÿ…ÀuFH‹÷b%H=çº5¾
H‹èV^þÿH…Û„%ÿÿÿHƒ+
…ÿÿÿH‹CH‰ßÿP0éÿÿÿ@Hƒ+
…ÿÿÿH‹CH‰ßÿP0éøþÿÿ€H=ÜBH‰Þ1Àè¿[þÿH‰ÃéNÿÿÿ€I‹>èˆ^þÿH‰îH‰ßÿÐHƒÄ0[]A\A]A^ÃH‹=7(H5´BèíXþÿH…ÀI‰…$
H‹=
7(H5ÓâE0íè{YþÿH‹b%éNþÿÿ€Hƒ(
„–H=2B1Àè0[þÿH‰Ãé¿þÿÿ„H‹=©6(H5LBè}XþÿH…ÀtoH‰ÇE1íè½\þÿH…ÀI‰Ä…·ýÿÿH‹=Š6(H5«âèþXþÿH‹Ÿa%éÑýÿÿfH‹‘a%H=ÀAº¾
H‹èð\þÿéªýÿÿH‹@H‰ßÿP0é[ÿÿÿèôYþÿH=ˆA1Àè†ZþÿH…ÀI‰Äu<H‹=6(H5xâE1íèˆXþÿH‹)a%é[ýÿÿH‹=½_%ƒÎÿè­[þÿH‰ÇE1íéðüÿÿE1íéýÿÿf.„AVAUA½
ATUH‰õSH‰ûHƒì L‹5‰`%H‹B_%óó_I‹>ó&ónL‹ óT$H…ÿó$ód$ól$„Ò
è=Vþÿ…À…¥
M…äf„*H‹_%‹…ÀŽ™óD$ó$ZÀZÉè³[þÿ1öH‰ÂL‰çèöYþÿ…ÀtBH‹C`%H‹H=ùäº5¾
è¢[þÿE…텍‹D$HƒÄ []A\A]A^ă;
~+óD$óL$ZÀZÉèD[þÿ¾
H‰ÂL‰çè„Yþÿ…ÀuŽI‹>L‰æèUYþÿH…ÀH‰Ã„¹
H;ú^%„4
H‹@ö€«„›H‰ßèãZþÿ…À~o1öH‰ßèEWþÿH…ÀtH|$HÄãH‰Æèsþÿ…ÀuHH‹i_%H="äº5¾
H‹èÈZþÿH…Û„ÿÿÿHƒ+
…ÿÿÿH‹CH‰ßÿP0éÿÿÿfDHƒ+
…ýþÿÿH‹CH‰ßÿP0éîþÿÿ€H=L?H‰Þ1Àè/XþÿH‰ÃéLÿÿÿ€I‹>èøZþÿH‰îH‰ßÿÐHƒÄ []A\A]A^ÃH‹=‰3(H5??è]UþÿH…ÀI‰…$
H‹=z3(H5»àE0íèëUþÿH‹Œ^%éDþÿÿ€Hƒ(
„–H=¢>1Àè WþÿH‰Ãé½þÿÿ„H‹=3(H5×>èíTþÿH…ÀtoH‰ÇE1íè-YþÿH…ÀI‰Ä…§ýÿÿH‹=ú2(H5“àènUþÿH‹^%éÇýÿÿfH‹
^%H=0>º¾
H‹è`Yþÿé ýÿÿH‹@H‰ßÿP0é[ÿÿÿèdVþÿH=ø=1ÀèöVþÿH…ÀI‰Äu<H‹=‡2(H5`àE1íèøTþÿH‹™]%éQýÿÿH‹=Õ\%ƒÎÿèXþÿH‰ÇE1íéàüÿÿE1íéðüÿÿf.„AWH‰÷H‰ÖHù=AVAUI‰ÍH
“'ATUSHìH‹y\%dH‹%(H‰„$ø
1ÀHD$`LŒ$°L„$HDŽ$ØÇD$0H‰D$H„$ÐDŽ$Œ
ÇD$@ÇD$PH‰$1ÀHDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$`H‰œ$HDŽ$ ÿÿÿÿH‰œ$°HDŽ$ÀÿÿÿÿÇD$pH‰œ$ÐDŽ$€èoRþÿ…À„·ƒ|$`
L‹„$H´$຿Ƀá ƒÁèËSþÿH…ÀI‰Ä„OL‹„$°H´$ ¹
º
¿L‹pè—SþÿH…ÀH‰Å„[L‹xH‹„$ H‹´$ÐH‹”$è‰D$PH‹„$àH9މT$@‰D$0„ÒH|$pHFáèAoþÿ‰„$Œ‹„$Œ…ÀtWLcL$pD;L$0¯Aƒùÿ„¥Hœ$ðLFáH
<¾
º
1ÀH‰ßè»WþÿH‹=$0(H‰ÞèœRþÿ@H;¬$°tHƒm
„C
H‹„$ØH‹„$ØH‹œ$ø
dH3%(…Â
HÄ[]A\A]A^A_Ãf.„@‰D$pé:ÿÿÿ@E…ɸ
H´$ÀIOÁI‰عº
¿H‰„$Àè=RþÿH…ÀH‰Ã„1
H‹HH‰L$(ècUþÿL„$€H‹L$(H|$0HT$PHt$@M‰ùL‰D$LD$pH‰D$ H‰$L‰ñL‰D$I‰øAÿÕH‹D$ H‰Çè–Pþÿè‘SþÿH…ÀtDŽ$Œ‹„$Œ…À„Úþÿÿ‹Œ$€H=@DH‰ÚL‰æ1Àè7SþÿH‰„$Øé²þÿÿf.„H‹EH‰ïÿP0é®þÿÿè+SþÿH…À…ŸþÿÿH‹=›.(H5´ÞèQþÿé‡þÿÿf.„1Àé†þÿÿf„èëRþÿH…À…_þÿÿH‹=[.(H5ÄÞèÏPþÿéGþÿÿf.„è»RþÿH…À…þÿÿH‹=+.(H5\ßèŸPþÿéþÿÿè…PþÿDAWH‰÷H‰ÖHó9AVAUI‰ÍH
#
'ATUSHìH‹IX%dH‹%(H‰„$ø
1ÀHD$`LŒ$°L„$HDŽ$ØÇD$0H‰D$H„$ÐDŽ$Œ
ÇD$@ÇD$PH‰$1ÀHDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$`H‰œ$HDŽ$ ÿÿÿÿH‰œ$°HDŽ$ÀÿÿÿÿÇD$pH‰œ$ÐDŽ$€è?Nþÿ…À„·ƒ|$`
L‹„$H´$຿Ƀá ƒÁè›OþÿH…ÀI‰Ä„OL‹„$°H´$ ¹
º
¿L‹pègOþÿH…ÀH‰Å„[L‹xH‹„$ H‹´$ÐH‹”$è‰D$PH‹„$àH9މT$@‰D$0„ÒH|$pH~Þèkþÿ‰„$Œ‹„$Œ…ÀtWLcL$pD;L$0¯Aƒùÿ„¥Hœ$ðLÝH
8¾
º
1ÀH‰ßè‹SþÿH‹=ô+(H‰ÞèlNþÿ@H;¬$°tHƒm
„C
H‹„$ØH‹„$ØH‹œ$ø
dH3%(…Â
HÄ[]A\A]A^A_Ãf.„@‰D$pé:ÿÿÿ@E…ɸ
H´$ÀIOÁI‰عº
¿H‰„$Àè
NþÿH…ÀH‰Ã„1
H‹HH‰L$(è3QþÿL„$€H‹L$(H|$0HT$PHt$@M‰ùL‰D$LD$pH‰D$ H‰$L‰ñL‰D$I‰øAÿÕH‹D$ H‰ÇèfLþÿèaOþÿH…ÀtDŽ$Œ‹„$Œ…À„Úþÿÿ‹Œ$€H=@H‰ÚL‰æ1ÀèOþÿH‰„$Øé²þÿÿf.„H‹EH‰ïÿP0é®þÿÿèûNþÿH…À…ŸþÿÿH‹=k*(H5ìÛèßLþÿé‡þÿÿf.„1Àé†þÿÿf„è»NþÿH…À…_þÿÿH‹=+*(H5üÛèŸLþÿéGþÿÿf.„è‹NþÿH…À…þÿÿH‹=û)(H5\ÜèoLþÿéþÿÿèULþÿDAWH‰÷H‰ÖHí5AVAUI‰ÍH
³ü&ATUSHìH‹T%dH‹%(H‰„$ø
1ÀHD$`LŒ$°L„$HDŽ$ØÇD$0H‰D$H„$ÐDŽ$Œ
ÇD$@ÇD$PH‰$1ÀHDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$`H‰œ$HDŽ$ ÿÿÿÿH‰œ$°HDŽ$ÀÿÿÿÿÇD$pH‰œ$ÐDŽ$€èJþÿ…À„·ƒ|$`
L‹„$H´$຿Ƀá ƒÁèkKþÿH…ÀI‰Ä„OL‹„$°H´$ ¹
º
¿L‹pè7KþÿH…ÀH‰Å„[L‹xH‹„$ H‹´$ÐH‹”$è‰D$PH‹„$àH9މT$@‰D$0„ÒH|$pH~Ûèáfþÿ‰„$Œ‹„$Œ…ÀtWLcL$pD;L$0¯Aƒùÿ„¥Hœ$ðLæØH
4¾
º
1ÀH‰ßè[OþÿH‹=Ä'(H‰Þè<Jþÿ@H;¬$°tHƒm
„C
H‹„$ØH‹„$ØH‹œ$ø
dH3%(…Â
HÄ[]A\A]A^A_Ãf.„@‰D$pé:ÿÿÿ@E…ɸ
H´$ÀIOÁI‰عº
¿H‰„$ÀèÝIþÿH…ÀH‰Ã„1
H‹HH‰L$(èMþÿL„$€H‹L$(H|$0HT$PHt$@M‰ùL‰D$LD$pH‰D$ H‰$L‰ñL‰D$I‰øAÿÕH‹D$ H‰Çè6Hþÿè1KþÿH…ÀtDŽ$Œ‹„$Œ…À„Úþÿÿ‹Œ$€H=à;H‰ÚL‰æ1Àè×JþÿH‰„$Øé²þÿÿf.„H‹EH‰ïÿP0é®þÿÿèËJþÿH…À…ŸþÿÿH‹=;&(H5ìØè¯Hþÿé‡þÿÿf.„1Àé†þÿÿf„è‹JþÿH…À…_þÿÿH‹=û%(H5üØèoHþÿéGþÿÿf.„è[JþÿH…À…þÿÿH‹=Ë%(H5\Ùè?Hþÿéþÿÿè%HþÿDAWH‰÷H‰ÖHç1AVAUI‰ÍH
Cø&ATUSHìH‹éO%dH‹%(H‰„$ø
1ÀHD$`LŒ$°L„$HDŽ$ØÇD$0H‰D$H„$ÐDŽ$Œ
ÇD$@ÇD$PH‰$1ÀHDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$`H‰œ$HDŽ$ ÿÿÿÿH‰œ$°HDŽ$ÀÿÿÿÿÇD$pH‰œ$ÐDŽ$€èßEþÿ…À„·ƒ|$`
L‹„$H´$຿Ƀá ƒÁè;GþÿH…ÀI‰Ä„OL‹„$°H´$ ¹
º
¿L‹pèGþÿH…ÀH‰Å„[L‹xH‹„$ H‹´$ÐH‹”$è‰D$PH‹„$àH9މT$@‰D$0„ÒH|$pH~Øè±bþÿ‰„$Œ‹„$Œ…ÀtWLcL$pD;L$0¯Aƒùÿ„¥Hœ$ðL¶ÔH
0¾
º
1ÀH‰ßè+KþÿH‹=”#(H‰ÞèFþÿ@H;¬$°tHƒm
„C
H‹„$ØH‹„$ØH‹œ$ø
dH3%(…Â
HÄ[]A\A]A^A_Ãf.„@‰D$pé:ÿÿÿ@E…ɸ
H´$ÀIOÁI‰عº
¿H‰„$Àè­EþÿH…ÀH‰Ã„1
H‹HH‰L$(èÓHþÿL„$€H‹L$(H|$0HT$PHt$@M‰ùL‰D$LD$pH‰D$ H‰$L‰ñL‰D$I‰øAÿÕH‹D$ H‰ÇèDþÿè
GþÿH…ÀtDŽ$Œ‹„$Œ…À„Úþÿÿ‹Œ$€H=°7H‰ÚL‰æ1Àè§FþÿH‰„$Øé²þÿÿf.„H‹EH‰ïÿP0é®þÿÿè›FþÿH…À…ŸþÿÿH‹="(H5ìÕèDþÿé‡þÿÿf.„1Àé†þÿÿf„è[FþÿH…À…_þÿÿH‹=Ë!(H5üÕè?DþÿéGþÿÿf.„è+FþÿH…À…þÿÿH‹=›!(H5\ÖèDþÿéþÿÿèõCþÿDAWH‰÷H‰ÖHá-AVAUI‰ÍH
Óò&ATUSHìH‹¹K%dH‹%(H‰„$ø
1ÀHD$`LŒ$°L„$HDŽ$ØÇD$0H‰D$H„$ÐDŽ$Œ
ÇD$@ÇD$PH‰$1ÀHDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$`H‰œ$HDŽ$ ÿÿÿÿH‰œ$°HDŽ$ÀÿÿÿÿÇD$pH‰œ$ÐDŽ$€è¯Aþÿ…À„·ƒ|$`
L‹„$H´$຿Ƀá ƒÁèCþÿH…ÀI‰Ä„OL‹„$°H´$ ¹
º
¿L‹pè×BþÿH…ÀH‰Å„[L‹xH‹„$ H‹´$ЉD$PH‹„$àH9މD$0H‹„$è‰D$@„ÒH|$pH~Õè^þÿ‰„$Œ‹„$Œ…ÀtWLcL$pD;L$@¯Aƒùÿ„¥Hœ$ðL~ÕH
,¾
º
1ÀH‰ßèûFþÿH‹=d(H‰ÞèÜAþÿ@H;¬$°tHƒm
„C
H‹„$ØH‹„$ØH‹”$ø
dH3%(…Â
HÄ[]A\A]A^A_Ãf.„@‰D$pé:ÿÿÿ@E…ɸ
H´$ÀIOÁI‰عº
¿H‰„$Àè}AþÿH…ÀH‰Ã„1
H‹HH‰L$(è£DþÿL„$€H‹L$(H|$0HT$PHt$@M‰ùL‰D$LD$pH‰D$ H‰$L‰ñL‰D$I‰øAÿÕH‹D$ H‰ÇèÖ?þÿèÑBþÿH…ÀtDŽ$Œ‹„$Œ…À„Úþÿÿ‹Œ$€H=€3H‰ÚL‰æ1ÀèwBþÿH‰„$Øé²þÿÿf.„H‹EH‰ïÿP0é®þÿÿèkBþÿH…À…ŸþÿÿH‹=Û(H5ìÒèO@þÿé‡þÿÿf.„1Àé†þÿÿf„è+BþÿH…À…_þÿÿH‹=›(H5üÒè@þÿéGþÿÿf.„èûAþÿH…À…þÿÿH‹=k(H5”Óèß?þÿéþÿÿèÅ?þÿDAWH‰÷H‰ÖHÛ)AVAUI‰ÍH
cî&ATUSHìH‹‰G%dH‹%(H‰„$ø
1ÀHD$`LŒ$°L„$HDŽ$ØÇD$0H‰D$H„$ÐDŽ$Œ
ÇD$@ÇD$PH‰$1ÀHDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$`H‰œ$HDŽ$ ÿÿÿÿH‰œ$°HDŽ$ÀÿÿÿÿÇD$pH‰œ$ÐDŽ$€è=þÿ…À„·ƒ|$`
L‹„$H´$຿Ƀá ƒÁèÛ>þÿH…ÀI‰Ä„OL‹„$°H´$ ¹
º
¿L‹pè§>þÿH…ÀH‰Å„[L‹xH‹„$ H‹´$ЉD$PH‹„$àH9މD$0H‹„$è‰D$@„ÒH|$pH¶ÒèQZþÿ‰„$Œ‹„$Œ…ÀtWLcL$pD;L$@¯Aƒùÿ„¥Hœ$ðLNÑH
ÿ'¾
º
1ÀH‰ßèËBþÿH‹=4(H‰Þè¬=þÿ@H;¬$°tHƒm
„C
H‹„$ØH‹„$ØH‹”$ø
dH3%(…Â
HÄ[]A\A]A^A_Ãf.„@‰D$pé:ÿÿÿ@E…ɸ
H´$ÀIOÁI‰عº
¿H‰„$ÀèM=þÿH…ÀH‰Ã„1
H‹HH‰L$(ès@þÿL„$€H‹L$(H|$0HT$PHt$@M‰ùL‰D$LD$pH‰D$ H‰$L‰ñL‰D$I‰øAÿÕH‹D$ H‰Çè¦;þÿè¡>þÿH…ÀtDŽ$Œ‹„$Œ…À„Úþÿÿ‹Œ$€H=P/H‰ÚL‰æ1ÀèG>þÿH‰„$Øé²þÿÿf.„H‹EH‰ïÿP0é®þÿÿè;>þÿH…À…ŸþÿÿH‹=«(H5$Ðè<þÿé‡þÿÿf.„1Àé†þÿÿf„èû=þÿH…À…_þÿÿH‹=k(H54Ðèß;þÿéGþÿÿf.„èË=þÿH…À…þÿÿH‹=;(H5”Ðè¯;þÿéþÿÿè•;þÿDAWH‰÷H‰ÖHÕ%AVAUI‰ÍH
óé&ATUSHìH‹YC%dH‹%(H‰„$ø
1ÀHD$`LŒ$°L„$HDŽ$ØÇD$0H‰D$H„$ÐDŽ$Œ
ÇD$@ÇD$PH‰$1ÀHDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$`H‰œ$HDŽ$ ÿÿÿÿH‰œ$°HDŽ$ÀÿÿÿÿÇD$pH‰œ$ÐDŽ$€èO9þÿ…À„·ƒ|$`
L‹„$H´$຿Ƀá ƒÁè«:þÿH…ÀI‰Ä„OL‹„$°H´$ ¹
º
¿L‹pèw:þÿH…ÀH‰Å„[L‹xH‹„$ H‹´$ЉD$PH‹„$àH9މD$0H‹„$è‰D$@„ÒH|$pH¶Ïè!Vþÿ‰„$Œ‹„$Œ…ÀtWLcL$pD;L$@¯Aƒùÿ„¥Hœ$ðLÍH
ù#¾
º
1ÀH‰ßè›>þÿH‹=(H‰Þè|9þÿ@H;¬$°tHƒm
„C
H‹„$ØH‹„$ØH‹”$ø
dH3%(…Â
HÄ[]A\A]A^A_Ãf.„@‰D$pé:ÿÿÿ@E…ɸ
H´$ÀIOÁI‰عº
¿H‰„$Àè9þÿH…ÀH‰Ã„1
H‹HH‰L$(èC<þÿL„$€H‹L$(H|$0HT$PHt$@M‰ùL‰D$LD$pH‰D$ H‰$L‰ñL‰D$I‰øAÿÕH‹D$ H‰Çèv7þÿèq:þÿH…ÀtDŽ$Œ‹„$Œ…À„Úþÿÿ‹Œ$€H= +H‰ÚL‰æ1Àè:þÿH‰„$Øé²þÿÿf.„H‹EH‰ïÿP0é®þÿÿè:þÿH…À…ŸþÿÿH‹={(H5$Íèï7þÿé‡þÿÿf.„1Àé†þÿÿf„èË9þÿH…À…_þÿÿH‹=;(H54Íè¯7þÿéGþÿÿf.„è›9þÿH…À…þÿÿH‹=(H5”Íè7þÿéþÿÿèe7þÿDAWH‰÷H‰ÖHÏ!AVAUI‰ÍH
ƒå&ATUSHìH‹)?%dH‹%(H‰„$ø
1ÀHD$`LŒ$°L„$HDŽ$ØÇD$0H‰D$H„$ÐDŽ$Œ
ÇD$@ÇD$PH‰$1ÀHDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$`H‰œ$HDŽ$ ÿÿÿÿH‰œ$°HDŽ$ÀÿÿÿÿÇD$pH‰œ$ÐDŽ$€è5þÿ…À„·ƒ|$`
L‹„$H´$຿Ƀá ƒÁè{6þÿH…ÀI‰Ä„OL‹„$°H´$ ¹
º
¿L‹pèG6þÿH…ÀH‰Å„[L‹xH‹„$ H‹´$ЉD$PH‹„$àH9މD$0H‹„$è‰D$@„ÒH|$pH¶ÌèñQþÿ‰„$Œ‹„$Œ…ÀtWLcL$pD;L$@¯Aƒùÿ„¥Hœ$ðLîÈH
ó¾
º
1ÀH‰ßèk:þÿH‹=Ô(H‰ÞèL5þÿ@H;¬$°tHƒm
„C
H‹„$ØH‹„$ØH‹”$ø
dH3%(…Â
HÄ[]A\A]A^A_Ãf.„@‰D$pé:ÿÿÿ@E…ɸ
H´$ÀIOÁI‰عº
¿H‰„$Àèí4þÿH…ÀH‰Ã„1
H‹HH‰L$(è8þÿL„$€H‹L$(H|$0HT$PHt$@M‰ùL‰D$LD$pH‰D$ H‰$L‰ñL‰D$I‰øAÿÕH‹D$ H‰ÇèF3þÿèA6þÿH…ÀtDŽ$Œ‹„$Œ…À„Úþÿÿ‹Œ$€H=ð&H‰ÚL‰æ1Àèç5þÿH‰„$Øé²þÿÿf.„H‹EH‰ïÿP0é®þÿÿèÛ5þÿH…À…ŸþÿÿH‹=K(H5$Êè¿3þÿé‡þÿÿf.„1Àé†þÿÿf„è›5þÿH…À…_þÿÿH‹=(H54Êè3þÿéGþÿÿf.„èk5þÿH…À…þÿÿH‹=Û(H5”ÊèO3þÿéþÿÿè53þÿDAWH‰÷H‰ÖHÉAVAUATI‰ÌH
1á&USHìØ
H‹ù:%dH‹%(H‰„$È
1ÀHD$@LŒ$ LD$pHDŽ$¨ÇD$ H‰$1ÀÇD$l
ÇD$0HDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿÇD$@H‰\$pHDŽ$€ÿÿÿÿHDŽ$ÿÿÿÿÇD$PH‰œ$ ÇD$`è1þÿ…À„@ƒ|$@
L‹D$pH´$°º¿Ƀá Áèt2þÿH…ÀH‰Å„H‹´$ L‹hH‹„$°H9މD$ „×
H|$PHÛÉè6Nþÿ‰D$l‹D$l…Àu:H‹„$¨H‹„$¨H‹œ$È
dH3%(…9HÄØ
[]A\A]A^A_ÐD‹L$P‹D$ A9Á}JAƒùÿtDHœ$ÀL
ÀH
3º
¾
1ÀH‰ßè‚6þÿH‹=ë(H‰Þèc1þÿétÿÿÿfDH‹”$¸H´$€I‰ع¿9‰T$0Nº
H˜H‰„$€è^1þÿH…ÀI‰Æ„b
‹T$PL‹x¸
H´$I‰ع¿…ÒOD$Pº
H˜H‰„$è1þÿH…ÀH‰Ã„éL‹HL‰L$è;4þÿHT$`H|$ Ht$0L‹L$M‰øH‰D$H‰T$HT$PH‰ùH‰$L‰êAÿÔH‹D$H‰Çè{/þÿèv2þÿH…ÀtÇD$l‹D$l…À„sþÿÿD‹D$`H=,#H‰ÙL‰òH‰î1Àè!2þÿH‰„$¨éJþÿÿ@@‰D$Pé2þÿÿ@1Àé?þÿÿf„è2þÿH…À…þÿÿH‹={
(H5„Çèï/þÿéþÿÿf.„èÛ1þÿH…À…èýÿÿH‹=K
(H5,Èè¿/þÿéÐýÿÿf.„è«1þÿH…À…¸ýÿÿH‹=
(H5´Çè/þÿé ýÿÿèu/þÿDAWH‰÷H‰ÖH2AVAUATI‰ÌH
QÝ&USHìØ
H‹97%dH‹%(H‰„$È
1ÀHD$@LŒ$ LD$pHDŽ$¨ÇD$ H‰$1ÀÇD$l
ÇD$0HDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿÇD$@H‰\$pHDŽ$€ÿÿÿÿHDŽ$ÿÿÿÿÇD$PH‰œ$ ÇD$`èX-þÿ…À„@ƒ|$@
L‹D$pH´$°º¿Ƀá Áè´.þÿH…ÀH‰Å„H‹´$ L‹hH‹„$°H9މD$ „×
H|$PHCÇèvJþÿ‰D$l‹D$l…Àu:H‹„$¨H‹„$¨H‹œ$È
dH3%(…9HÄØ
[]A\A]A^A_ÐD‹L$P‹D$ A9Á}JAƒùÿtDHœ$ÀLM¼H
ϼ
¾
1ÀH‰ßèÂ2þÿH‹=+(H‰Þè£-þÿétÿÿÿfDH‹”$¸H´$€I‰ع¿9‰T$0Nº
H˜H‰„$€èž-þÿH…ÀI‰Æ„b
‹T$PL‹x¸
H´$I‰ع¿…ÒOD$Pº
H˜H‰„$èU-þÿH…ÀH‰Ã„éL‹HL‰L$è{0þÿHT$`H|$ Ht$0L‹L$M‰øH‰D$H‰T$HT$PH‰ùH‰$L‰êAÿÔH‹D$H‰Çè»+þÿè¶.þÿH…ÀtÇD$l‹D$l…À„sþÿÿD‹D$`H=lH‰ÙL‰òH‰î1Àèa.þÿH‰„$¨éJþÿÿ@@‰D$Pé2þÿÿ@1Àé?þÿÿf„èK.þÿH…À…þÿÿH‹=»	(H5ìÄè/,þÿéþÿÿf.„è.þÿH…À…èýÿÿH‹=‹	(H5”Åèÿ+þÿéÐýÿÿf.„èë-þÿH…À…¸ýÿÿH‹=[	(H5ÅèÏ+þÿé ýÿÿèµ+þÿDAWH‰÷H‰ÖH›AVAUATI‰ÌH
qÙ&USHìØ
H‹y3%dH‹%(H‰„$È
1ÀHD$@LŒ$ LD$pHDŽ$¨ÇD$ H‰$1ÀÇD$l
ÇD$0HDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿÇD$@H‰\$pHDŽ$€ÿÿÿÿHDŽ$ÿÿÿÿÇD$PH‰œ$ ÇD$`è˜)þÿ…À„@ƒ|$@
L‹D$pH´$°º¿Ƀá Áèô*þÿH…ÀH‰Å„H‹´$ L‹hH‹„$°H9މD$ „×
H|$PH«Äè¶Fþÿ‰D$l‹D$l…Àu:H‹„$¨H‹„$¨H‹œ$È
dH3%(…9HÄØ
[]A\A]A^A_ÐD‹L$P‹D$ A9Á}JAƒùÿtDHœ$ÀL¸H
º
¾
1ÀH‰ßè/þÿH‹=k(H‰Þèã)þÿétÿÿÿfDH‹”$¸H´$€I‰ع¿9‰T$0Nº
H˜H‰„$€èÞ)þÿH…ÀI‰Æ„b
‹T$PL‹x¸
H´$I‰ع¿…ÒOD$Pº
H˜H‰„$è•)þÿH…ÀH‰Ã„éL‹HL‰L$è»,þÿHT$`H|$ Ht$0L‹L$M‰øH‰D$H‰T$HT$PH‰ùH‰$L‰êAÿÔH‹D$H‰Çèû'þÿèö*þÿH…ÀtÇD$l‹D$l…À„sþÿÿD‹D$`H=¬H‰ÙL‰òH‰î1Àè¡*þÿH‰„$¨éJþÿÿ@@‰D$Pé2þÿÿ@1Àé?þÿÿf„è‹*þÿH…À…þÿÿH‹=û(H5TÂèo(þÿéþÿÿf.„è[*þÿH…À…èýÿÿH‹=Ë(H5üÂè?(þÿéÐýÿÿf.„è+*þÿH…À…¸ýÿÿH‹=›(H5„Âè(þÿé ýÿÿèõ'þÿDAWH‰÷H‰ÖHAVAUATI‰ÌH
‘Õ&USHìØ
H‹¹/%dH‹%(H‰„$È
1ÀHD$@LŒ$ LD$pHDŽ$¨ÇD$ H‰$1ÀÇD$l
ÇD$0HDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿÇD$@H‰\$pHDŽ$€ÿÿÿÿHDŽ$ÿÿÿÿÇD$PH‰œ$ ÇD$`èØ%þÿ…À„@ƒ|$@
L‹D$pH´$°º¿Ƀá Áè4'þÿH…ÀH‰Å„H‹´$ L‹hH‹„$°H9މD$ „×
H|$PHÂèöBþÿ‰D$l‹D$l…Àu:H‹„$¨H‹„$¨H‹œ$È
dH3%(…9HÄØ
[]A\A]A^A_ÐD‹L$P‹D$ A9Á}JAƒùÿtDHœ$ÀLʹH
nº
¾
1ÀH‰ßèB+þÿH‹=«(H‰Þè#&þÿétÿÿÿfDH‹”$¸H´$€I‰ع¿9‰T$0Nº
H˜H‰„$€è&þÿH…ÀI‰Æ„b
‹T$PL‹x¸
H´$I‰ع¿…ÒOD$Pº
H˜H‰„$èÕ%þÿH…ÀH‰Ã„éL‹HL‰L$èû(þÿHT$`H|$ Ht$0L‹L$M‰øH‰D$H‰T$HT$PH‰ùH‰$L‰êAÿÔH‹D$H‰Çè;$þÿè6'þÿH…ÀtÇD$l‹D$l…À„sþÿÿD‹D$`H=ìH‰ÙL‰òH‰î1Àèá&þÿH‰„$¨éJþÿÿ@@‰D$Pé2þÿÿ@1Àé?þÿÿf„èË&þÿH…À…þÿÿH‹=;(H5¼¿è¯$þÿéþÿÿf.„è›&þÿH…À…èýÿÿH‹=(H5dÀè$þÿéÐýÿÿf.„èk&þÿH…À…¸ýÿÿH‹=Û
(H5ì¿èO$þÿé ýÿÿè5$þÿDAWH‰÷H‰ÖHmAVAUATI‰ÌH
±Ñ&USHìØ
H‹ù+%dH‹%(H‰„$È
1ÀHD$@LŒ$ LD$pHDŽ$¨ÇD$ H‰$1ÀÇD$l
ÇD$0HDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿÇD$@H‰\$pHDŽ$€ÿÿÿÿHDŽ$ÿÿÿÿÇD$PH‰œ$ ÇD$`è"þÿ…À„pƒ|$@
L‹D$pH´$°º¿Ƀá Áèt#þÿH…ÀH‰Å„L‹„$¸H‹¼$°H´$€¹º
L‹hA9ø‰|$ D‰D$0ANøI‰ØHcÿH‰¼$€¿è#þÿH…ÀI‰Æ„î
H‹´$ L‹xH9Þ„¹H|$PHu¿èè>þÿ‰D$l‹D$l…Àt\LcL$PD;L$0œAƒùÿ„’Hœ$ÀLëµH
½
¾
º
1ÀH‰ßèh'þÿH‹=Ñÿ'H‰ÞèI"þÿf„H‹„$¨H‹„$¨H‹”$È
dH3%(…
HÄØ
[]A\A]A^A_À‹D$0@‰D$PéLÿÿÿE…ɸ
H´$IOÁI‰عº
¿H‰„$èý!þÿH…ÀH‰Ã„

L‹HL‰L$è#%þÿHT$`H|$ Ht$0L‹L$M‰øH‰D$H‰T$HT$PH‰ùH‰$L‰êAÿÔH‹D$H‰Çèc þÿè^#þÿH…ÀtÇD$l‹D$l…À„ÿÿÿD‹D$`H=H‰ÙL‰òH‰î1Àè	#þÿH‰„$¨éÜþÿÿ@è#þÿH…À…ÊþÿÿH‹=ƒþ'H5,½è÷ þÿé²þÿÿf1Àé¹þÿÿf„èÛ"þÿH…À…’þÿÿH‹=Kþ'H5D½è¿ þÿézþÿÿf.„è«"þÿH…À…bþÿÿH‹=þ'H5œ½è þÿéJþÿÿèu þÿDAWH‰÷H‰ÖHÖAVAUATI‰ÌH
ÑÍ&USHìØ
H‹9(%dH‹%(H‰„$È
1ÀHD$@LŒ$ LD$pHDŽ$¨ÇD$ H‰$1ÀÇD$l
ÇD$0HDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿÇD$@H‰\$pHDŽ$€ÿÿÿÿHDŽ$ÿÿÿÿÇD$PH‰œ$ ÇD$`èXþÿ…À„pƒ|$@
L‹D$pH´$°º¿Ƀá Áè´þÿH…ÀH‰Å„L‹„$¸H‹¼$°H´$€¹º
L‹hA9ø‰|$ D‰D$0ANøI‰ØHcÿH‰¼$€¿èZþÿH…ÀI‰Æ„î
H‹´$ L‹xH9Þ„¹H|$PHݼè(;þÿ‰D$l‹D$l…Àt\LcL$PD;L$0œAƒùÿ„’Hœ$ÀL+²H
&
¾
º
1ÀH‰ßè¨#þÿH‹=ü'H‰Þè‰þÿf„H‹„$¨H‹„$¨H‹”$È
dH3%(…
HÄØ
[]A\A]A^A_À‹D$0@‰D$PéLÿÿÿE…ɸ
H´$IOÁI‰عº
¿H‰„$è=þÿH…ÀH‰Ã„

L‹HL‰L$èc!þÿHT$`H|$ Ht$0L‹L$M‰øH‰D$H‰T$HT$PH‰ùH‰$L‰êAÿÔH‹D$H‰Çè£þÿèžþÿH…ÀtÇD$l‹D$l…À„ÿÿÿD‹D$`H=TH‰ÙL‰òH‰î1ÀèIþÿH‰„$¨éÜþÿÿ@èSþÿH…À…ÊþÿÿH‹=Ãú'H5”ºè7þÿé²þÿÿf1Àé¹þÿÿf„èþÿH…À…’þÿÿH‹=‹ú'H5¬ºèÿþÿézþÿÿf.„èëþÿH…À…bþÿÿH‹=[ú'H5»èÏþÿéJþÿÿèµþÿDAWH‰÷H‰ÖH?AVAUATI‰ÌH
ñÉ&USHìØ
H‹y$%dH‹%(H‰„$È
1ÀHD$@LŒ$ LD$pHDŽ$¨ÇD$ H‰$1ÀÇD$l
ÇD$0HDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿÇD$@H‰\$pHDŽ$€ÿÿÿÿHDŽ$ÿÿÿÿÇD$PH‰œ$ ÇD$`è˜þÿ…À„pƒ|$@
L‹D$pH´$°º¿Ƀá ÁèôþÿH…ÀH‰Å„L‹„$¸H‹¼$°H´$€¹º
L‹hA9ø‰|$ D‰D$0ANøI‰ØHcÿH‰¼$€¿èšþÿH…ÀI‰Æ„î
H‹´$ L‹xH9Þ„¹H|$PHEºèh7þÿ‰D$l‹D$l…Àt\LcL$PD;L$0œAƒùÿ„’Hœ$ÀLk®H
¾
º
1ÀH‰ßèèþÿH‹=Qø'H‰ÞèÉþÿf„H‹„$¨H‹„$¨H‹”$È
dH3%(…
HÄØ
[]A\A]A^A_À‹D$0@‰D$PéLÿÿÿE…ɸ
H´$IOÁI‰عº
¿H‰„$è}þÿH…ÀH‰Ã„

L‹HL‰L$è£þÿHT$`H|$ Ht$0L‹L$M‰øH‰D$H‰T$HT$PH‰ùH‰$L‰êAÿÔH‹D$H‰ÇèãþÿèÞþÿH…ÀtÇD$l‹D$l…À„ÿÿÿD‹D$`H=”H‰ÙL‰òH‰î1Àè‰þÿH‰„$¨éÜþÿÿ@è“þÿH…À…ÊþÿÿH‹=÷'H5ü·èwþÿé²þÿÿf1Àé¹þÿÿf„è[þÿH…À…’þÿÿH‹=Ëö'H5¸è?þÿézþÿÿf.„è+þÿH…À…bþÿÿH‹=›ö'H5l¸èþÿéJþÿÿèõþÿDAWH‰÷H‰ÖH¨AVAUATI‰ÌH
Æ&USHìØ
H‹¹ %dH‹%(H‰„$È
1ÀHD$@LŒ$ LD$pHDŽ$¨ÇD$ H‰$1ÀÇD$l
ÇD$0HDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿÇD$@H‰\$pHDŽ$€ÿÿÿÿHDŽ$ÿÿÿÿÇD$PH‰œ$ ÇD$`èØþÿ…À„pƒ|$@
L‹D$pH´$°º¿Ƀá Áè4þÿH…ÀH‰Å„L‹„$¸H‹¼$°H´$€¹º
L‹hA9ø‰|$ D‰D$0ANøI‰ØHcÿH‰¼$€¿èÚþÿH…ÀI‰Æ„î
H‹´$ L‹xH9Þ„¹H|$PH­·è¨3þÿ‰D$l‹D$l…Àt\LcL$PD;L$0œAƒùÿ„’Hœ$ÀL«ªH
ø¾
º
1ÀH‰ßè(þÿH‹=‘ô'H‰Þè	þÿf„H‹„$¨H‹„$¨H‹”$È
dH3%(…
HÄØ
[]A\A]A^A_À‹D$0@‰D$PéLÿÿÿE…ɸ
H´$IOÁI‰عº
¿H‰„$è½þÿH…ÀH‰Ã„

L‹HL‰L$èãþÿHT$`H|$ Ht$0L‹L$M‰øH‰D$H‰T$HT$PH‰ùH‰$L‰êAÿÔH‹D$H‰Çè#þÿèþÿH…ÀtÇD$l‹D$l…À„ÿÿÿD‹D$`H=ÔH‰ÙL‰òH‰î1ÀèÉþÿH‰„$¨éÜþÿÿ@èÓþÿH…À…ÊþÿÿH‹=Có'H5dµè·þÿé²þÿÿf1Àé¹þÿÿf„è›þÿH…À…’þÿÿH‹=ó'H5|µèþÿézþÿÿf.„èkþÿH…À…bþÿÿH‹=Ûò'H5ԵèOþÿéJþÿÿè5þÿDAWH‰÷H‰ÖH
AVAUATI‰ÌH
1Â&USHì(H‹ù%dH‹%(H‰„$1ÀHD$pLŒ$àL„$ HDŽ$øÇD$PH‰$1ÀDŽ$œ
ÇD$`HDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿÇD$pH‰œ$ HDŽ$°ÿÿÿÿHDŽ$ÀÿÿÿÿHDŽ$ÐÿÿÿÿDŽ$€H‰œ$àHDŽ$ðÿÿÿÿDŽ$èñþÿ…À„ùƒ|$p
L‹„$ H´$
º¿Ƀá ÁèJþÿH…ÀH‰Å„ÎL‹hH‹„$
H‹´$à‰D$PH‹„$
H9މD$`„H¼$€Hâ´èý/þÿ‰„$œ‹„$œ…Àu;H‹„$øH‹„$øH‹”$dH3%(…jHÄ([]A\A]A^A_ÃfD‹Œ$€‹D$`A9Á}GAƒùÿtAHœ$
L¦H
8ÿº
¾
1ÀH‰ßè?þÿH‹=¨ð'H‰Þè þÿépÿÿÿ9D$PH´$ÀI‰ØND$P¹º
¿H˜H‰„$Àè&þÿH…ÀI‰Æ„BH‹@H´$°I‰عº
¿H‰D$(HcD$`H‰„$°èåþÿH…ÀI‰Ç„™
H‹@‹”$€H´$ÐI‰ع¿…ÒH‰D$0¸
O„$€º
H˜H‰„$Ðè‘þÿH…ÀH‰D$ „Ó
H‹@H´$ðI‰عº
¿H‰D$8‹D$`
ÀH˜H‰„$ðèKþÿH…ÀH‰Ã„¿
H‹PH‰T$HèqþÿH‹T$HH‰D$@H|$PH‹D$8HŒ$Ht$`L‹L$(L‹D$0H‰T$H”$€H‰L$H‰$H‰ùH‰T$L‰êAÿÔH‹D$@H‰Çè•þÿèþÿH…ÀtDŽ$œ‹„$œ…À…¡Hƒ+
…¼ýÿÿH‹CH‰ßÿP0é­ýÿÿ„D@‰„$€éŠýÿÿ1Àéžýÿÿf„è+þÿH…À…wýÿÿH‹=›î'H5ä±èþÿé_ýÿÿf.„èûþÿH…À…GýÿÿH‹=kî'H5Œ²èßþÿé/ýÿÿf.„D‹Œ$L‹D$ H=–L‰ñL‰úH‰î1ÀèŒþÿH‰„$øé.ÿÿÿ€è“þÿH…À…ßüÿÿH‹=î'H5ܱèwþÿéÇüÿÿfèkþÿH…À…·üÿÿH‹=Ûí'H5L²èOþÿéŸüÿÿf.„è;þÿH…À…‡üÿÿH‹=«í'H5l²èþÿéoüÿÿèþÿDAWH‰÷H‰ÖH
üAVAUATI‰ÌH
á¼&USHì(H‹É%dH‹%(H‰„$1ÀHD$pLŒ$àL„$ HDŽ$øÇD$PH‰$1ÀDŽ$œ
ÇD$`HDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿÇD$pH‰œ$ HDŽ$°ÿÿÿÿHDŽ$ÀÿÿÿÿHDŽ$ÐÿÿÿÿDŽ$€H‰œ$àHDŽ$ðÿÿÿÿDŽ$èÁ
þÿ…À„ùƒ|$p
L‹„$ H´$
º¿Ƀá ÁèþÿH…ÀH‰Å„ÎL‹hH‹„$
H‹´$à‰D$PH‹„$
H9މD$`„H¼$€Hz±èÍ*þÿ‰„$œ‹„$œ…Àu;H‹„$øH‹„$øH‹”$dH3%(…jHÄ([]A\A]A^A_ÃfD‹Œ$€‹D$`A9Á}GAƒùÿtAHœ$
L’¡H
1úº
¾
1ÀH‰ßèþÿH‹=xë'H‰Þèð
þÿépÿÿÿ9D$PH´$ÀI‰ØND$P¹º
¿H˜H‰„$Àèö
þÿH…ÀI‰Æ„BH‹@H´$°I‰عº
¿H‰D$(HcD$`H‰„$°èµ
þÿH…ÀI‰Ç„™
H‹@‹”$€H´$ÐI‰ع¿…ÒH‰D$0¸
O„$€º
H˜H‰„$Ðèa
þÿH…ÀH‰D$ „Ó
H‹@H´$ðI‰عº
¿H‰D$8‹D$`
ÀH˜H‰„$ðè
þÿH…ÀH‰Ã„¿
H‹PH‰T$HèAþÿH‹T$HH‰D$@H|$PH‹D$8HŒ$Ht$`L‹L$(L‹D$0H‰T$H”$€H‰L$H‰$H‰ùH‰T$L‰êAÿÔH‹D$@H‰Çèeþÿè`þÿH…ÀtDŽ$œ‹„$œ…À…¡Hƒ+
…¼ýÿÿH‹CH‰ßÿP0é­ýÿÿ„D@‰„$€éŠýÿÿ1Àéžýÿÿf„èû
þÿH…À…wýÿÿH‹=ké'H5|®èßþÿé_ýÿÿf.„èË
þÿH…À…GýÿÿH‹=;é'H5$¯è¯þÿé/ýÿÿf.„D‹Œ$L‹D$ H=fþL‰ñL‰úH‰î1Àè\
þÿH‰„$øé.ÿÿÿ€èc
þÿH…À…ßüÿÿH‹=Óè'H5t®èGþÿéÇüÿÿfè;
þÿH…À…·üÿÿH‹=«è'H5ä®èþÿéŸüÿÿf.„è
þÿH…À…‡üÿÿH‹={è'H5¯èï
þÿéoüÿÿèÕ
þÿDAWH‰÷H‰ÖH÷AVAUATI‰ÌH
‘·&USHìH‹™%dH‹%(H‰„$ø
1ÀHD$`LŒ$ÐL„$HDŽ$ØÇD$@H‰$1ÀDŽ$Œ
ÇD$PHDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$`H‰œ$HDŽ$ ÿÿÿÿHDŽ$°ÿÿÿÿHDŽ$ÀÿÿÿÿÇD$pH‰œ$ÐDŽ$€è þÿ…À„°ƒ|$`
L‹„$H´$຿Ƀá Áèù	þÿH…ÀH‰Å„}L‹hH‹„$àH‹´$ЉD$@H‹„$èH9މD$P„8H|$pH$®è¯%þÿ‰„$Œ‹„$Œ…Àu=H‹„$ØH‹„$ØH‹”$ø
dH3%(…¼HÄ[]A\A]A^A_Ã@D‹L$p‹D$PA9Á}JAƒùÿtDHœ$ðLuœH
=õº
¾
1ÀH‰ßèò
þÿH‹=[æ'H‰ÞèÓþÿéqÿÿÿfD9D$@H´$°I‰ØND$@¹º
¿H˜H‰„$°èÖþÿH…ÀI‰Æ„º
H‹@H´$ I‰عº
¿H‰D$ HcD$PH‰„$ è•þÿH…ÀI‰Ç„I
H‹@‹T$pH´$ÀI‰ع¿…ÒH‰D$(¸
OD$pº
H˜H‰„$ÀèGþÿH…ÀH‰Ã„[
H‹PH‰T$8èmþÿHŒ$€H‹T$8H|$@Ht$PL‹L$ L‹D$(H‰L$HL$pH‰D$0H‰$L‰êH‰L$H‰ùAÿÔH‹D$0H‰Çèžþÿè™	þÿH…ÀtDŽ$Œ‹„$Œ…À„þÿÿD‹Œ$€H=EúI‰ØL‰ñL‰úH‰î1Àè8	þÿH‰„$ØéîýÿÿD@‰D$péÓýÿÿ1Àéäýÿÿè+	þÿH…À…ÅýÿÿH‹=›ä'H5t«èþÿé­ýÿÿf.„èûþÿH…À…•ýÿÿH‹=kä'H5¬èßþÿé}ýÿÿf.„èËþÿH…À…eýÿÿH‹=;ä'H5¤«è¯þÿéMýÿÿf.„è›þÿH…À…5ýÿÿH‹=ä'H5¬èþÿéýÿÿèeþÿDAWH‰÷H‰ÖH¼òAVAUATI‰ÌH

³&USHìH‹)%dH‹%(H‰„$ø
1ÀHD$`LŒ$ÐL„$HDŽ$ØÇD$@H‰$1ÀDŽ$Œ
ÇD$PHDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$`H‰œ$HDŽ$ ÿÿÿÿHDŽ$°ÿÿÿÿHDŽ$ÀÿÿÿÿÇD$pH‰œ$ÐDŽ$€è0þÿ…À„°ƒ|$`
L‹„$H´$຿Ƀá Áè‰þÿH…ÀH‰Å„}L‹hH‹„$àH‹´$ЉD$@H‹„$èH9މD$P„8H|$pH,«è?!þÿ‰„$Œ‹„$Œ…Àu=H‹„$ØH‹„$ØH‹”$ø
dH3%(…¼HÄ[]A\A]A^A_Ã@D‹L$p‹D$PA9Á}JAƒùÿtDHœ$ðL˜H
öðº
¾
1ÀH‰ßè‚	þÿH‹=ëá'H‰ÞècþÿéqÿÿÿfD9D$@H´$°I‰ØND$@¹º
¿H˜H‰„$°èfþÿH…ÀI‰Æ„º
H‹@H´$ I‰عº
¿H‰D$ HcD$PH‰„$ è%þÿH…ÀI‰Ç„I
H‹@‹T$pH´$ÀI‰ع¿…ÒH‰D$(¸
OD$pº
H˜H‰„$Àè×þÿH…ÀH‰Ã„[
H‹PH‰T$8èýþÿHŒ$€H‹T$8H|$@Ht$PL‹L$ L‹D$(H‰L$HL$pH‰D$0H‰$L‰êH‰L$H‰ùAÿÔH‹D$0H‰Çè.þÿè)þÿH…ÀtDŽ$Œ‹„$Œ…À„þÿÿD‹Œ$€H=ÕõI‰ØL‰ñL‰úH‰î1ÀèÈþÿH‰„$ØéîýÿÿD@‰D$péÓýÿÿ1Àéäýÿÿè»þÿH…À…ÅýÿÿH‹=+à'H5|¨èŸþÿé­ýÿÿf.„è‹þÿH…À…•ýÿÿH‹=ûß'H5$©èoþÿé}ýÿÿf.„è[þÿH…À…eýÿÿH‹=Ëß'H5¬¨è?þÿéMýÿÿf.„è+þÿH…À…5ýÿÿH‹=›ß'H5©èþÿéýÿÿèõ
þÿDAWH‰÷H‰ÖHuîAVAUATI‰ÌH
ª&USHìH‹¹	%dH‹%(H‰„$ø
1ÀHD$PLŒ$ L„$€HDŽ$ÈÇD$0H‰D$H„$ÀÇD$|
ÇD$@HDŽ$ÐÿÿÿÿH‰D$H„$°HDŽ$ØÿÿÿÿH‰œ$€HDŽ$ÿÿÿÿH‰$1ÀH‰œ$ HDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$PH‰œ$°ÇD$`ÇD$pH‰œ$Àèœÿýÿ1҅Àt{L‹„$€H´$й
²¿è
þÿH…ÀH‰Å„i
L‹hH‹„$ØH9„$ÐtkH‹=Þ'H5
nèþÿH;¬$€tHƒm
„
H‹„$ÈH‹”$ÈH‹Œ$ø
dH3%(H‰Ð….HÄ[]A\A]A^A_ÀH‹´$ÀH9Þ„ÇH|$pH»§èVþÿ‰D$|‹D$|…À„vÿÿÿD‹L$pAƒù‡×ƒ|$P
H‹„$ÐH´$àL‹„$°º¿‰D$0H˜ÉH‰„$àƒá ƒÁèõÿýÿH…ÀI‰Æ„L‹HH‹„$àH9„$Є¯H‹=Ý'H5é§è|ÿýÿéçþÿÿ€H‹EH‰ïÿP0éæþÿÿÇD$péAÿÿÿèK
þÿH…À…ÇþÿÿH‹=»Ü'H5„¦è/ÿýÿé¯þÿÿf.„Hœ$ðLñ¦H
¥ëº
¾
1ÀH‰ßèþÿH‹=oÜ'H‰ÞèçþýÿéRþÿÿfH‹„$èL‹„$ H´$¹
º
¿L‰L$ ‰D$@HcD$0H‰„$èÞþýÿH…ÀI‰ÇL‹L$ „D
L‰L$(H‹Xèÿ
þÿ‹T$0H‰D$ 1ÀL‹L$(…Òëf„Hcƒƒ
P
9T$0ð‹D$pH=Õ…ÀtƒøH=€ÕH}ÕHEøHt$0HD$`HT$@L‰$L‰éI‰ÙH‰D$H‰t$I‰ðAÿԋD$01҅Àë€HcЃ,“
B
9D$0ðH‹|$ èÖüýÿèÑÿýÿH…ÀtÇD$|‹D$|…ÀuTL;¼$ „ýÿÿIƒ/
…ýÿÿI‹GL‰ÿÿP0éýÿÿèÿýÿH…À…÷üÿÿH‹=Û'H5‘¥ètýýÿéßüÿÿ€‹T$`H=:ðL‰ö1Àè3ÿýÿH‰„$ÈëèDÿýÿH…À…«üÿÿH‹=´Ú'H5ͥè(ýýÿé“üÿÿèýýÿfffff.„AWH‰÷H‰ÖH°éAVAUATI‰ÌH
á¤&USHìH‹É%dH‹%(H‰„$ø
1ÀHD$PLŒ$ L„$€HDŽ$ÈÇD$0H‰D$H„$ÀÇD$|
ÇD$@HDŽ$ÐÿÿÿÿH‰D$H„$°HDŽ$ØÿÿÿÿH‰œ$€HDŽ$ÿÿÿÿH‰$1ÀH‰œ$ HDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$PH‰œ$°ÇD$`ÇD$pH‰œ$Àè¬úýÿ1҅Àt{L‹„$€H´$й
²¿èüýÿH…ÀH‰Å„i
L‹hH‹„$ØH9„$ÐtkH‹=,Ù'H5iè ûýÿH;¬$€tHƒm
„
H‹„$ÈH‹”$ÈH‹Œ$ø
dH3%(H‰Ð….HÄ[]A\A]A^A_ÀH‹´$ÀH9Þ„ÇH|$pHk¤èfþÿ‰D$|‹D$|…À„vÿÿÿD‹L$pAƒù‡×ƒ|$P
H‹„$ÐH´$àL‹„$°º¿‰D$0H˜ÉH‰„$àƒá ƒÁèûýÿH…ÀI‰Æ„L‹HH‹„$àH9„$Є¯H‹=Ø'H5ù¢èŒúýÿéçþÿÿ€H‹EH‰ïÿP0éæþÿÿÇD$péAÿÿÿè[üýÿH…À…ÇþÿÿH‹=Ë×'H54£è?úýÿé¯þÿÿf.„Hœ$ðL
¢H
àæº
¾
1ÀH‰ßèÿýÿH‹=×'H‰Þè÷ùýÿéRþÿÿfH‹„$èL‹„$ H´$¹
º
¿L‰L$ ‰D$@HcD$0H‰„$èîùýÿH…ÀI‰ÇL‹L$ „D
L‰L$(H‹Xèýýÿ‹T$0H‰D$ 1ÀL‹L$(…Òëf„Hcƒƒ
P
9T$0ð‹D$pH= Ð…ÀtƒøH=ÐHÐHEøHt$0HD$`HT$@L‰$L‰éI‰ÙH‰D$H‰t$I‰ðAÿԋD$01҅Àë€HcЃ,“
B
9D$0ðH‹|$ èæ÷ýÿèáúýÿH…ÀtÇD$|‹D$|…ÀuTL;¼$ „ýÿÿIƒ/
…ýÿÿI‹GL‰ÿÿP0éýÿÿè úýÿH…À…÷üÿÿH‹=Ö'H5	¢è„øýÿéßüÿÿ€‹T$`H=JëL‰ö1ÀèCúýÿH‰„$ÈëèTúýÿH…À…«üÿÿH‹=ÄÕ'H5
¢è8øýÿé“üÿÿèøýÿfffff.„AWH‰÷H‰ÖHëäAVAUATI‰ÌH
±Ÿ&USHìH‹Ùÿ$dH‹%(H‰„$ø
1ÀHD$PLŒ$ L„$€HDŽ$ÈÇD$0H‰D$H„$ÀÇD$|
ÇD$@HDŽ$ÐÿÿÿÿH‰D$H„$°HDŽ$ØÿÿÿÿH‰œ$€HDŽ$ÿÿÿÿH‰$1ÀH‰œ$ HDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$PH‰œ$°ÇD$`ÇD$pH‰œ$Àè¼õýÿ1҅Àt{L‹„$€H´$й
²¿è%÷ýÿH…ÀH‰Å„i
L‹hH‹„$ØH9„$ÐtkH‹=<Ô'H5-dè°öýÿH;¬$€tHƒm
„
H‹„$ÈH‹”$ÈH‹Œ$ø
dH3%(H‰Ð….HÄ[]A\A]A^A_ÀH‹´$ÀH9Þ„ÇH|$pH« èvþÿ‰D$|‹D$|…À„vÿÿÿD‹L$pAƒù‡×ƒ|$P
H‹„$ÐH´$àL‹„$°º¿‰D$0H˜ÉH‰„$àƒá ƒÁèöýÿH…ÀI‰Æ„L‹HH‹„$àH9„$Є¯H‹=(Ó'H5	žèœõýÿéçþÿÿ€H‹EH‰ïÿP0éæþÿÿÇD$péAÿÿÿèk÷ýÿH…À…ÇþÿÿH‹=ÛÒ'H5tŸèOõýÿé¯þÿÿf.„Hœ$ðLH
âº
¾
1ÀH‰ßè&úýÿH‹=Ò'H‰ÞèõýÿéRþÿÿfH‹„$èL‹„$ H´$¹
º
¿L‰L$ ‰D$@HcD$0H‰„$èþôýÿH…ÀI‰ÇL‹L$ „D
L‰L$(H‹Xèøýÿ‹T$0H‰D$ 1ÀL‹L$(…Òëf„Hcƒƒ
P
9T$0ð‹D$pH=°Ë…ÀtƒøH= ËHËHEøHt$0HD$`HT$@L‰$L‰éI‰ÙH‰D$H‰t$I‰ðAÿԋD$01҅Àë€HcЃ,“
B
9D$0ðH‹|$ èöòýÿèñõýÿH…ÀtÇD$|‹D$|…ÀuTL;¼$ „ýÿÿIƒ/
…ýÿÿI‹GL‰ÿÿP0éýÿÿè°õýÿH…À…÷üÿÿH‹= Ñ'H5Ižè”óýÿéßüÿÿ€‹T$`H=ZæL‰ö1ÀèSõýÿH‰„$ÈëèdõýÿH…À…«üÿÿH‹=ÔÐ'H5MžèHóýÿé“üÿÿè.óýÿfffff.„AWH‰÷H‰ÖH&àAVAUATI‰ÌH
š&USHìH‹éú$dH‹%(H‰„$ø
1ÀHD$PLŒ$ L„$€HDŽ$ÈÇD$0H‰D$H„$ÀÇD$|
ÇD$@HDŽ$ÐÿÿÿÿH‰D$H„$°HDŽ$ØÿÿÿÿH‰œ$€HDŽ$ÿÿÿÿH‰$1ÀH‰œ$ HDŽ$àÿÿÿÿHDŽ$èÿÿÿÿÇD$PH‰œ$°ÇD$`ÇD$pH‰œ$ÀèÌðýÿ1҅Àt{L‹„$€H´$й
²¿è5òýÿH…ÀH‰Å„i
L‹hH‹„$ØH9„$ÐtkH‹=LÏ'H5=_èÀñýÿH;¬$€tHƒm
„
H‹„$ÈH‹”$ÈH‹Œ$ø
dH3%(H‰Ð….HÄ[]A\A]A^A_ÀH‹´$ÀH9Þ„ÇH|$pHëœè†
þÿ‰D$|‹D$|…À„vÿÿÿD‹L$pAƒù‡×ƒ|$P
H‹„$ÐH´$àL‹„$°º¿‰D$0H˜ÉH‰„$àƒá ƒÁè%ñýÿH…ÀI‰Æ„L‹HH‹„$àH9„$Є¯H‹=8Î'H5™è¬ðýÿéçþÿÿ€H‹EH‰ïÿP0éæþÿÿÇD$péAÿÿÿè{òýÿH…À…ÇþÿÿH‹=ëÍ'H5´›è_ðýÿé¯þÿÿf.„Hœ$ðL!˜H
Vݺ
¾
1ÀH‰ßè6õýÿH‹=ŸÍ'H‰ÞèðýÿéRþÿÿfH‹„$èL‹„$ H´$¹
º
¿L‰L$ ‰D$@HcD$0H‰„$èðýÿH…ÀI‰ÇL‹L$ „D
L‰L$(H‹Xè/óýÿ‹T$0H‰D$ 1ÀL‹L$(…Òëf„Hcƒƒ
P
9T$0ð‹D$pH=ÀÆ…ÀtƒøH=°ÆH­ÆHEøHt$0HD$`HT$@L‰$L‰éI‰ÙH‰D$H‰t$I‰ðAÿԋD$01҅Àë€HcЃ,“
B
9D$0ðH‹|$ èîýÿè
ñýÿH…ÀtÇD$|‹D$|…ÀuTL;¼$ „ýÿÿIƒ/
…ýÿÿI‹GL‰ÿÿP0éýÿÿèÀðýÿH…À…÷üÿÿH‹=0Ì'H5‰šè¤îýÿéßüÿÿ€‹T$`H=jáL‰ö1ÀècðýÿH‰„$ÈëètðýÿH…À…«üÿÿH‹=äË'H5šèXîýÿé“üÿÿè>îýÿfffff.„AUATI‰üUH‰õSHƒìH‹~H‹5%õ$H9÷tI‰Õèøñýÿ…	Ãt"òE»
òA$HƒÄ‰Ø[]A\A]ÃDH‰ïèhíýÿH…ÀtCò@òA$H‹HQÿH…ÒH‰tHƒÄ»
‰Ø[]A\A]ÀH‹PH‰ÇÿR0ëÛ@H‹}H‹5õ$H9÷t@èkñýÿ…Àu7H‹EH÷€¨„¢èmïýÿH…ÀHDâÊ'L‰îH‰ÇèWíýÿéPÿÿÿfH5ÄH‰ïè‘ìýÿH‰ÅH…ítÇètîýÿL‰êH‰îL‰çèæþÿÿ…ÀH‹Et.Hƒè
H…ÀH‰E…DÿÿÿH‹EH‰ï»
ÿP0é÷þÿÿf„Hƒè
H…ÀH‰E…mÿÿÿH‹EH‰ïÿP0é^ÿÿÿH‰ïè8ëýÿ…À„NÿÿÿH‰ï1öè†íýÿH‰Åépÿÿÿfffff.„AWH‰÷H‰ÖHÁÙAVAUATUH‰ÍH
0®&SHìHL‹=Yô$dH‹%(H‰„$81ÀH„$
HDŽ$èHDŽ$ÿÿÿÿDŽ$Ü

HDŽ$ÿÿÿÿLŒ$0DŽ$

L‰¼$à
L„$à
DŽ$
L‰¼$ð
DŽ$ 
L‰¼$DŽ$0
L‰¼$DŽ$@
L‰¼$ DŽ$P
DŽ$`
HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$p
HDŽ$ðL‰¼$0HDŽ$øL‰¼$@DŽ$€
L‰¼$PH‰D$HH„$ DŽ$
L‰¼$`H‰D$@H„$€HDŽ$pL‰¼$€HDŽ$ÿÿÿÿH‰D$8H„$ HDŽ$ ÿÿÿÿHDŽ$(ÿÿÿÿDŽ$ 
H‰D$0H„$DŽ$°
L‰¼$ DŽ$À
H‰D$(H„$HDŽ$°ÿÿÿÿHDŽ$ÀÿÿÿÿHDŽ$ÐÿÿÿÿH‰D$ H„$ð
HDŽ$àÿÿÿÿDŽ$Ð
H‰D$H„$`H‰D$H„$PH‰D$H„$@H‰$1ÀèÅèýÿ…À„½
ƒ¼$

L‹„$à
H´$º¿Ƀá ƒÁ
èêýÿH…ÀI‰Æ„R
Hœ$ðH‹´$0H‹–L‹`H‰ßèoûÿÿ‰„$Ü
‹„$Ü
…ÀuML;´$à
t
Iƒ.
„ùH‹„$èH‹„$èH‹œ$8dH3%(…¾HÄH[]A\A]A^A_ÃL¬$øH‹´$@HQ–L‰ïèñúÿÿ‰„$Ü
‹„$Ü
…À„~ÿÿÿH‹´$L9þ„*
H¼$ 
H[–è6þÿ‰„$Ü
‹„$Ü
…À„CÿÿÿD‹Œ$ 
Aƒù
†ŽHœ$0Lg–H
ÖH‰ߺ
¾
1Àè´íýÿH‹=Æ'H‰Þè•èýÿéóþÿÿI‹FL‰÷ÿP0éøþÿÿè{êýÿH…À…éþÿÿH‹=ëÅ'H5ä”è_èýÿéÑþÿÿf.„1ÀéÐþÿÿf„H‹´$ L9þtcH¼$@
H–è_þÿ‰„$Ü
‹„$Ü
…À„lþÿÿD‹Œ$@
Aƒù
v8Hœ$0L–H
KÕé(ÿÿÿDŽ$ 

éáþÿÿDŽ$@
ë«H‹´$€L9þ„íH¼$pH–è^ùÿÿ‰„$Ü
‹„$Ü
…À„ëýÿÿH‹´$L9þ„ÃH¼$0
H–è£þÿ‰„$Ü
‹„$Ü
…À„°ýÿÿD‹Œ$0
AAÿƒø
v	E…É…¥H‹´$ð
L9þ„ƒH¼$
H;–èNþÿ‰„$Ü
‹„$Ü
…À„[ýÿÿD‹Œ$
H‹„$IcÑH9ÐtmHœ$0L9–H
XÔé
þÿÿHDŽ$péÿÿÿDŽ$0
éHÿÿÿèæýÿH‹„$‰„$
ë‡Hœ$0Lg•H
òÓé»ýÿÿƒè
H´$M‰ø‰„$`
H‹„$¹º
¿‰„$P
H˜H‰„$èqæýÿH…ÀH‰„$°„†H‹„$°H‹´$PHé•H‹@H‰„$ÀH„$€
H‰ÇH‰„$èè%þÿ‰„$Ü
‹„$Ü
…À„2üÿÿD‹Œ$€
E…É~
Hc”$P
A9Ñ~AHœ$0LƕH
@Óéâüÿÿè•çýÿH…À…ïûÿÿH‹=Ã'H5•èyåýÿé×ûÿÿƒ¼$ 
¸
H´$àM‰ø¹¿HEº
H‰„$àè|åýÿH…ÀH‰„$¸„H‹„$¸H‹´$`H´•H‹@H‰„$ÈH„$
H‰ÇH‰„$ðè0
þÿ‰„$Ü
‹„$Ü
…À„=ûÿÿD‹Œ$
E…É~‹„$P
A9Á
D;Œ$€
}AHœ$0Lˆ•H
SÒéäûÿÿè—æýÿH…À…ñúÿÿH‹=Â'H5Дè{äýÿéÙúÿÿƒ¼$ 
º
H´$ÐM‰ø¹¿EЍ€‰”$p
º
H˜H‰„$ÐèsäýÿH…ÀH‰„$„™H‹„$ƒ¼$ 
H‹@H‰„$ЄËH‹´$ ‹„$P
L9þ‰„$À
„…H¼$°
H:•è
þÿ‰„$Ü
‹„$Ü
…ÀuYH‹œ$H‹H‰„$˜Hƒè
H…ÀH‰…ûùÿÿH‹CH‰ßÿP0éìùÿÿè„åýÿH……ÝùÿÿH‹=óÀ'H5„”ègãýÿéÅùÿÿHc„$P
H´$°M‰ø¹º
¿H‰„$°èsãýÿH…ÀH‰„$˜„ H‹„$˜H´$ÀM‰ø¹º
¿H‹@H‰„$Øk„$P
H˜H‰„$ÀèãýÿH…ÀH‰„$ „ H‹„$ H´$M‰ø¹º¿H‹@H‰„$àHc„$p
H‰„$H‰„$èÁâýÿH…ÀH‰„$¨„žH‹„$¨H´$ M‰ø¹º¿L‹HHc„$À
L‰Œ$øH‰„$ Hc„$°
H‰„$(è]âýÿH…ÀI‰ÇL‹Œ$ø„ƒ¼$@
L‹@HIºHDºH5½ÅHDЋ„$0
…À~ƒè
H5&ºHäHEðƒ¼$ 
H¹H=ºHŒ$P
L‰D$PL‰L$L„$`
M‰áL‰l$ H‰\$HDøH„$Ð
H‰„$€H‹„$ÈH‰D$xH‹„$ÐH‰D$pH‹„$àH‰D$hH‹„$ØH‰D$`H„$À
H‰D$XH‹„$ÀH‰D$HH„$ 
H‰D$@H„$pH‰D$8H‹„$ðH‰D$0H‹„$èH‰D$(H„$p
H‰D$H„$
H‰$1ÀÿÕèÏâýÿH…ÀtDŽ$Ü
‹„$Ü
…Àt8D‹Œ$Ð
L‹„$¸H=³Ï‹Œ$ 
H‹´$°L‰ú1ÀèdâýÿH‰„$èH‹œ$¨H‹H‰„$°Hƒè
H…ÀH‰u
H‹CH‰ßÿP0H‹œ$ H‹H‰„$¨Hƒè
H…ÀH‰u
H‹CH‰ßÿP0H‹œ$˜H‹H‰„$ Hƒè
H…ÀH‰…LüÿÿH‹CH‰ßÿP0é=üÿÿèóáýÿH…À…nÿÿÿH‹=c½'H5l’è×ßýÿéVÿÿÿèÍáýÿH…À…qÿÿÿH‹==½'H5þ‘è±ßýÿéYÿÿÿè§áýÿH…À@…pÿÿÿH‹=½'H5„‘è‡ßýÿéXÿÿÿè}áýÿH…À…¹ûÿÿH‹=í¼'H5‘èaßýÿé¡ûÿÿƒ¼$0
u‹„$
ƒÀ
+„$€
‰„$°
éoûÿÿH‹´$ DŽ$À

L9þ…8ûÿÿ¸
ëÑfAWH‰÷H‰ÖHÄÌAVAUATUSH‰ËH
 &HìXL‹5Éæ$dH‹%(H‰„$H1ÀH„$ðHDŽ$HDŽ$ÿÿÿÿDŽ$ü

HDŽ$ÿÿÿÿLŒ$PDŽ$ð
L‰´$L„$DŽ$
L‰´$DŽ$
L‰´$ DŽ$ 
L‰´$0DŽ$0
L‰´$@DŽ$@
DŽ$P
HDŽ$ ÿÿÿÿHDŽ$(ÿÿÿÿDŽ$`
DŽ$p
L‰´$PDŽ$€
L‰´$`DŽ$
L‰´$pH‰D$HH„$°DŽ$ 
L‰´$€H‰D$@H„$DŽ$°
L‰´$HDŽ$ ÿÿÿÿH‰D$8H„$@HDŽ$0ÿÿÿÿHDŽ$8ÿÿÿÿDŽ$À
H‰D$0H„$0DŽ$Ð
L‰´$°DŽ$à
H‰D$(H„$ HDŽ$ÀÿÿÿÿHDŽ$ÐÿÿÿÿHDŽ$àÿÿÿÿH‰D$ H„$HDŽ$ðÿÿÿÿDŽ$ð
H‰D$H„$€H‰D$H„$pH‰D$H„$`H‰$1Àè8Ûýÿ…À„ ƒ¼$ð
L‹„$H´$º¿Ƀá ƒÁ
è‘ÜýÿH…ÀI‰Å„µ
L¤$H‹´$PHVH‹hHDŽ$L‰çèÖíÿÿ…Àub‰„$ü
‹„$ü
…ÀupL;¬$tIƒm
„C
H‹„$H‹„$H‹œ$HdH3%(…5HÄX[]A\A]A^A_Ãfò„$¸
fZÀó„$p
é~ÿÿÿH‹´$`HéŽL‰çHDŽ$è-íÿÿ…ÀtòŒ$¸
fZÉóŒ$€
‰„$ü
‹„$ü
…À„8ÿÿÿH‹´$ L9ö„7
H¼$
HèS÷ýÿ‰„$ü
‹„$ü
…À„ýþÿÿD‹Œ$
Aƒù
†›Hœ$@L„ˆH
¶ÈH‰ߺ
¾
1ÀèÑßýÿH‹=:¸'H‰Þè²Úýÿé­þÿÿDI‹EL‰ïÿP0é®þÿÿf„è‹ÜýÿH…À…—þÿÿH‹=û·'H5LèoÚýÿéþÿÿf.„1Àé~þÿÿf„H‹´$@L9ötcH¼$0
H$Žèoöýÿ‰„$ü
‹„$ü
…À„þÿÿD‹Œ$0
Aƒù
v8Hœ$@L$ˆH
îÇéÿÿÿDŽ$

éÔþÿÿDŽ$0
ë«H‹´$L9ö„
HëL‰çHDŽ$ègëÿÿ…Àtò”$¸
fZÒó”$°
‰„$ü
‹„$ü
…À„rýÿÿH‹´$0L9ö„ÂH¼$ 
Hʍèõýÿ‰„$ü
‹„$ü
…À„7ýÿÿD‹Œ$ 
AAÿƒø
v	E…É…¤H‹´$L9ö„‚H¼$
Hµè8õýÿ‰„$ü
‹„$ü
…À„âüÿÿD‹Œ$
H‹„$IcÑH9ÐtlHœ$@L#ˆH
ÕÆéÚýÿÿDŽ$°
éÿÿÿDŽ$ 
éIÿÿÿèzØýÿH‹„$‰„$
ëˆHœ$@LR‡H
pÆé‰ýÿÿƒè
H´$ M‰ð‰„$P
H‹„$¹º
¿‰„$@
H˜H‰„$ è\ØýÿH…ÀH‰„$ „†H‹„$ H‹´$pH4H‹@H‰„$°H„$
H‰ÇH‰„$Øèôýÿ‰„$ü
‹„$ü
…À„ºûÿÿD‹Œ$
E…É~
Hc”$@
A9Ñ~AHœ$@L±‡H
¾Åé°üÿÿè€ÙýÿH…À…wûÿÿH‹=ð´'H5aŒèd×ýÿé_ûÿÿƒ¼$
¸
H´$ðM‰ð¹¿HEº
H‰„$ðèg×ýÿH…ÀH‰„$¨„H‹„$¨H‹´$€HόH‹@H‰„$¸H„$ 
H‰ÇH‰„$àèóýÿ‰„$ü
‹„$ü
…À„ÅúÿÿD‹Œ$ 
E…É~‹„$@
A9Á
D;Œ$
}AHœ$@Ls‡H
ÑÄé²ûÿÿè‚ØýÿH…À…yúÿÿH‹=ò³'H5ë‹èfÖýÿéaúÿÿƒ¼$
º
H´$àM‰ð¹¿EЍ€‰”$`
º
H˜H‰„$àè^ÖýÿH…ÀI‰Ätzƒ¼$
H‹@H‰„$À„¡H‹´$°‹„$@
L9ö‰„$à
„[H¼$Ð
H.Œè	òýÿ‰„$ü
‹„$ü
…ÀuEIƒ,$
…¬ùÿÿI‹D$L‰çÿP0éœùÿÿè—×ýÿH…À@…ŠùÿÿH‹=³'H5Œ‹èwÕýÿérùÿÿHc„$@
H´$ÀM‰ð¹º
¿H‰„$ÀèƒÕýÿH…ÀH‰„$„†H‹„$H´$ÐM‰ð¹º
¿H‹@H‰„$Èk„$@
H˜H‰„$Ðè-ÕýÿH…ÀH‰„$˜„
H‹„$˜H´$ M‰ð¹º¿H‹@H‰„$ÐHc„$`
H‰„$ H‰„$(èÑÔýÿH…ÀI‰Ç„‰L‹HHc„$à
H´$0M‰ð¹º¿L‰Œ$èH‰„$0Hc„$Ð
H‰„$8èzÔýÿH…ÀI‰ÆL‹Œ$脃¼$0
L‹@Hf¬Ha¬H5ڷHDЋ„$ 
…À~ƒè
H5C¬H.ÖHEðƒ¼$
H«H="¬HŒ$@
L‰D$PL‰L$L„$P
I‰éHDøH„$ð
H‰„$€H‹„$¸H‰D$xH‹„$ÀH‰D$pH‹„$ÐH‰D$hH‹„$ÈH‰D$`H„$à
H‰D$XH‹„$°H‰D$HH„$À
H‰D$@H„$°
H‰D$8H‹„$àH‰D$0H‹„$ØH‰D$(H„$€
H‰D$ H„$p
H‰D$H„$`
H‰D$H„$
H‰$1ÀÿÓèÜÔýÿH…ÀtDŽ$ü
‹„$ü
…Àt8D‹Œ$ð
L‹„$¨H=ÀÁ‹Œ$À
H‹´$ L‰ò1ÀèqÔýÿH‰„$Iƒ/
u
I‹GL‰ÿÿP0H‹œ$˜H‹H‰„$ Hƒè
H…ÀH‰u
H‹CH‰ßÿP0H‹œ$H‹H‰„$˜Hƒè
H…ÀH‰…vüÿÿH‹CH‰ßÿP0égüÿÿèÔýÿH…Àu‹H‹=¯'H5Ž‰è
Òýÿésÿÿÿè÷ÓýÿH…À@…qÿÿÿH‹=c¯'H5‰è×ÑýÿéYÿÿÿèÍÓýÿH…À…tÿÿÿH‹==¯'H5¦ˆè±Ñýÿé\ÿÿÿè§ÓýÿH…À@…ãûÿÿH‹=¯'H5,ˆè‡ÑýÿéËûÿÿƒ¼$ 
u‹„$ 
ƒÀ
+„$
‰„$Ð
é™ûÿÿH‹´$°DŽ$à

L9ö…bûÿÿ¸
ëÑ„AWH‰÷H‰ÖHw¿AVAUATUSH‰ËH
¿&Hì(L‹-éØ$dH‹%(H‰„$1ÀH„$ÐHDŽ$ØHDŽ$àÿÿÿÿDŽ$Ü

HDŽ$èÿÿÿÿLŒ$0DŽ$Ð
L‰¬$à
L„$à
DŽ$àL‰¬$ð
DŽ$ðL‰¬$DŽ$
L‰¬$DŽ$
L‰¬$ DŽ$ 
DŽ$0
HDŽ$ðÿÿÿÿHDŽ$øÿÿÿÿDŽ$@
DŽ$P
L‰¬$0DŽ$`
L‰¬$@DŽ$p
L‰¬$PH‰D$HH„$DŽ$€
L‰¬$`H‰D$@H„$pDŽ$
L‰¬$pHDŽ$€ÿÿÿÿH‰D$8H„$ HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$ 
H‰D$0H„$DŽ$°
L‰¬$DŽ$À
H‰D$(H„$HDŽ$ ÿÿÿÿHDŽ$°ÿÿÿÿHDŽ$ÀÿÿÿÿH‰D$ H„$ð
DŽ$Ð
H‰D$H„$`H‰D$H„$PH‰D$H„$@H‰$1ÀèdÍýÿ…À„,ƒ¼$Ð
L‹„$à
H´$຿Ƀá ƒÁ
è½ÎýÿH…ÀI‰Ç„Á
L¤$ÐH‹´$0Hz†H‹hHDŽ$ÐL‰çèàÿÿ…Àuf‰„$Ü
‹„$Ü
…Àu|L;¼$à
t
Iƒ/
„P
H‹„$ØH‹„$ØH‹œ$dH3%(…BHÄ([]A\A]A^A_Àò„$и
fZÀó„$P
ézÿÿÿ„H‹´$@H
†L‰çHDŽ$ÐèMßÿÿ…ÀtòŒ$и
fZÉóŒ$`
‰„$Ü
‹„$Ü
…À„,ÿÿÿH‹´$L9î„7
H¼$ðH؅èséýÿ‰„$Ü
‹„$Ü
…À„ñþÿÿD‹Œ$ðAƒù
†›Hœ$L¤zH
i»H‰ߺ
¾
1ÀèñÑýÿH‹=Zª'H‰ÞèÒÌýÿé¡þÿÿDI‹GL‰ÿÿP0é¡þÿÿf„è«ÎýÿH…À…ŠþÿÿH‹=ª'H5d„èÌýÿérþÿÿf.„1Àéqþÿÿf„H‹´$ L9îtcH¼$
H<…èèýÿ‰„$Ü
‹„$Ü
…À„
þÿÿD‹Œ$
Aƒù
v8Hœ$LDzH
¡ºéÿÿÿDŽ$ð
éÔþÿÿDŽ$
ë«H‹´$pL9î„
H…L‰çHDŽ$Ðè‡Ýÿÿ…Àtò”$и
fZÒó”$
‰„$Ü
‹„$Ü
…À„fýÿÿH‹´$L9î„ÂH¼$
Hâ„è­çýÿ‰„$Ü
‹„$Ü
…À„+ýÿÿD‹Œ$
AAÿƒø
v	E…É…¤H‹´$ð
L9î„‚H¼$àH̈́èXçýÿ‰„$Ü
‹„$Ü
…À„ÖüÿÿD‹Œ$àH‹„$àIcÑH9ÐtlHœ$LCzH
ˆ¹éÚýÿÿDŽ$
éÿÿÿDŽ$
éIÿÿÿèšÊýÿH‹„$à‰„$àëˆHœ$LryH
#¹é‰ýÿÿƒè
H´$€M‰艄$0
H‹„$è¹º
¿‰„$ 
H˜H‰„$€è|ÊýÿH…ÀH‰„$ˆ„†H‹„$ˆH‹´$PHL„H‹@H‰„$˜H„$p
H‰ÇH‰„$¸è0æýÿ‰„$Ü
‹„$Ü
…À„®ûÿÿD‹Œ$p
E…É~
Hc”$ 
A9Ñ~AHœ$LÑyH
q¸é°üÿÿè ËýÿH…À…kûÿÿH‹=§'H5yƒè„ÉýÿéSûÿÿƒ¼$ð¸
H´$ÀM‰è¹¿HEº
H‰„$Àè‡ÉýÿH…ÀH‰„$„H‹„$H‹´$`HçƒH‹@H‰„$ H„$€
H‰ÇH‰„$Àè;åýÿ‰„$Ü
‹„$Ü
…À„¹úÿÿD‹Œ$€
E…É~‹„$ 
A9Á
D;Œ$p
}AHœ$L“yH
„·é²ûÿÿè¢ÊýÿH…À…múÿÿH‹=¦'H5ƒè†ÈýÿéUúÿÿƒ¼$ðº
H´$°M‰è¹¿EЍ€‰”$@
º
H˜H‰„$°è~ÈýÿH…ÀI‰Ätzƒ¼$ðH‹@H‰„$¨„áH‹´$‹„$ 
L9$À
„›H¼$°
HFƒè)äýÿ‰„$Ü
‹„$Ü
…ÀuEIƒ,$
… ùÿÿI‹D$L‰çÿP0éùÿÿè·ÉýÿH…À@…~ùÿÿH‹=#¥'H5¤‚è—Çýÿéfùÿÿk„$ 
H´$ M‰è¹º
¿H˜H‰„$ è¡ÇýÿH…ÀH‰„$€„ÇH‹„$€H´$ðM‰è¹º¿H‹@H‰„$°Hc„$@
H‰„$ðH‰„$øèEÇýÿH…ÀI‰Æ„PL‹HHc„$À
H´$M‰è¹º¿L‰Œ$ÈH‰„$Hc„$°
H‰„$èîÆýÿH…ÀI‰ÅL‹Œ$È„Í
ƒ¼$
L‹@HڞH՞H5NªHDЋ„$
…À~ƒè
H5·žH¢ÈHEðƒ¼$ðH‘H=–žHŒ$ 
L‰D$PL‰L$L„$0
I‰éHDøH„$Ð
H‰D$xH‹„$ H‰D$pH‹„$¨H‰D$hH‹„$°H‰D$`H„$À
H‰D$XH‹„$˜H‰D$HH„$ 
H‰D$@H„$
H‰D$8H‹„$ÀH‰D$0H‹„$¸H‰D$(H„$`
H‰D$ H„$P
H‰D$H„$@
H‰D$H„$àH‰$ÿÓèbÇýÿH…ÀtDŽ$Ü
‹„$Ü
…Àt8D‹Œ$Ð
L‹„$H=F´‹Œ$ 
H‹´$ˆL‰ê1Àè÷ÆýÿH‰„$ØIƒ.
u
I‹FL‰÷ÿP0H‹œ$€H‹H‰„$ˆHƒè
H…ÀH‰…ýÿÿH‹CH‰ßÿP0éöüÿÿèÈÆýÿH…ÀDu¯H‹=7¢'H5à€è«Äýÿëšè¤ÆýÿH…uŸH‹=¢'H5x€è‹ÄýÿëŠè„ÆýÿH……£üÿÿH‹=ó¡'H5€ègÄýÿé‹üÿÿƒ¼$
u‹„$€
ƒÀ
+„$p
‰„$°
éYüÿÿH‹´$DŽ$À

L9î…"üÿÿ¸
ëÑ„AWH‰÷H‰ÖHê²AVAUATUH‰ÍH
 p&SHìÈH‹ÉË$dH‹%(H‰„$¸1ÀH„$ÀHDŽ$ˆ
ÇD$pDŽ$

DŽ$€LŒ$ 
H‰D$H„$°DŽ$DŽ$ HDŽ$
ÿÿÿÿL„$
HDŽ$˜
ÿÿÿÿDŽ$°H‰œ$
HDŽ$ 
ÿÿÿÿHDŽ$¨
ÿÿÿÿDŽ$ÀH‰œ$ 
HDŽ$0
ÿÿÿÿDŽ$ÐH‰œ$@
DŽ$àHDŽ$P
ÿÿÿÿHDŽ$`
ÿÿÿÿDŽ$ðH‰œ$p
DŽ$
H‰D$H„$p
H‰D$H„$@
H‰$1Àè>Áýÿ…À„¶ƒ¼$°
L‹„$
H´$
º¿Ƀá ƒÁè—ÂýÿH…ÀI‰Ç„‹H‹´$@
L‹`H9Þ„–H¼$€
Hï~HDŽ$€
èÖÓÿÿ…ÀuR‰„$
‹„$
…ÀuvH‹„$ˆ
H‹„$ˆ
H‹”$¸dH3%(…HÄÈ[]A\A]A^A_Àò„$€
¸
fZÀó„$Ðë‘‹„$
DŽ$Ѐ¿…ÀtŠH‹”$˜
H‹„$
H´$0
I‰ع¿9ÂA‰ƉD$pDNòM‰”$€‰„$º
IcÆH‰„$0
èrÁýÿH…ÀI‰Å„ûƒ¼$À
H‹@H´$ 
L‹„$ 
º¿H‰D$HHc„$Ƀá ƒÁH‰„$ 
èÁýÿH…ÀI‰Ã„ÒH‹@H‰D$P‹„$HcÐH;”$ 
tH‹=.ž'H5O~è¢ÀýÿéþÿÿDH‹´$p
H‹”$¨
H9މ”$ „8H¼$ðHA~L‰\$XèŸÜýÿL‹\$X‰„$
‹„$
…À„DþÿÿLcŒ$ðAƒùÿ…¢
E…ɸ
H´$P
IOÁI‰عº
¿L‰\$`H‰„$P
è:ÀýÿH…ÀH‰D$XL‹\$`„HH‹@H´$`
I‰عº
¿L‰\$`H‰D$hCD¶ÿH˜H‰„$`
èë¿ýÿH…ÀH‰ÃL‹\$`„*H„$
H|$pL‰\$`H”$ H´$€L‹L$PH‰D$8H‹CI‰øL‰áH‰D$0H„$ðH‰D$(H‹D$hH‰D$ H„$àH‰D$H„$ÐH‰D$H‹D$HH‰D$H„$H‰$ÿÕèÁýÿH…ÀL‹\$`tDŽ$
‹„$
…À…
Hƒ+
…ãüÿÿH‹CH‰ßÿP0éÔüÿÿ@1ÀéÙüÿÿf„è»ÀýÿH…À…²üÿÿH‹=+œ'H5{蟾ýÿéšüÿÿf.„E…ɏUþÿÿHœ$°
L|H
r­º
¾
1ÀH‰ßèmÃýÿH‹=֛'H‰ÞèN¾ýÿéIüÿÿf„9ÂMÂBp‰„$ðéØýÿÿè&ÀýÿH…À…üÿÿH‹=–›'H5{è
¾ýÿéüÿÿDèû¿ýÿH…À…òûÿÿH‹=k›'H5<{è߽ýÿéÚûÿÿ‹„$
L‹L$XH=ܬD‹„$àL‰éL‰ÚL‰þ‰$1À茿ýÿH‰„$ˆ
é²þÿÿ蚿ýÿH…À…‘ûÿÿH‹=
›'H5Ó{è~½ýÿéyûÿÿf„èk¿ýÿH…À…bûÿÿH‹=ۚ'H5ô{èO½ýÿéJûÿÿè5½ýÿDAWH‰÷H‰ÖHM¬AVAUATI‰ÌH
Ñh&USHì˜H‹ùÄ$dH‹%(H‰„$ˆ1ÀH„$ HDŽ$X
ÇD$PDŽ$ì
ÇD$`LŒ$
H‰D$H„$ÇD$pDŽ$€HDŽ$`
ÿÿÿÿL„$ðH‰D$H„$@
HDŽ$h
ÿÿÿÿDŽ$H‰œ$ðHDŽ$p
ÿÿÿÿHDŽ$x
ÿÿÿÿDŽ$ H‰œ$
HDŽ$
ÿÿÿÿDŽ$°H‰œ$ 
DŽ$ÀHDŽ$0
ÿÿÿÿDŽ$ÐH‰œ$@
DŽ$àH‰D$H„$ 
H‰$1À耺ýÿ…À„xƒ¼$
L‹„$ðH´$`
º¿Ƀá ƒÁèٻýÿH…ÀH‰Å„MH‹´$ 
L‹hH9Þ„˜H¼$P
H©zHDŽ$P
èÍÿÿ…ÀuT‰„$싄$ì…ÀuxH‹„$X
H‹„$X
H‹œ$ˆdH3%(…ïHĘ[]A\A]A^A_Ãf„ò„$P
¸
fZÀó„$°ë‹„$ìDŽ$°€¿…ÀtˆH‹”$h
H‹„$`
H´$
I‰ع¿9ÂA‰ƉD$PDNòM‰T$`‰D$pº
IcÆH‰„$
踺ýÿH…ÀI‰Ç„˃¼$ 
H‹@H´$p
L‹„$
º¿H‰D$8HcD$pɃá ƒÁH‰„$p
ègºýÿH…ÀI‰Ã„£L‹H‹D$pHcÐH;”$p
tH‹=—'H5 wèó¹ýÿé¬þÿÿfDH‹´$@
H‹”$x
H9މ”$€„H¼$ÐHÙyL‰L$HL‰\$@èêÕýÿL‹L$HL‹\$@‰„$싄$ì…À„HþÿÿHc„$Ѓøÿ…i
…:
H´$0
HOÐI‰عH‰”$0
¿º
L‰L$HL‰\$@è}¹ýÿH…ÀH‰ÃL‹\$@L‹L$H„Õ
H„$àH|$PL‰\$@H”$€Ht$`L‰éH‰D$0H„$ÐI‰øH‰D$(H‹CH‰D$ H„$ÀH‰D$H„$°H‰D$H‹D$8H‰D$HD$pH‰$AÿÔ貺ýÿH…ÀL‹\$@tDŽ$싄$ì…À„Lýÿÿ‹„$àD‹„$ÀH=§I‰ÙL‰ùL‰ÚH‰î‰$1ÀèBºýÿH‰„$X
éýÿÿD1Àéýÿÿf„è;ºýÿH…À…ðüÿÿH‹=«•'H5wè¸ýÿéØüÿÿf.„…ÀþÿÿHœ$€
LvH
&§A‰z
¾
H‰ß1Àèë¼ýÿH‹=T•'H‰Þè̷ýÿé…üÿÿ€C69ÂMÂ9ÈLÁD
ñ
ȉ„$Ðéþÿÿ蜹ýÿH…À…QüÿÿH‹=•'H5
w耷ýÿé9üÿÿès¹ýÿH…À…(üÿÿH‹=ã”'H5,wèW·ýÿéüÿÿèM¹ýÿH…À…üÿÿH‹=½”'H5–wè1·ýÿéêûÿÿè·ýÿ€AWH‰÷H‰ÖHY¦AVAUATUH‰ÍH
0w&SHìL‹=پ$dH‹%(H‰„$1ÀH„$àHDŽ$¸HDŽ$ÐÿÿÿÿDŽ$¼

HDŽ$ØÿÿÿÿLŒ$DŽ$à
L‰¼$À
L„$À
DŽ$ðL‰¼$Ð
DŽ$
L‰¼$à
DŽ$
L‰¼$ð
DŽ$ 
L‰¼$DŽ$0
DŽ$@
HDŽ$àÿÿÿÿHDŽ$èÿÿÿÿDŽ$P
HDŽ$ÀL‰¼$HDŽ$ÈL‰¼$ DŽ$`
L‰¼$0H‰D$HH„$€DŽ$p
L‰¼$@H‰D$@H„$`HDŽ$PL‰¼$`HDŽ$pÿÿÿÿH‰D$8H„$HDŽ$ðÿÿÿÿHDŽ$øÿÿÿÿDŽ$€
H‰D$0H„$ð
DŽ$
L‰¼$€DŽ$ 
H‰D$(H„$à
HDŽ$ÿÿÿÿHDŽ$ ÿÿÿÿHDŽ$°ÿÿÿÿH‰D$ H„$Ð
DŽ$°
H‰D$H„$@H‰D$H„$0H‰D$H„$ H‰$1ÀèQ³ýÿ…À„É
ƒ¼$à
L‹„$À
H´$к¿Ƀá ƒÁ
誴ýÿH…ÀI‰Æ„^
Hœ$ÀH‹´$HGuL‹`H‰ßèûÅÿÿ‰„$¼
‹„$¼
…ÀuQL;´$À
t
Iƒ.
„
H‹„$¸H‹„$¸H‹œ$dH3%(…ÊHÄ[]A\A]A^A_Ã@L¬$ÈH‹´$ H	uL‰ïèyÅÿÿ‰„$¼
‹„$¼
…À„zÿÿÿH‹´$à
L9þ„2
H¼$
Huè¾Ïýÿ‰„$¼
‹„$¼
…À„?ÿÿÿD‹Œ$
Aƒù
†–Hœ$Lï`H
¦¢H‰ߺ
¾
1Àè<¸ýÿH‹=¥'H‰Þè³ýÿéïþÿÿ„I‹FL‰÷ÿP0éìþÿÿèû´ýÿH…À…ÝþÿÿH‹=k'H5”sè߲ýÿéÅþÿÿf.„1ÀéÄþÿÿf„H‹´$L9þtcH¼$ 
H|tèßÎýÿ‰„$¼
‹„$¼
…À„`þÿÿD‹Œ$ 
Aƒù
v8Hœ$L”`H
ã¡é ÿÿÿDŽ$

éÙþÿÿDŽ$ 
ë«H‹´$`L9þ„íH¼$PH;tèÞÃÿÿ‰„$¼
‹„$¼
…À„ßýÿÿH‹´$ð
L9þ„ÃH¼$
HHtè#Îýÿ‰„$¼
‹„$¼
…À„¤ýÿÿD‹Œ$
AAÿƒø
v	E…É…¥H‹´$Ð
L9þ„ƒH¼$ðH3tèÎÍýÿ‰„$¼
‹„$¼
…À„OýÿÿD‹Œ$ðH‹„$ÐIcÑH9ÐtmHœ$L¹`H
ð éþÿÿHDŽ$PéÿÿÿDŽ$
éHÿÿÿè±ýÿH‹„$Љ„$ðë‡Hœ$Lç_H
Š é³ýÿÿƒè
H´$pM‰ø‰„$@
H‹„$عº
¿‰„$0
H˜H‰„$pèñ°ýÿH…ÀH‰„$˜„†H‹„$˜H‹´$0H±sH‹@H‰„$¨H„$`
H‰ÇH‰„$Èè¥Ìýÿ‰„$¼
‹„$¼
…À„&üÿÿD‹Œ$`
E…É~
Hc”$0
A9Ñ~AHœ$LF`H
؟éÚüÿÿè²ýÿH…À…ãûÿÿH‹=…'H5Þrèù¯ýÿéËûÿÿƒ¼$
¸
H´$°M‰ø¹¿HEº
H‰„$°èü¯ýÿH…ÀH‰„$ „H‹„$ H‹´$@HLsH‹@H‰„$°H„$p
H‰ÇH‰„$Ðè°Ëýÿ‰„$¼
‹„$¼
…À„1ûÿÿD‹Œ$p
E…É~‹„$0
A9Á
D;Œ$`
}AHœ$L`H
ëžéÜûÿÿè±ýÿH…À…åúÿÿH‹=‡Œ'H5hrèû®ýÿéÍúÿÿƒ¼$
º
H´$ M‰ø¹¿EЍ€‰”$P
º
H˜H‰„$ èó®ýÿH…ÀH‰„$€„™H‹„$€ƒ¼$
H‹@H‰„$¸„H‹´$€‹„$0
L9þ‰„$ 
„¿H¼$
HšrèÊýÿ‰„$¼
‹„$¼
…ÀuYH‹œ$€H‹H‰„$ˆHƒè
H…ÀH‰…ïùÿÿH‹CH‰ßÿP0éàùÿÿè°ýÿH……ÑùÿÿH‹=s‹'H5äqèç­ýÿé¹ùÿÿk„$0
H´$M‰ø¹º
¿H˜H‰„$èñ­ýÿH…ÀH‰„$ˆ„×H‹„$ˆH´$àM‰ø¹º¿H‹@H‰„$ÀHc„$P
H‰„$àH‰„$è蕭ýÿH…ÀH‰„$„\H‹„$H´$ðM‰ø¹º¿L‹HHc„$ 
L‰Œ$ØH‰„$ðHc„$
H‰„$øè1­ýÿH…ÀI‰ÇL‹Œ$Ø„Ö
ƒ¼$ 
L‹@H…H…H5‘HDЋ„$
…À~ƒè
H5ú„Hå®HEðƒ¼$
HԃH=لHŒ$0
L‰D$PL‰L$L„$@
M‰áL‰l$ H‰\$HDøH„$°
H‰D$xH‹„$°H‰D$pH‹„$¸H‰D$hH‹„$ÀH‰D$`H„$ 
H‰D$XH‹„$¨H‰D$HH„$€
H‰D$@H„$PH‰D$8H‹„$ÐH‰D$0H‹„$ÈH‰D$(H„$P
H‰D$H„$ðH‰$ÿÕ赭ýÿH…ÀtDŽ$¼
‹„$¼
…Àt8D‹Œ$°
L‹„$ H=™š‹Œ$€
H‹´$˜L‰ú1ÀèJ­ýÿH‰„$¸H‹œ$H‹H‰„$˜Hƒè
H…ÀH‰u
H‹CH‰ßÿP0H‹œ$ˆH‹H‰„$Hƒè
H…ÀH‰…ÛüÿÿH‹CH‰ßÿP0éÌüÿÿè­ýÿH…Àu›H‹=vˆ'H5pèêªýÿë†èã¬ýÿH…Àu¥H‹=Wˆ'H5¨oè˪ýÿëèĬýÿH……üÿÿH‹=3ˆ'H54o觪ýÿégüÿÿƒ¼$
u‹„$p
ƒÀ
+„$`
‰„$
é5üÿÿH‹´$€DŽ$ 

L9þ…þûÿÿ¸
ëÑ„AWH‰÷H‰ÖHšAVAUATUH‰ÍH
 V&SHì¸H‹	²$dH‹%(H‰„$¨1ÀH„$ÀHDŽ$x
ÇD$pDŽ$ü
DŽ$€LŒ$
H‰D$H„$°DŽ$DŽ$ HDŽ$€
ÿÿÿÿL„$
HDŽ$ˆ
ÿÿÿÿDŽ$°H‰œ$
HDŽ$
ÿÿÿÿHDŽ$˜
ÿÿÿÿDŽ$ÀH‰œ$
HDŽ$ 
ÿÿÿÿHDŽ$0
H‰œ$@
DŽ$ÐHDŽ$P
ÿÿÿÿHDŽ$`
ÿÿÿÿDŽ$àH‰œ$p
DŽ$ðH‰D$H„$p
H‰D$H„$@
H‰$1Àè}§ýÿ…À„ƒ¼$°
L‹„$
H´$€
º¿Ƀá ƒÁè֨ýÿH…ÀI‰Ç„ZH‹´$@
L‹`H9ÞtiH¼$0
H"nè%ºÿÿ‰„$ü‹„$ü…Àu_H‹„$x
H‹„$x
H‹”$¨dH3%(…rHĸ[]A\A]A^A_Ãf.„‹„$üòqSò„$0
…Àt¡H‹”$ˆ
H‹„$€
H´$ 
I‰ع¿9ÂA‰ƉD$pDNòM‰”$€‰„$º
IcÆH‰„$ 
èܧýÿH…ÀI‰Å„õƒ¼$À
H‹@H´$
L‹„$
º¿H‰D$HHc„$Ƀá ƒÁH‰„$
舧ýÿH…ÀI‰Ã„ÌH‹@H‰D$P‹„$HcÐH;”$
tH‹=˜„'H5¹dè§ýÿé´þÿÿ€H‹´$p
H‹”$˜
H9މ”$ „0H¼$àHimL‰\$XèÃýÿL‹\$X‰„$ü‹„$ü…À„YþÿÿLcŒ$àAƒùÿ…š
E…ɸ
H´$P
IOÁI‰عº
¿L‰\$`H‰„$P
袦ýÿH…ÀH‰D$XL‹\$`„@H‹@H´$`
I‰عº
¿L‰\$`H‰D$hCD¶ÿH˜H‰„$`
èS¦ýÿH…ÀH‰ÃL‹\$`„"H„$ðH|$pL‰\$`H”$ H´$€L‹L$PH‰D$8H‹CI‰øL‰áH‰D$0H„$àH‰D$(H‹D$hH‰D$ H„$ÐH‰D$H„$0
H‰D$H‹D$HH‰D$H„$H‰$ÿÕèy§ýÿH…ÀL‹\$`tDŽ$ü‹„$ü…À…
Hƒ+
…øüÿÿH‹CH‰ßÿP0ééüÿÿ@1Àéîüÿÿè+§ýÿH…À…ÏüÿÿH‹=›‚'H5|jè¥ýÿé·üÿÿf.„E…ɏ]þÿÿHœ$ 
LcH
Ԕº
¾
1ÀH‰ßèݩýÿH‹=F‚'H‰Þ辤ýÿéfüÿÿf„9ÂMÂBp‰„$àéàýÿÿ薦ýÿH…À…:üÿÿH‹=‚'H5jèz¤ýÿé"üÿÿDèk¦ýÿH…À…üÿÿH‹=ہ'H5œjèO¤ýÿé÷ûÿÿ‹„$ðL‹L$XH=L“D‹„$ÐL‰éL‰ÚL‰þ‰$1Àèü¥ýÿH‰„$x
éºþÿÿè
¦ýÿH…À…®ûÿÿH‹=z'H5Ëjèî£ýÿé–ûÿÿf„èۥýÿH…À…ûÿÿH‹=K'H5ìj迣ýÿégûÿÿ襣ýÿDAWH‰÷H‰ÖH¨“AVAUATI‰ÌH
O&USHìˆH‹i«$dH‹%(H‰„$x1ÀH„$ HDŽ$H
ÇD$PDŽ$Ü
ÇD$`LŒ$ðH‰D$H„$ÇD$pDŽ$€HDŽ$P
ÿÿÿÿL„$àH‰D$H„$@
HDŽ$X
ÿÿÿÿDŽ$H‰œ$àHDŽ$`
ÿÿÿÿHDŽ$h
ÿÿÿÿDŽ$ H‰œ$ðHDŽ$
ÿÿÿÿHDŽ$
H‰œ$ 
DŽ$°HDŽ$0
ÿÿÿÿDŽ$ÀH‰œ$@
DŽ$ÐH‰D$H„$ 
H‰$1Àèï ýÿ…À„?ƒ¼$
L‹„$àH´$P
º¿Ƀá ƒÁèH¢ýÿH…ÀH‰Å„H‹´$ 
L‹hH9ÞtcH¼$
H¤i藳ÿÿ‰„$܋„$܅ÀuYH‹„$H
H‹„$H
H‹œ$xdH3%(…ÂHĈ[]A\A]A^A_Ã@‹„$ÜòéLò„$
…Àt§H‹”$X
H‹„$P
H´$
I‰ع¿9ÂA‰ƉD$PDNòM‰T$`‰D$pº
IcÆH‰„$
èZ¡ýÿH…ÀI‰Ç„½ƒ¼$ 
H‹@H´$`
L‹„$ðº¿H‰D$8HcD$pɃá ƒÁH‰„$`
è	¡ýÿH…ÀI‰Ã„•L‹H‹D$pHcÐH;”$`
tH‹=!~'H5B^蕠ýÿéËþÿÿH‹´$@
H‹”$h
H9މ”$€„H¼$ÀH	iL‰L$HL‰\$@蒼ýÿL‹L$HL‹\$@‰„$܋„$܅À„mþÿÿHc„$Àƒøÿ…a
…:
H´$0
HOÐI‰عH‰”$0
¿º
L‰L$HL‰\$@è% ýÿH…ÀH‰ÃL‹\$@L‹L$H„Í
H„$ÐH|$PL‰\$@H”$€Ht$`L‰éH‰D$0H„$ÀI‰øH‰D$(H‹CH‰D$ H„$°H‰D$H„$
H‰D$H‹D$8H‰D$HD$pH‰$AÿÔèZ¡ýÿH…ÀL‹\$@tDŽ$܋„$܅À„qýÿÿ‹„$ÐD‹„$°H=5ŽI‰ÙL‰ùL‰ÚH‰î‰$1Àèê ýÿH‰„$H
é8ýÿÿD1Àé<ýÿÿèë ýÿH…À…ýÿÿH‹=[|'H5LfèϞýÿéýÿÿf.„…À—þÿÿHœ$p
LÁ\H
NA‰z
¾
H‰ß1À蛣ýÿH‹=|'H‰Þè|žýÿé²üÿÿ€C69ÂMÂ9ÈLÁD
ñ
ȉ„$ÀéþÿÿèL ýÿH…À…~üÿÿH‹=¼{'H5Efè0žýÿéfüÿÿè# ýÿH…À…UüÿÿH‹=“{'H5dfèžýÿé=üÿÿèýŸýÿH…À…/üÿÿH‹=m{'H5Îfèáýÿéüÿÿèǝýÿ€AWM‰ÇAVAUATI‰üUH‰õSH‰ËHƒì(H‹¿¥$H9G‰T$L‰L$„ÌH5ȍè ýÿ…ÀulH5
L䍏
ýÿ…À…
I‹D$H;‰¥$tH‹pH= ¹ó¦…ß
H…턆H‰ïE1öè+¡ýÿ‹|$ÇD$
D,ëgf„H5LL‰çE1íè^œýÿH…À…ÓI‹D$Hqf¾
H‹HH‹‘¥$H‹81Àè¡ýÿé¯f.„ÇD$E1öE1íH5L‰çèCœýÿ…À…ë
H5L‰çè,œýÿE1ɅÀ…y
H…ítH‰ïD‰L$èo ýÿD‹L$A‰ÆD‹d$D‰èE
ôE9ìEOå1ÒD‰áD)ñ…ÉIÑD)ÈA9ĉ}NH‹ï¤$HfE‰èD‰á¾
H‹81Àè[ ýÿè&žýÿH‰Â1ÀH…Ò„0HƒÄ([]A\A]A^A_Ãf„Icü蘝ýÿI‰D‹+E…í~*H‹
Σ$1ÀH‹HƒÂ
HcøƒÀ
H‰I‹7H‰LþD‹+D9è|ãH…ít8E9ì~3D‰èë@‹D‰îH‰ï)ÆHcöèþ›ýÿHƒ
IcÍAƒÅ
I‹E9ìH‰DÊÖHƒÄ(¸
[]A\A]A^A_ÃfL‰ç踙ýÿ…À„[þÿÿH…í„—
H‰ïè?Ÿýÿ…ÀA‰ÆŽH‹å£$H=ndº<¾
H‹èDŸýÿéôþÿÿ€H5s‹L‰çD‰L$èTšýÿI‰ÄH‹@D‹L$ö€«…s
Iƒ,$
…OþÿÿI‹D$D‰L$L‰çÿP0D‹L$é5þÿÿfDH5‹L‰çè
šýÿH5‹H‰ÇH‰D$è-šýÿ…ÀH‹T$…èH…Ò„ÜýÿÿHƒ*
…ÒýÿÿH‹BH‰×ÿP0éÃýÿÿfDH5œŠL‰ç詙ýÿH5…ŠH‰ÇI‰Æèיýÿ…À…×H…í„åH‰ïèžýÿ‹|$D,L‰àM…ö„ýÿÿI‹>HWÿH…ÒI‰…ùüÿÿI‹VH‰D$L‰÷ÿR0H‹D$éàüÿÿfDH‹t$H‹=\w'‰D$èәýÿ‹D$é²ýÿÿf.„D‹l$ÇD$
E1öééüÿÿH5÷‰H‰×èé˜ýÿH‰Ç聘ýÿH‹T$A‰ÅD+l$éïþÿÿ€L‰çè`ýÿA‰Áé}þÿÿH5”‰L‰÷E1í覘ýÿé.ÿÿÿD‹l$L‰àé!ÿÿÿD‹l$ÇD$
épüÿÿI‰ÄE1öÇD$
é]üÿÿffffff.„SH‰÷H‰ÖHr‰HìH‹ܠ$dH‹%(H‰„$1ÀHÇÀÿÿÿÿH‰L$XHDŽ$H‰„$H‰„$LŒ$°
H‰„$À
H‰„$Ð
L„$€
H‰„$ H‰„$(H
²U&H‰„$à
H‰„$H„$
DŽ$\

DŽ$ÐH‰D$(H„$
H‰œ$`
DŽ$àH‰œ$p
H‰D$ H‹(Ÿ$H‰œ$€
HDŽ$
HDŽ$ 
DŽ$ðDŽ$
H‰œ$°
DŽ$
DŽ$ 
DŽ$0
DŽ$@
H‰œ$ð
DŽ$P
H‰D$H„$ð
H‰D$H„$p
H‰D$H„$`
H‰$1Àè!–ýÿ…À„YH‹´$p
H9Þ„¨H¼$àH¹a脳ýÿ‰„$\
‹„$\
…Àu2H‹„$H‹„$H‹Œ$dH3%(…­HÄ[ÃfD‹Œ$àAƒù
vRHœ$L“aH
e‡º
¾
1ÀH‰ßè؛ýÿH‹=At'H‰Þ蹖ýÿë…€DŽ$àécÿÿÿH‹¼$€
èã”ýÿ…À…›
H‹
ž$H‹´$
L
]aH‹¼$€
L„$ 
º‹
‰D$dè…øÿÿ…À„ÿÿÿH‹”$€
H‹†ž$H¼$0H‹5Ÿž$H‹H‰H‹$H‹”$ 
H‰Œ$€
H‹H‰H‰Œ$ 
¹óH¥H‹´$`
H;5՝$„ÞH¼$ÐHaè²ýÿ‰„$\
‹„$\
…ÀtKD‹Œ$ÐAƒù
†àHœ$LaH
6†¾
º
1ÀH‰ß蕚ýÿH‹=þr'H‰Þèv•ýÿH‹”$€
H‹¯$H‹
$H‰H‹Hƒ*
tvH‹”$ 
H‹åœ$H´$0¹H‹=¡$óH¥H‰H‹¼œ$‹T$d‰éçýÿÿf„1ÀéçýÿÿDŽ$Ð
é-ÿÿÿf„H‹¼$€
裙ýÿéSþÿÿH‹9H‹GÿP0é{ÿÿÿƒ¼$

L‹„$°
H´$º¿Ƀá ÁèݔýÿH…ÀH‰D$h„H‹@H‰D$pH‹„$H;„$tH‹=íq'H5f`èa”ýÿéæþÿÿƒ¼$Ð
H‹5œ$º
H´$Ð
‰„$
‰„$ð¹¿DŽ$ 
I‰ØDÐH˜‰”$0
º
H‰„$Ð
è<”ýÿH…ÀH‰D$x„DH‹@H´$ I‰عº¿H‰„$˜Hc„$0
H‰„$ Hc„$ðH‰„$(èã“ýÿH…ÀH‰„$ˆ„9H‹@H´$À
I‰عº
¿H‰„$¨Hc„$ðH‰„$À
藓ýÿH…ÀH‰„$„H‹@H´$I‰عº
¿H‰„$°Hc„$ðH‰„$èK“ýÿH…ÀH‰„$€„H‹´$ð
H‹@H9ÞH‰„$¸„
H¼$@
H.`è	¯ýÿ‰„$\
‹„$\
…À„ÁLcŒ$@
Aƒùÿt‹„$ðº

ÀNÂA9ÁŒVL‹jš$E…ɸ
H´$à
IOyº
¿H‰„$à
蒒ýÿH…ÀH‰„$À„ÅH‹@H‹=¦š$H‰„$Èè9“ýÿ…À„
DŽ$\
è”ýÿH…ÀtDŽ$\
‹„$\
…À…#H‹”$€H‹H‰„$ Hƒè
H…ÀH‰…YüÿÿH‹BH‰×ÿP0éJüÿÿ‹„$ð@‰„$@
éèþÿÿ襓ýÿH…À…&üÿÿH‹=o'H5Æ]艑ýÿéüÿÿè“ýÿH…À…üÿÿH‹=ïn'H5]èc‘ýÿéèûÿÿèI‘ýÿèT“ýÿH……ÔûÿÿH‹=Ãn'H5¼]è7‘ýÿé¼ûÿÿè-“ýÿH…À…®ûÿÿH‹=n'H5Þ]è‘ýÿé–ûÿÿƒ¼$àHHhH5ÉtH=FiHŒ$ðÇD$P
ÇD$H
LŒ$
L‹D$pHÃ#ÿÿHDðƒ¼$ÐHDøH„$P
H‰D$@H‹„$¸H‰D$8H„$@
H‰D$0H‹„$ÈH‰D$(H„$0
H‰D$ H‹„$¨H‰D$H‹„$˜H‰D$H‹„$°H‰D$H„$ 
H‰$H‹D$XÿÐéþÿÿHœ$LÄ]H
рº
¾
1ÀH‰ßè•ýÿH‹=‚m'H‰Þèúýÿéþÿÿèð‘ýÿH…À…qúÿÿH‹=`m'H5é\èԏýÿéYúÿÿ‹„$P
L‹Œ$ˆH=€€L‹D$xH‹Œ$‹”$ 
H‹t$h‰D$H‹„$ÀH‰$1Àèi‘ýÿH‰„$éŠýÿÿèw‘ýÿH…À…|ýÿÿH‹=çl'H5H]è[ýÿédýÿÿfDSH‰÷H‰ÖH€Hì H‹—$dH‹%(H‰„$1ÀHÇÀÿÿÿÿH‰L$hHDŽ$H‰„$ H‰„$(LŒ$À
H‰„$Ð
H‰„$0L„$
H‰„$8H‰„$à
H
²K&H‰„$H‰„$H„$
DŽ$l

DŽ$àH‰D$(H„$ 
H‰œ$p
DŽ$ðH‰œ$€
H‰D$ H‹h•$H‰œ$
HDŽ$ 
HDŽ$°
DŽ$
DŽ$
H‰œ$À
DŽ$ 
DŽ$0
DŽ$@
DŽ$P
H‰œ$ð
DŽ$`
H‰D$H„$ð
H‰D$H„$€
H‰D$H„$p
H‰$1ÀèaŒýÿ…À„Ùƒ¼$

L‹„$À
H´$ º¿Ƀá ƒÁ躍ýÿH…ÀH‰D$`„¬H‹@H‰D$pH‹„$(H9„$ tIH‹=Êj'H5CYè>ýÿH‹„$H‹„$H‹”$dH3%(…¡HÄ [ÃfDH‹´$€
H9Þ„H¼$ðHh[è#©ýÿ‰„$l
‹„$l
…Àt“D‹Œ$ðAƒù
vCHœ$LdWH
•}º
¾
1ÀH‰ß詑ýÿH‹=j'H‰Þ芌ýÿéGÿÿÿDH‹¼$
DŽ$0
踊ýÿ…À…Æ
H‹
Q”$H‹´$ 
L
[H‹¼$
L„$°
º
‹
‰D$|èZîÿÿ…À„äþÿÿH‹”$
H‹‹”$H¼$@H‹5,“$H‹H‰H‹·“$H‹”$°
H‰Œ$
H‹H‰H‰Œ$°
¹óH¥H‹´$p
H;5ª“$„4
H¼$àH­Zèè§ýÿ‰„$l
‹„$l
…ÀtKD‹Œ$àAƒù
†
Hœ$LåVH
j|¾
º
1ÀH‰ßèjýÿH‹=Óh'H‰ÞèK‹ýÿH‹”$
H‹´“$H‹
õ’$H‰H‹Hƒ*
„­H‹”$°
H‹֒$H´$@¹H‹=*’$óH¥H‰H‹í’$‹T$|‰é¬ýÿÿf.„DŽ$ðéôýÿÿ1Àé›ýÿÿf„軌ýÿH…À…týÿÿH‹=+h'H5ÔX蟊ýÿé\ýÿÿH‹¼$
èMýÿé(þÿÿDŽ$à
é×þÿÿH‹9H‹GÿP0éDÿÿÿH‹„$(H‹”$ H´$Ð
H‹2’$¹¿‰„$
‰”$ 
H˜I‰غ
H‰„$Ð
è[ŠýÿH…ÀH‰„$ˆ„™H‹@H´$I‰عº
¿H‰„$˜Hc„$
H‰„$èŠýÿH…ÀH‰„$€„ŠH‹´$ð
H‹@H9ÞH‰„$ „H¼$P
HrYèͥýÿ‰„$l
‹„$l
…À„»
LcŒ$P
Aƒùÿt‹„$
º

ÀNÂA9ÁŒÛƒ¼$à
¸
H‹!‘$D„$
H´$à
E…ɹº
¿I‰؉„$@
¸
IOÁH‰„$à
è7‰ýÿH…ÀH‰„$°„ØH‹@H´$I‰عº
¿H‰„$ÀHc„$
H‰„$èëˆýÿH…ÀH‰„$¨„0H‹„$¨H´$0I‰عº¿H‹@H‰„$ÈHc„$@
H‰„$0Hc„$
H‰„$8臈ýÿH…ÀH‰„$¸„¦H‹„$¸H‹=O$H‹@H‰„$Ðè&‰ýÿ…À„ÃDŽ$l
èþ‰ýÿH…ÀtDŽ$l
‹„$l
…À…H‹”$¨H‹H‰„$ØHƒè
H…ÀH‰„Ô
H‹”$€H‹H‰„$Hƒè
H…ÀH‰…NüÿÿH‹BH‰×ÿP0é?üÿÿk„$
‰„$P
éðýÿÿèa‡ýÿèl‰ýÿH…À…üÿÿH‹=Üd'H5VèP‡ýÿéüÿÿƒ¼$ðH‡^H5kH=…_HŒ$
ÇD$P
ÇD$H
LŒ$ 
L‹D$pHÂ$ÿÿHDðƒ¼$àHDøH„$`
H‰D$@H‹„$ H‰D$8H‹„$ÈH‰D$0H„$P
H‰D$(H‹„$ÀH‰D$ H„$@
H‰D$H‹„$ÐH‰D$H‹„$˜H‰D$H„$0
H‰$H‹D$hÿÐéoþÿÿHœ$LTH
owº
¾
1ÀH‰ßèX‹ýÿH‹=Ác'H‰Þè9†ýÿéxþÿÿè/ˆýÿH…À…ÛúÿÿH‹=Ÿc'H5¨Uè†ýÿéÃúÿÿè	ˆýÿH…À…DþÿÿH‹=yc'H5Vèí…ýÿé,þÿÿH‹BH‰×ÿP0éþÿÿ‹„$`
L‹Œ$°H=évL‹„$¸H‹Œ$ˆ‹”$0
H‹t$`‰$1Àè}‡ýÿH‰„$é±ýÿÿ苇ýÿH…À…£ýÿÿH‹=ûb'H5,Vèo…ýÿé‹ýÿÿèe‡ýÿH…Àf…žýÿÿH‹=Ób'H5´UèG…ýÿé†ýÿÿfSH‰÷H‰ÖH_vHì H‹$dH‹%(H‰„$1ÀHÇÀÿÿÿÿH‰L$hHDŽ$H‰„$ H‰„$(LŒ$À
H‰„$Ð
H‰„$0L„$
H‰„$8H‰„$à
H
bA&H‰„$H‰„$H„$
DŽ$l

DŽ$àH‰D$(H„$ 
H‰œ$p
DŽ$ðH‰œ$€
H‰D$ H‹X‹$H‰œ$
HDŽ$ 
HDŽ$°
DŽ$
DŽ$
H‰œ$À
DŽ$ 
DŽ$0
DŽ$@
DŽ$P
H‰œ$ð
DŽ$`
H‰D$H„$ð
H‰D$H„$€
H‰D$H„$p
H‰$1ÀèQ‚ýÿ…À„Ùƒ¼$

L‹„$À
H´$ º¿Ƀá ƒÁ誃ýÿH…ÀH‰D$`„¬H‹@H‰D$pH‹„$(H9„$ tIH‹=º`'H53Oè.ƒýÿH‹„$H‹„$H‹”$dH3%(…¬HÄ [ÃfDH‹´$€
H9Þ„H¼$ðH(TèŸýÿ‰„$l
‹„$l
…Àt“D‹Œ$ðAƒù
vCHœ$LTMH
ãsº
¾
1ÀH‰ß虇ýÿH‹=`'H‰Þèz‚ýÿéGÿÿÿDH‹¼$
賀ýÿ…À…Ñ
H‹
¼Š$H‹´$ 
L
ÕSH‹¼$
L„$°
º
‹
‰D$|èUäÿÿ…À„ïþÿÿH‹”$
H‹>Š$H¼$@H‹5Š$DŽ$0
H‹H‰H‹wŠ$H‹”$°
H‰Œ$
H‹H‰H‰Œ$°
¹óH¥H‹´$p
H;5š‰$„4
H¼$àHmSè؝ýÿ‰„$l
‹„$l
…ÀtKD‹Œ$àAƒù
†
Hœ$LÕLH
¸r¾
º
1ÀH‰ßèZ†ýÿH‹=Ã^'H‰Þè;ýÿH‹”$
H‹\‰$H‹
µ‰$H‰H‹Hƒ*
„­H‹”$°
H‹–‰$H´$@¹H‹=
‰$óH¥H‰H‹M‰$‹T$|‰é¬ýÿÿf.„DŽ$ðéôýÿÿ1Àé›ýÿÿf„諂ýÿH…À…týÿÿH‹=^'H5”Q菀ýÿé\ýÿÿH‹¼$
è=…ýÿéþÿÿDŽ$à
é×þÿÿH‹9H‹GÿP0éDÿÿÿH‹”$ H‹„$(H´$Ð
H‹"ˆ$¹¿‰”$ 
º
‰„$
DÐI‰ØH˜‰”$@
º
H‰„$Ð
è<€ýÿH…ÀH‰„$ˆ„jH‹@H´$I‰عº
¿H‰„$˜Hc„$
H‰„$èðýÿH…ÀH‰„$€„`H‹´$ð
H‹@H9ÞH‰„$ „ë
H¼$P
H#R讛ýÿ‰„$l
‹„$l
…À„
LcŒ$P
Aƒùÿt‹„$
º

ÀNÂA9ÁŒØ
H‹‡$E…ɸ
H´$à
IOyº
¿H‰„$à
I‰Øè4ýÿH…ÀH‰„$¨„ÊH‹@H´$I‰عº
¿H‰„$ÀHc„$
H‰„$èè~ýÿH…ÀH‰„$°„#H‹@H´$0I‰عº¿H‰„$ÈHc„$@
H‰„$0Hc„$
H‰„$8èŒ~ýÿH…ÀH‰„$¸„¡H‹@H‹=H†$H‰„$Ðè3ýÿ…À„
DŽ$l
è€ýÿH…ÀtDŽ$l
‹„$l
…À…	H‹”$°H‹H‰„$ØHƒè
H…ÀH‰„×
H‹”$€H‹H‰„$Hƒè
H…ÀH‰…küÿÿH‹BH‰×ÿP0é\üÿÿ‹„$
@‰„$P
éþÿÿè|ýÿH…À…8üÿÿH‹=ìZ'H5}Oè`}ýÿé üÿÿèF}ýÿHœ$LçJH
±nº
¾
1ÀH‰ßè<‚ýÿH‹=¥Z'H‰Þè}ýÿéOÿÿÿƒ¼$ðHTTH5Õ`H=RUHŒ$
ÇD$P
ÇD$H
LŒ$ 
L‹D$pH¿ÿÿHDðƒ¼$àHDøH„$`
H‰D$@H‹„$ H‰D$8H‹„$ÈH‰D$0H„$P
H‰D$(H‹„$ÀH‰D$ H„$@
H‰D$H‹„$ÐH‰D$H‹„$˜H‰D$H„$0
H‰$H‹D$hÿÐé/þÿÿè:~ýÿH…À…öúÿÿH‹=ªY'H5ƒNè|ýÿéÞúÿÿè~ýÿH……AþÿÿH‹=ƒY'H5ìNè÷{ýÿé)þÿÿH‹BH‰×ÿP0éþÿÿ‹„$`
L‹Œ$¨H=ólL‹„$¸H‹Œ$ˆ‹”$0
H‹t$`‰$1Àè‡}ýÿH‰„$é®ýÿÿè•}ýÿH…À… ýÿÿH‹=Y'H5Oèy{ýÿéˆýÿÿèo}ýÿH…À…ýÿÿH‹=ßX'H5NèS{ýÿé…ýÿÿfffff.„SH‰÷H‰ÖH¶lHìH‹ƒ$dH‹%(H‰„$ø1ÀHÇÀÿÿÿÿH‰Œ$€HDŽ$ÐH‰„$àH‰„$èLŒ$@H‰„$ðH‰„$øL„$H‰„$`H‰„$pH
Ÿ&H‰„$H‰„$DŽ$Ô

DŽ$0
H‰œ$à
DŽ$@
H‰œ$ð
DŽ$P
H‰œ$H‰œ$HDŽ$ HDŽ$0DŽ$`
DŽ$p
H‰œ$@DŽ$Ø
DŽ$€
H‰œ$PDŽ$Ü
DŽ$
DŽ$ 
H‰œ$ØH‰„$H‰„$H‰„$H‰„$°H‰„$ÀH„$€
DŽ$°
H‰œ$€DŽ$À
H‰D$PH„$p
H‰œ$ DŽ$Ð
H‰D$HH„$ H‰D$@H‹W€$H‰D$8H„$ H‰D$0H„$€H‰D$(H„$ØH‰D$ H„$H‰D$H„$ð
H‰D$H„$à
H‰D$H„$PH‰$1Àè™wýÿ…À„9
H‹´$ð
H9Þ„ H¼$@
H‘Lèü”ýÿ‰„$Ô
‹„$Ô
…ÀtGD‹Œ$@
Aƒù
v|Hœ$ðLLH
(j¾
H‰ߺ
1Àè‚}ýÿH‹=ëU'H‰ÞècxýÿH‹„$ÐH‹„$ÐH‹Œ$ødH3%(…‚HÄ[ÃDŽ$@

ékÿÿÿH‹´$H;5ù$tWH¼$P
HHLè;”ýÿ‰„$Ô
‹„$Ô
…À„‚ÿÿÿD‹Œ$P
Aƒù
v7Hœ$ðLPLH
wié6ÿÿÿ@DŽ$P
ë·1ÀéNÿÿÿƒ¼$p

L‹„$@H´$຿Ƀá ƒÁè±wýÿH…ÀH‰„$ˆ„¼ƒ¼$€

H‹@H´$ðL‹„$Pº¿H‰„$˜Ƀá ƒÁèewýÿH…ÀH‰„$„+H‹´$à
H;5í~$H‹@H‰„$ tH¼$0
HHLè#“ýÿ‰„$Ô
‹„$Ô
…À„jþÿÿD‹Œ$0
Aƒù
vTHœ$ðLPLH
shéþÿÿèŸxýÿH…À…3þÿÿH‹=T'H5HKèƒvýÿéþÿÿfDDŽ$0

ëH‹¼$DŽ$
è£týÿ…À…ˆ
H‹
T}$H‹´$ L
õDH‹¼$L„$0º‹
‰„$¬èBØÿÿ…À„§ýÿÿH‹”$H‹³}$H¼$ H‹54}$H‹H‰H‹§}$H‹”$0H‰Œ$H‹H‰H‹„$ðH‰Œ$0¹‰„$Ü
H‹„$àóH¥H‹´$ØH;5{}$‰„$Ø
H‹„$艄$`
„ÆH¼$ 
H@K裑ýÿ‰„$Ô
‹„$Ô
…À…ÇH‹”$H‹ö|$H‹
ÿ|$H‰H‹Hƒ*
„’H‹”$0H‹à|$H´$ ¹H‹=L|$óH¥H‰H‹|$‹”$¬‰é†üÿÿèävýÿH…À…xüÿÿH‹=TR'H5ÝIèÈtýÿé`üÿÿH‹¼$èvyýÿéfþÿÿƒ¼$0

º
DЉ”$ 
é9ÿÿÿH‹9H‹GÿP0é_ÿÿÿHc„$`
H‹_|$H´$p¹º
¿I‰ØH‰„$pètýÿH…ÀH‰„$À„iH‹„$ÀH´$`I‰عº
¿H‹@H‰„$èHc„$`
H‰„$`è<týÿH…ÀH‰„$È„ïH‹„$ÈH´$ÀI‰عº
¿H‹@H‰„$ðHc„$`
H‰„$ÀèèsýÿH…ÀH‰„$°„UH‹„$°H‹´$ H‹@H9ÞH‰„$ø„aH¼$À
HcJ螏ýÿ‰„$Ô
‹„$Ô
…Àt`‹”$`
D‹Œ$À
¹
…ÀNÁD9È~vAƒùÿtpHœ$ðLVJH
íd¾
º
1ÀH‰ßèxýÿH‹=tP'H‰ÞèìrýÿH‹”$°H‹H‰„$(
Hď
H…ÀH‰…|ýÿÿH‹BH‰×ÿP0émýÿÿè¥rýÿH‹´$€H;5Žz$„ðH¼$°
HJè̎ýÿ‰„$Ô
‹„$Ô
…ÀtŽHc„$ 
H‹Sz$H´$¹º¿I‰ØH‰„$Hc„$`
H‰„$ètrýÿH…ÀH‰„$ЄH‹„$Ѓ¼$À
H´$I‰عº
¿H‹@H‰„$
¸
O„$À
H˜H‰„$èrýÿH…ÀH‰„$Ø„ôH‹„$ØH´$°I‰عº
¿H‹@H‰„$
‹„$`
ÁàH˜H‰„$°è¹qýÿH…ÀH‰„$¸„vH‹„$¸H´$I‰عº¿H‹@H‰„$
Hc„$°
H‰„$Hc„$`
H‰„$èUqýÿH…ÀH‰„$à„—H‹„$àH‹==x$H‹@H‰„$
èôqýÿ…À„H
DŽ$Ô
èÌrýÿH…ÀtDŽ$Ô
‹„$Ô
…Àtn‹„$Ð
L‹Œ$ÀH=ŒbL‹„$ȋŒ$
H‹”$H‹´$ˆ‰D$H‹„$ØH‰D$H‹„$àH‰D$H‹„$ÐH‰$1Àè+rýÿH‰„$ÐH‹”$¸H‹H‰„$ 
Hď
H…ÀH‰…4ýÿÿH‹BH‰×ÿP0é%ýÿÿ‹„$`

	„$À
é¥üÿÿè÷qýÿH…À…¡úÿÿH‹=gM'H5@FèÛoýÿé‰úÿÿèÑqýÿH…À…{úÿÿH‹=AM'H5ÒEèµoýÿécúÿÿƒ¼$@

¸
D‰„$°
éýÿÿƒ¼$P
HÐFHQSH
ÎGL‹Œ$˜L„$`
H‰ÎHDЃ¼$@
HDðƒ¼$0
HDÈH„$Ð
H‰ÏH
fÿÿH‰D$pH‹„$øH‰D$hH‹„$
H‰D$`H„$À
H‰D$XH‹„$
H‰D$PH„$°
H‰D$HH‹„$
H‰D$@H„$ 
H‰D$8H‹„$
H‰D$0H‹„$èH‰D$(H‹„$ðH‰D$ H„$
H‰D$H„$Ü
H‰D$H‹„$ H‰D$H„$Ø
H‰$H‹„$€ÿÐéœýÿÿèhpýÿH…ÀD…þÿÿH‹=ÓK'H5ìFèGnýÿéÿýÿÿè=pýÿH…À…çøÿÿH‹=­K'H5ÖDè!nýÿéÏøÿÿèpýÿH…À@…ûÿÿH‹=ƒK'H5¼Eè÷mýÿéûÿÿèíoýÿH…À…øúÿÿH‹=]K'H5&FèÑmýÿéàúÿÿèÇoýÿH…À@…ÎúÿÿH‹=3K'H5´Eè§mýÿé¶úÿÿfSH‰÷H‰ÖH_HìH‹lu$dH‹%(H‰„$ø1ÀHÇÀÿÿÿÿH‰Œ$€HDŽ$ÐH‰„$àH‰„$èLŒ$@H‰„$ðH‰„$øL„$H‰„$`H‰„$pH

&H‰„$H‰„$DŽ$Ô

DŽ$0
H‰œ$à
DŽ$@
H‰œ$ð
DŽ$P
H‰œ$H‰œ$HDŽ$ HDŽ$0DŽ$`
DŽ$p
H‰œ$@DŽ$Ø
DŽ$€
H‰œ$PDŽ$Ü
DŽ$
DŽ$ 
H‰œ$ØH‰„$H‰„$H‰„$H‰„$°H‰„$ÀH„$€
DŽ$°
H‰œ$€DŽ$À
H‰D$PH„$p
H‰œ$ DŽ$Ð
H‰D$HH„$ H‰D$@H‹·r$H‰D$8H„$ H‰D$0H„$€H‰D$(H„$ØH‰D$ H„$H‰D$H„$ð
H‰D$H„$à
H‰D$H„$PH‰$1Àèùiýÿ…À„9
H‹´$ð
H9Þ„ H¼$@
H	Dè\‡ýÿ‰„$Ô
‹„$Ô
…ÀtGD‹Œ$@
Aƒù
v|Hœ$ðLý>H
ÿ\¾
H‰ߺ
1ÀèâoýÿH‹=KH'H‰ÞèÃjýÿH‹„$ÐH‹„$ÐH‹Œ$ødH3%(…fHÄ[ÃDŽ$@

ékÿÿÿH‹´$H;5Yr$tWH¼$P
HˆC蛆ýÿ‰„$Ô
‹„$Ô
…À„‚ÿÿÿD‹Œ$P
Aƒù
v7Hœ$ðL°>H
N\é6ÿÿÿ@DŽ$P
ë·1ÀéNÿÿÿƒ¼$p

L‹„$@H´$຿Ƀá ƒÁèjýÿH…ÀH‰„$ˆ„ǃ¼$€

H‹@H´$ðL‹„$Pº¿H‰„$˜Ƀá ƒÁèÅiýÿH…ÀH‰„$„(H‹´$à
H;5Mq$H‹@DŽ$
H‰„$ t|H¼$0
HECèx…ýÿ‰„$Ô
‹„$Ô
…À„_þÿÿD‹Œ$0
Aƒù
vQHœ$ðL¥>H
?[éþÿÿèôjýÿH…À…(þÿÿH‹=dF'H5EBèØhýÿéþÿÿDŽ$0

ë’H‹¼$ègýÿ…À…ˆ
H‹
×o$H‹´$ L
(:H‹¼$L„$0º‹
‰„$¬è¥Êÿÿ…À„ªýÿÿH‹”$H‹¶p$H¼$ H‹5?p$H‹H‰H‹Zo$H‹”$0H‰Œ$H‹H‰H‹„$ðH‰Œ$0¹‰„$Ü
H‹„$àóH¥H‹´$ØH;5Þo$‰„$Ø
H‹„$艄$`
„ÆH¼$ 
HBè„ýÿ‰„$Ô
‹„$Ô
…À…ÇH‹”$H‹ùo$H‹
²n$H‰H‹Hƒ*
„’H‹”$0H‹“n$H´$ ¹H‹=Wo$óH¥H‰H‹Šn$‹”$¬‰é‰üÿÿèGiýÿH…À…{üÿÿH‹=·D'H5è@è+gýÿécüÿÿH‹¼$èÙkýÿéfþÿÿƒ¼$0

º
DЉ”$ 
é9ÿÿÿH‹9H‹GÿP0é_ÿÿÿHc„$`
H‹Ân$H´$p¹º
¿I‰ØH‰„$pèófýÿH…ÀH‰„$À„mH‹„$ÀH´$`I‰عº
¿H‹@H‰„$èHc„$`
H‰„$`èŸfýÿH…ÀH‰„$È„óH‹„$ÈH´$I‰عº¿H‹@H‰„$ðHc„$ 
H‰„$Hc„$`
H‰„$è;fýÿH…ÀH‰„$ЄHH‹„$ÐH‹´$ H‹@H9ÞH‰„$ø„UH¼$À
HAèñýÿ‰„$Ô
‹„$Ô
…À„ëýÿÿ‹”$`
D‹Œ$À
¹
…ÀNÁD9È~IAƒùÿtCHœ$ðL¥<H
³Wº
¾
1ÀH‰ßèZjýÿH‹=ÃB'H‰Þè;eýÿé†ýÿÿè!eýÿH‹´$€H;5
m$„
H¼$°
Hµ@èHýÿ‰„$Ô
‹„$Ô
…À„BýÿÿHc„$`
H‹Ël$H´$À¹º
¿I‰ØH‰„$ÀèüdýÿH…ÀH‰„$°„/H‹„$°ƒ¼$À
H´$I‰عº
¿H‹@H‰„$
¸
O„$À
H˜H‰„$è™dýÿH…ÀH‰„$Ø„H‹„$ØH´$°I‰عº
¿H‹@H‰„$
‹„$`
ÁàH˜H‰„$°èAdýÿH…ÀH‰„$¸„žH‹„$¸H´$I‰عº¿H‹@H‰„$
Hc„$°
H‰„$Hc„$`
H‰„$èÝcýÿH…ÀH‰„$à„ÀH‹„$àH‹=mk$H‹@H‰„$
è|dýÿ…À„q
DŽ$Ô
èTeýÿH…ÀtDŽ$Ô
‹„$Ô
…Àtn‹„$Ð
L‹Œ$ÀH=UL‹„$ȋŒ$
H‹”$H‹´$ˆ‰D$H‹„$ØH‰D$H‹„$àH‰D$H‹„$ÐH‰$1Àè³dýÿH‰„$ÐH‹”$¸H‹H‰„$ 
Hď
H…ÀH‰u
H‹BH‰×ÿP0H‹”$°H‹H‰„$(
Hď
H…ÀH‰…ÏúÿÿH‹BH‰×ÿP0éÀúÿÿ‹„$`

	„$À
é±üÿÿèVdýÿH…À…úÿÿH‹=Æ?'H5=è:býÿé…úÿÿè0dýÿH…À…wúÿÿH‹= ?'H5¡<èbýÿé_úÿÿƒ¼$@

¸
D‰„$°
éòüÿÿƒ¼$P
H/9H°EH
-:L‹Œ$˜L„$`
H‰ÎHDЃ¼$@
HDðƒ¼$0
HDÈH„$Ð
H‰ÏH
E	ÿÿH‰D$pH‹„$
H‰D$hH‹„$
H‰D$`H„$À
H‰D$XH‹„$
H‰D$PH„$°
H‰D$HH‹„$
H‰D$@H„$ 
H‰D$8H‹„$øH‰D$0H‹„$èH‰D$(H‹„$ðH‰D$ H„$
H‰D$H„$Ü
H‰D$H‹„$ H‰D$H„$Ø
H‰$H‹„$€ÿÐésýÿÿèÇbýÿH…À@…ïýÿÿH‹=3>'H5|=è§`ýÿé×ýÿÿèbýÿH…À…äøÿÿH‹=
>'H5¦;è`ýÿéÌøÿÿèwbýÿH…À@…ºøÿÿH‹=ã='H5D<èW`ýÿé¢øÿÿèMbýÿH…À…¢ýÿÿH‹=½='H5¶<è1`ýÿéŠýÿÿè'býÿH…À@…xýÿÿH‹=“='H5D<è`ýÿé`ýÿÿfSH‰÷H‰ÖHZRHìH‹Ìg$dH‹%(H‰„$ø1ÀHÇÀÿÿÿÿH‰L$xHDŽ$ØH‰„$àH‰„$èLŒ$@H‰„$ðH‰„$øL„$H‰„$`H‰„$pH
bü%H‰„$€H‰„$H‰„$DŽ$Ø

DŽ$ 
H‰œ$à
DŽ$0
H‰œ$ð
DŽ$@
H‰œ$H‰œ$HDŽ$ HDŽ$0DŽ$P
DŽ$Ü
H‰œ$@DŽ$`
DŽ$p
H‰œ$PDŽ$€
DŽ$
DŽ$ 
H‰„$H‰„$H‰„$°H‰„$ÐH„$p
H‰œ$DŽ$°
H‰D$PH„$Ü
H‰œ$ DŽ$À
H‰œ$ÀH‰D$HH„$ DŽ$Ð
H‰D$@H‹e$H‰D$8H„$ÀH‰D$0H„$ H‰D$(H„$H‰D$ H„$H‰D$H„$ð
H‰D$H„$à
H‰D$H„$PH‰$1Àè\\ýÿ…À„<
H‹´$ð
H9Þ„£H¼$0
Hœ:è¿yýÿ‰„$Ø
‹„$Ø
…ÀtGD‹Œ$0
Aƒù
vHœ$ðL`1H
ÏO¾
H‰ߺ
1ÀèEbýÿH‹=®:'H‰Þè&]ýÿH‹„$ØH‹„$ØH‹Œ$ødH3%(…HÄ[ÃfDDŽ$0

éhÿÿÿH‹´$H;5¹d$tWH¼$@
H:èûxýÿ‰„$Ø
‹„$Ø
…À„ÿÿÿD‹Œ$@
Aƒù
v7Hœ$ðL1H
Oé3ÿÿÿ@DŽ$@
ë·1ÀéKÿÿÿH‹¼$è£Zýÿ…À…H‹
ld$H‹´$ L
Í9H‹¼$L„$0º‹
‰„$„èB¾ÿÿ…À„äþÿÿH‹”$H‹sc$H¼$ ƒ¼$Ü

H‹5tc$L‹„$@H‹H‰H‹/d$H‹”$0H‰Œ$H‹H‰ºH‰Œ$0¹óH¥ÉH´$à¿ƒá ƒÁèÊ[ýÿH…ÀH‰„$ˆ„ƒ¼$p

H‹@H´$ðL‹„$Pº¿H‰„$˜Ƀá ƒÁè~[ýÿH…ÀH‰„$„ôH‹´$à
H;5c$H‹@DŽ$
H‰„$ „ïH¼$ 
Hj9è-wýÿ‰„$Ø
‹„$Ø
…ÀtKD‹Œ$ 
Aƒù
†ÇHœ$ðLZ0H
aM¾
º
1ÀH‰ßè¯_ýÿH‹=8'H‰ÞèZýÿH‹”$H‹ùa$H‹
Úb$H‰H‹Hƒ*
tPH‹”$0H‹¿b$H´$ ¹H‹=Ûa$óH¥H‰H‹fb$‹”$„‰é
ýÿÿH‹¼$èã^ýÿéÓýÿÿH‹9H‹GÿP0ë¤DŽ$ 

éÿÿÿH‹„$ðH‹´$H;5Óa$‰„$€
H‹„$à‰„$`
H‹„$艄$P
„®H¼$ 
Hi8èìuýÿ‰„$Ø
‹„$Ø
…À„ÿÿÿHc„$P
H‹oa$H´$p¹º
¿I‰ØH‰„$pè YýÿH…ÀH‰„$°„ªH‹„$°H´$€I‰عº
¿H‹@H‰„$àHc„$P
H‰„$€èLYýÿH…ÀH‰„$¸„¢H‹„$¸H´$ÐI‰عº
¿H‹@H‰„$èHc„$P
H‰„$ÐèøXýÿH…ÀH‰„$¨„(H‹„$¨H´$`I‰عº
¿H‹@H‰„$ðHc„$P
H‰„$`è¤XýÿH…ÀH‰„$À„;H‹„$ÀH‹´$ÀH‹@H9ÞH‰„$ø„üH¼$À
HO8èZtýÿ‰„$Ø
‹„$Ø
…Àtw‹”$P
¹
D‹Œ$À
ՅÀNÁkʃÁ9ÈLÁD9ÈŽßAƒùÿ„ÕHœ$ðL+8H
vJ¾
º
1ÀH‰ßè°\ýÿH‹=5'H‰Þè‘WýÿH‹”$¨H‹H‰„$
Hď
H…ÀH‰…ÞüÿÿH‹BH‰×ÿP0éÏüÿÿèZYýÿH…À…ÁüÿÿH‹=Ê4'H55è>Wýÿé©üÿÿè4YýÿH……šüÿÿH‹=£4'H5D5èWýÿé‚üÿÿº
AĎ
DЉ”$ 
éUýÿÿèåVýÿH‹´$ H;5Î^$„H¼$°
H‘7èsýÿ‰„$Ø
‹„$Ø
…À„%ÿÿÿƒ¼$À
¸
H‹Š^$O„$À
H´$°¹º
¿I‰ØH˜H‰„$°è±VýÿH…ÀH‰„$È„ÞH‹„$ÈH´$I‰عº¿H‹@H‰„$
Hc„$ 
H‰„$Hc„$P
H‰„$èMVýÿH…ÀH‰„$ЄTH‹„$ÐH´$I‰عº¿H‹@H‰„$
Hc„$°
H‰„$Hc„$P
H‰„$èéUýÿH…ÀH‰„$Ø„ÊH‹„$ØH‹=]$H‹@H‰„$
èˆVýÿ…À„~
DŽ$Ø
è`WýÿH…ÀtDŽ$Ø
‹„$Ø
…À„°ýÿÿ‹„$Ð
L‹Œ$°H=HL‹„$À‹Œ$
H‹”$H‹´$ˆ‰D$ H‹„$ÈH‰D$H‹„$ØH‰D$H‹„$ÐH‰D$H‹„$¸H‰$1Àè®VýÿH‰„$Øé0ýÿÿƒ¼$0

¸
D‰„$°
éàýÿÿè VýÿH…À…úÿÿH‹=2'H53è„TýÿéïùÿÿèzVýÿH…À…áùÿÿH‹=ê1'H5ó3è^TýÿéÉùÿÿèTVýÿH……ºùÿÿH‹=Ã1'H5„3è7Týÿé¢ùÿÿ‹„$P
Å‰„$À
éüÿÿèVýÿH…À…yüÿÿH‹=ƒ1'H5Ü3è÷Sýÿéaüÿÿƒ¼$@
H.+H¯7H
,,L‹Œ$˜L„$P
H‰ÎHDЃ¼$0
HDðƒ¼$ 
HDÈH„$Ð
H‰ÏH
êþÿH‰D$pH‹„$ðH‰D$hH„$À
H‰D$`H‹„$
H‰D$XH„$°
H‰D$PH‹„$
H‰D$HH„$ 
H‰D$@H‹„$
H‰D$8H‹„$èH‰D$0H‹„$àH‰D$(H‹„$øH‰D$ H„$
H‰D$H„$€
H‰D$H‹„$ H‰D$H„$`
H‰$H‹D$xÿÐéiýÿÿèÉTýÿH…À…/ûÿÿH‹=90'H5B4è­Rýÿéûÿÿè£TýÿH…À…	ûÿÿH‹=0'H5Ô3è‡Rýÿéñúÿÿè}TýÿH…À…ãúÿÿH‹=í/'H5f3èaRýÿéËúÿÿfff.„SH‰÷H‰ÖH"EHìH‹Z$dH‹%(H‰„$ø1ÀHÇÀÿÿÿÿH‰L$xHDŽ$ØH‰„$àH‰„$èLŒ$@H‰„$ðH‰„$øL„$H‰„$`H‰„$pH
2î%H‰„$€H‰„$H‰„$DŽ$Ø

DŽ$ 
H‰œ$à
DŽ$0
H‰œ$ð
DŽ$@
H‰œ$H‰œ$HDŽ$ HDŽ$0DŽ$P
DŽ$Ü
H‰œ$@DŽ$`
DŽ$p
H‰œ$PDŽ$€
DŽ$
DŽ$ 
H‰„$H‰„$H‰„$°H‰„$ÐH„$p
H‰œ$DŽ$°
H‰D$PH„$Ü
H‰œ$ DŽ$À
H‰œ$ÀH‰D$HH„$ DŽ$Ð
H‰D$@H‹jW$H‰D$8H„$ÀH‰D$0H„$ H‰D$(H„$H‰D$ H„$H‰D$H„$ð
H‰D$H„$à
H‰D$H„$PH‰$1Àè¬Nýÿ…À„<
H‹´$ð
H9Þ„£H¼$0
H¬1èlýÿ‰„$Ø
‹„$Ø
…ÀtGD‹Œ$0
Aƒù
vHœ$ðL°#H
—B¾
H‰ߺ
1Àè•TýÿH‹=þ,'H‰ÞèvOýÿH‹„$ØH‹„$ØH‹Œ$ødH3%(…HÄ[ÃfDDŽ$0

éhÿÿÿH‹´$H;5	W$tWH¼$@
H(1èKkýÿ‰„$Ø
‹„$Ø
…À„ÿÿÿD‹Œ$@
Aƒù
v7Hœ$ðL`#H
ãAé3ÿÿÿ@DŽ$@
ë·1ÀéKÿÿÿH‹¼$èóLýÿ…À…H‹
ôU$H‹´$ L
mH‹¼$L„$0º‹
‰„$„蒰ÿÿ…À„äþÿÿH‹”$H‹›U$H¼$ ƒ¼$Ü

H‹5¼V$L‹„$@H‹H‰H‹'V$H‹”$0H‰Œ$H‹H‰ºH‰Œ$0¹óH¥ÉH´$à¿ƒá ƒÁèNýÿH…ÀH‰„$ˆ„ƒ¼$p

H‹@H´$ðL‹„$Pº¿H‰„$˜Ƀá ƒÁèÎMýÿH…ÀH‰„$„ôH‹´$à
H;5VU$H‹@DŽ$
H‰„$ „ïH¼$ 
H:0è}iýÿ‰„$Ø
‹„$Ø
…ÀtKD‹Œ$ 
Aƒù
†ÇHœ$ðLª"H
)@¾
º
1ÀH‰ßèÿQýÿH‹=h*'H‰ÞèàLýÿH‹”$H‹!T$H‹
ÒT$H‰H‹Hƒ*
tPH‹”$0H‹·T$H´$ ¹H‹=#U$óH¥H‰H‹îS$‹”$„‰é
ýÿÿH‹¼$è3QýÿéÓýÿÿH‹9H‹GÿP0ë¤DŽ$ 

éÿÿÿH‹„$ðH‹´$H;5#T$‰„$€
H‹„$à‰„$`
H‹„$艄$P
„®H¼$ 
H9/è<hýÿ‰„$Ø
‹„$Ø
…À„ÿÿÿHc„$P
H‹¿S$H´$p¹º
¿I‰ØH‰„$pèðKýÿH…ÀH‰„$°„ªH‹„$°H´$€I‰عº
¿H‹@H‰„$àHc„$P
H‰„$€èœKýÿH…ÀH‰„$¸„¢H‹„$¸H´$ÐI‰عº
¿H‹@H‰„$èHc„$P
H‰„$ÐèHKýÿH…ÀH‰„$¨„(H‹„$¨H´$`I‰عº
¿H‹@H‰„$ðHc„$P
H‰„$`èôJýÿH…ÀH‰„$À„;H‹„$ÀH‹´$ÀH‹@H9ÞH‰„$ø„üH¼$À
H/èªfýÿ‰„$Ø
‹„$Ø
…Àtw‹”$P
¹
D‹Œ$À
ՅÀNÁkʃÁ9ÈLÁD9ÈŽßAƒùÿ„ÕHœ$ðL{*H
>=¾
º
1ÀH‰ßèOýÿH‹=i''H‰ÞèáIýÿH‹”$¨H‹H‰„$
Hď
H…ÀH‰…ÞüÿÿH‹BH‰×ÿP0éÏüÿÿèªKýÿH…À…ÁüÿÿH‹=''H5ë+èŽIýÿé©üÿÿè„KýÿH……šüÿÿH‹=ó&'H5,ègIýÿé‚üÿÿº
AĎ
DЉ”$ 
éUýÿÿè5IýÿH‹´$ H;5Q$„H¼$°
H.è\eýÿ‰„$Ø
‹„$Ø
…À„%ÿÿÿƒ¼$À
¸
H‹ÚP$O„$À
H´$°¹º
¿I‰ØH˜H‰„$°è
IýÿH…ÀH‰„$È„ÞH‹„$ÈH´$I‰عº¿H‹@H‰„$
Hc„$ 
H‰„$Hc„$P
H‰„$èHýÿH…ÀH‰„$ЄTH‹„$ÐH´$I‰عº¿H‹@H‰„$
Hc„$°
H‰„$Hc„$P
H‰„$è9HýÿH…ÀH‰„$Ø„ÊH‹„$ØH‹=aP$H‹@H‰„$
èØHýÿ…À„~
DŽ$Ø
è°IýÿH…ÀtDŽ$Ø
‹„$Ø
…À„°ýÿÿ‹„$Ð
L‹Œ$°H=P:L‹„$À‹Œ$
H‹”$H‹´$ˆ‰D$ H‹„$ÈH‰D$H‹„$ØH‰D$H‹„$ÐH‰D$H‹„$¸H‰$1ÀèþHýÿH‰„$Øé0ýÿÿƒ¼$0

¸
D‰„$°
éàýÿÿèðHýÿH…À…úÿÿH‹=`$'H5Q*èÔFýÿéïùÿÿèÊHýÿH…À…áùÿÿH‹=:$'H5Ã*è®FýÿéÉùÿÿè¤HýÿH……ºùÿÿH‹=$'H5T*è‡Fýÿé¢ùÿÿ‹„$P
Å‰„$À
éüÿÿècHýÿH…À…yüÿÿH‹=Ó#'H5¬*èGFýÿéaüÿÿƒ¼$@
H~Hÿ)H
|L‹Œ$˜L„$P
H‰ÎHDЃ¼$0
HDðƒ¼$ 
HDÈH„$Ð
H‰ÏH
ôßþÿH‰D$pH‹„$ðH‰D$hH„$À
H‰D$`H‹„$
H‰D$XH„$°
H‰D$PH‹„$
H‰D$HH„$ 
H‰D$@H‹„$
H‰D$8H‹„$èH‰D$0H‹„$àH‰D$(H‹„$øH‰D$ H„$
H‰D$H„$€
H‰D$H‹„$ H‰D$H„$`
H‰$H‹D$xÿÐéiýÿÿèGýÿH…À…/ûÿÿH‹=‰"'H5Â*èýDýÿéûÿÿèóFýÿH…À…	ûÿÿH‹=c"'H5T*è×DýÿéñúÿÿèÍFýÿH…À…ãúÿÿH‹=="'H5æ)è±DýÿéËúÿÿfff.„AWAVM‰ÆAUI‰ýATI‰ôUSH‰ËHƒìH;
gL$„Ù
H‹-BL$H‹yH‹EH‹pH9÷„Åè8Hýÿ…À…¸H‹Cö€«„?Hƒ
A‹<$ƒÿÿ„v
Ă
Hcÿè£FýÿH…ÀH‰ÅI‰E„~E‹$$Hs$H‰ïEl$
IcÄÆDMcíL‰êè°BýÿD‰âBÆD-ÿƒê
y
ëƒê
Æ ƒúÿtHcòH
î€>têHƒ+
uH‹CH‰ßÿP0f.„HƒÄ¸
[]A\A]A^A_Ã@öC@
„ŽA‹<$ƒÿÿ„¡
Ă
HcÿèöEýÿH…ÀH‰ÅI‰E„¶
E‹$$IcÄÆDH‹sAD$
H…ö„(
HcØH‰ïH‰ÚèúAýÿD‰âÆDÿƒê
yéxÿÿÿ„ƒê
Æ
 ƒúÿ„aÿÿÿHcÊH
é€9tæéQÿÿÿH‹QJ$H5ú(H‹8èêBýÿèåDýÿH…ÀHDZ 'L‰öH‰ÇèÏBýÿHƒÄ1À[]A\A]A^A_ÃfDH‹C‰ÇA‰$é{þÿÿf„‹H‰Սx
HcÿèEýÿH…ÀH‰ÃI‰E„ÐE‹$$H…íIcÄEl$
ÆtKMcíH‰îH‰ßL‰êèAýÿD‰âBÆD+ÿƒê
yé—þÿÿ€ƒê
Æ
 ƒúÿ„þÿÿHcÊH
ـ9tæéqþÿÿH‹YI$H5m5H‹8è
BýÿéÿÿÿDH‰ßè¸AýÿH…ÀH‰Ã„ÿÿÿé¬ýÿÿ€H‹C8H‹{ ‹sD‹x H‹EÿðD‰ÿ¯øA‰<$é7þÿÿ„H‹éH$H5ï4H‹8èšAýÿé«þÿÿH‹ÎH$H5Ô4H‹8èAýÿHƒ+
…‹þÿÿH‹CH‰ßÿP0é|þÿÿfDAWH‰÷H‰ÖH¿4AVAUATI‰ÌH
qð%USHìØH‹I$dH‹%(H‰„$È1ÀH„$ÀHDŽ$˜
HDŽ$
DŽ$ü
H‰œ$
LŒ$0
HDŽ$ 
H‰œ$0
L„$
DŽ$€DŽ$DŽ$ HDŽ$ 
ÿÿÿÿHDŽ$¨
ÿÿÿÿH‰œ$@
DŽ$°HDŽ$P
ÿÿÿÿH‰œ$`
HDŽ$°
ÿÿÿÿHDŽ$¸
ÿÿÿÿDŽ$ÀH‰œ$p
DŽ$ÐHDŽ$€
ÿÿÿÿDŽ$àH‰œ$
DŽ$ðH‰D$ H„$
H‰D$H„$p
H‰D$H„$`
H‰D$H„$@
H‰$1Àèx>ýÿ1҅À„×L‹„$@
H´$ 
¹
²¿èÝ?ýÿH…ÀH‰Å„ჼ$À
L‹„$p
H´$°
º¿L‹hɃá ƒÁèž?ýÿH…ÀI‰Ç„rH‹Œ$0
Ht$pH¼$ 
Lþ%H!(L‹pÇD$p
è~úÿÿ‰„$ü‹„$ü…ÀuTH;¬$@
tHƒm
„H‹„$˜
H‹”$˜
H‹Œ$ÈdH3%(H‰Ð…/HÄØ[]A\A]A^A_ÃH‹„$ 
¶€úTth€úNtcHœ$À
D‹L$pL·%H
ð%H‰$¾
H‰ߺ
1Àè€CýÿH‹=é'H‰Þèa>ýÿH‹¼$ 
H…ÿ„DÿÿÿèÛ<ýÿé:ÿÿÿfDH‹Œ$
Ht$`H¼$
L´%H'ÇD$`
èpùÿÿ‰„$ü‹„$ü…ÀtH‹„$
¶€úR…jH„$àH‹´$
H#&H‰ÇH‰D$8èZýÿ‰„$ü‹„$ü…À„{H‹„$ 
‹”$àH´$€
I‰ع¿‰„$°H‹„$¨
…Һ
‰„$ ¸
O„$àH˜H‰„$€
è“=ýÿH…ÀH‰Ã„_H‹@H‹”$¸
H´$P
L‹„$`
¹
¿H‰D$@H‹„$°
‰”$º
‰„$€‰„$ÐHc„$ H‰„$P
è%=ýÿH…À„H‹pH‰D$XH‰t$PèI@ýÿH‰D$HH‹D$8H¼$ðH‹t$PHŒ$H”$€H‰|$0H¼$ÐM‰éH‰D$(H‹D$@L„$ H‰t$H´$°H‰|$L‰t$H‹¼$
H‰D$ H‰4$H‹´$ 
AÿÔH‹D$HH‰Çè@;ýÿè;>ýÿH…ÀL‹\$XtDŽ$ü‹„$ü…À…ýL;œ$`
„ÔIƒ+
…ÊI‹CL‰ßÿP0é»H‹EH‰ïÿP0éêüÿÿèÛ=ýÿH…À…ÆüÿÿH‹=K'H5<"è¿;ýÿé®üÿÿf.„è«=ýÿH…À…«üÿÿH‹='H5¼!è;ýÿé“üÿÿf.„€úL„ýÿÿHœ$À
D‹L$`LS#H
„#H‰$¾
H‰ߺ
1ÀèT@ýÿH‹=½'H‰Þè5;ýÿH‹¼$
H…ÿ„Ãüÿÿè¯9ýÿé¹üÿÿ‹Œ$ðH=è-H‰ÚL‰þ1ÀL‰\$8èÚ<ýÿL‹\$8H‰„$˜
éÑþÿÿèã<ýÿH…Àu©H‹=W'H5h#èË:ýÿë”f„è»<ýÿH…ÀuH‹=/'H5#è£:ýÿéiÿÿÿè‰:ýÿf„AWH‰÷H‰ÖH.AVAUATI‰ÌH
áé%USHìØH‹IB$dH‹%(H‰„$È1ÀH„$ÀHDŽ$˜
HDŽ$
DŽ$ü
H‰œ$
LŒ$0
HDŽ$ 
H‰œ$0
L„$
DŽ$€DŽ$DŽ$ HDŽ$ 
ÿÿÿÿHDŽ$¨
ÿÿÿÿH‰œ$@
DŽ$°HDŽ$P
ÿÿÿÿH‰œ$`
HDŽ$°
ÿÿÿÿHDŽ$¸
ÿÿÿÿDŽ$ÀH‰œ$p
DŽ$ÐHDŽ$€
ÿÿÿÿDŽ$àH‰œ$
DŽ$ðH‰D$ H„$
H‰D$H„$p
H‰D$H„$`
H‰D$H„$@
H‰$1Àè¨7ýÿ1҅À„×L‹„$@
H´$ 
¹
²¿è
9ýÿH…ÀH‰Å„ჼ$À
L‹„$p
H´$°
º¿L‹hɃá ƒÁèÎ8ýÿH…ÀI‰Ç„rH‹Œ$0
Ht$pH¼$ 
L>"HQ!L‹pÇD$p
è®óÿÿ‰„$ü‹„$ü…ÀuTH;¬$@
tHƒm
„H‹„$˜
H‹”$˜
H‹Œ$ÈdH3%(H‰Ð…/HÄØ[]A\A]A^A_ÃH‹„$ 
¶€úTth€úNtcHœ$À
D‹L$pLçH
ð!H‰$¾
H‰ߺ
1Àè°<ýÿH‹='H‰Þè‘7ýÿH‹¼$ 
H…ÿ„Dÿÿÿè6ýÿé:ÿÿÿfDH‹Œ$
Ht$`H¼$
L´!H? ÇD$`
è òÿÿ‰„$ü‹„$ü…ÀtH‹„$
¶€úR…jH„$àH‹´$
Hë!H‰ÇH‰D$8è6Sýÿ‰„$ü‹„$ü…À„{H‹„$ 
‹”$àH´$€
I‰ع¿‰„$°H‹„$¨
…Һ
‰„$ ¸
O„$àH˜H‰„$€
èÃ6ýÿH…ÀH‰Ã„_H‹@H‹”$¸
H´$P
L‹„$`
¹
¿H‰D$@H‹„$°
‰”$º
‰„$€‰„$ÐHc„$ H‰„$P
èU6ýÿH…À„H‹pH‰D$XH‰t$Pèy9ýÿH‰D$HH‹D$8H¼$ðH‹t$PHŒ$H”$€H‰|$0H¼$ÐM‰éH‰D$(H‹D$@L„$ H‰t$H´$°H‰|$L‰t$H‹¼$
H‰D$ H‰4$H‹´$ 
AÿÔH‹D$HH‰Çèp4ýÿèk7ýÿH…ÀL‹\$XtDŽ$ü‹„$ü…À…ýL;œ$`
„ÔIƒ+
…ÊI‹CL‰ßÿP0é»H‹EH‰ïÿP0éêüÿÿè7ýÿH…À…ÆüÿÿH‹={'H5|èï4ýÿé®üÿÿf.„èÛ6ýÿH…À…«üÿÿH‹=K'H5üè¿4ýÿé“üÿÿf.„€úL„ýÿÿHœ$À
D‹L$`LƒH
LH‰$¾
H‰ߺ
1Àè„9ýÿH‹=í'H‰Þèe4ýÿH‹¼$
H…ÿ„Ãüÿÿèß2ýÿé¹üÿÿ‹Œ$ðH='H‰ÚL‰þ1ÀL‰\$8è
6ýÿL‹\$8H‰„$˜
éÑþÿÿè6ýÿH…Àu©H‹=‡'H50èû3ýÿë”f„èë5ýÿH…ÀuH‹=_'H5XèÓ3ýÿéiÿÿÿè¹3ýÿf„AWH‰÷H‰ÖHQ'AVAUATI‰ÌH
Qã%USHìØH‹y;$dH‹%(H‰„$È1ÀH„$ÀHDŽ$˜
HDŽ$
DŽ$ü
H‰œ$
LŒ$0
HDŽ$ 
H‰œ$0
L„$
DŽ$€DŽ$DŽ$ HDŽ$ 
ÿÿÿÿHDŽ$¨
ÿÿÿÿH‰œ$@
DŽ$°HDŽ$P
ÿÿÿÿH‰œ$`
HDŽ$°
ÿÿÿÿHDŽ$¸
ÿÿÿÿDŽ$ÀH‰œ$p
DŽ$ÐHDŽ$€
ÿÿÿÿDŽ$àH‰œ$
DŽ$ðH‰D$ H„$
H‰D$H„$p
H‰D$H„$`
H‰D$H„$@
H‰$1ÀèØ0ýÿ1҅À„×L‹„$@
H´$ 
¹
²¿è=2ýÿH…ÀH‰Å„ჼ$À
L‹„$p
H´$°
º¿L‹hɃá ƒÁèþ1ýÿH…ÀI‰Ç„rH‹Œ$0
Ht$pH¼$ 
LHL‹pÇD$p
èÞìÿÿ‰„$ü‹„$ü…ÀuTH;¬$@
tHƒm
„H‹„$˜
H‹”$˜
H‹Œ$ÈdH3%(H‰Ð…/HÄØ[]A\A]A^A_ÃH‹„$ 
¶€úCth€úNtcHœ$À
D‹L$pL¿H
øH‰$¾
H‰ߺ
1Àèà5ýÿH‹=I'H‰ÞèÁ0ýÿH‹¼$ 
H…ÿ„Dÿÿÿè;/ýÿé:ÿÿÿfDH‹Œ$
Ht$`H¼$
L¼HoÇD$`
èÐëÿÿ‰„$ü‹„$ü…ÀtH‹„$
¶€úR…jH„$àH‹´$
HóH‰ÇH‰D$8èfLýÿ‰„$ü‹„$ü…À„{H‹„$ 
‹”$àH´$€
I‰ع¿‰„$°H‹„$¨
…Һ
‰„$ ¸
O„$àH˜H‰„$€
èó/ýÿH…ÀH‰Ã„_H‹@H‹”$¸
H´$P
L‹„$`
¹
¿H‰D$@H‹„$°
‰”$º
‰„$€‰„$ÐHc„$ H‰„$P
è…/ýÿH…À„H‹pH‰D$XH‰t$Pè©2ýÿH‰D$HH‹D$8H¼$ðH‹t$PHŒ$H”$€H‰|$0H¼$ÐM‰éH‰D$(H‹D$@L„$ H‰t$H´$°H‰|$L‰t$H‹¼$
H‰D$ H‰4$H‹´$ 
AÿÔH‹D$HH‰Çè -ýÿè›0ýÿH…ÀL‹\$XtDŽ$ü‹„$ü…À…ýL;œ$`
„ÔIƒ+
…ÊI‹CL‰ßÿP0é»H‹EH‰ïÿP0éêüÿÿè;0ýÿH…À…ÆüÿÿH‹=«'H5Dè.ýÿé®üÿÿf.„è0ýÿH…À…«üÿÿH‹={'H5Äèï-ýÿé“üÿÿf.„€úL„ýÿÿHœ$À
D‹L$`L³H
TH‰$¾
H‰ߺ
1Àè´2ýÿH‹='H‰Þè•-ýÿH‹¼$
H…ÿ„Ãüÿÿè,ýÿé¹üÿÿ‹Œ$ðH=H H‰ÚL‰þ1ÀL‰\$8è:/ýÿL‹\$8H‰„$˜
éÑþÿÿèC/ýÿH…Àu©H‹=·
'H58è+-ýÿë”f„è/ýÿH…ÀuH‹=
'H5`è-ýÿéiÿÿÿèé,ýÿf„AWH‰÷H‰ÖHš AVAUATI‰ÌH
ÁÜ%USHìØH‹©4$dH‹%(H‰„$È1ÀH„$ÀHDŽ$˜
HDŽ$
DŽ$ü
H‰œ$
LŒ$0
HDŽ$ 
H‰œ$0
L„$
DŽ$€DŽ$DŽ$ HDŽ$ 
ÿÿÿÿHDŽ$¨
ÿÿÿÿH‰œ$@
DŽ$°HDŽ$P
ÿÿÿÿH‰œ$`
HDŽ$°
ÿÿÿÿHDŽ$¸
ÿÿÿÿDŽ$ÀH‰œ$p
DŽ$ÐHDŽ$€
ÿÿÿÿDŽ$àH‰œ$
DŽ$ðH‰D$ H„$
H‰D$H„$p
H‰D$H„$`
H‰D$H„$@
H‰$1Àè*ýÿ1҅À„×L‹„$@
H´$ 
¹
²¿èm+ýÿH…ÀH‰Å„ჼ$À
L‹„$p
H´$°
º¿L‹hɃá ƒÁè.+ýÿH…ÀI‰Ç„rH‹Œ$0
Ht$pH¼$ 
LH±L‹pÇD$p
èæÿÿ‰„$ü‹„$ü…ÀuTH;¬$@
tHƒm
„H‹„$˜
H‹”$˜
H‹Œ$ÈdH3%(H‰Ð…/HÄØ[]A\A]A^A_ÃH‹„$ 
¶€úCth€úNtcHœ$À
D‹L$pLïH
ÀH‰$¾
H‰ߺ
1Àè/ýÿH‹=y'H‰Þèñ)ýÿH‹¼$ 
H…ÿ„Dÿÿÿèk(ýÿé:ÿÿÿfDH‹Œ$
Ht$`H¼$
L„HŸÇD$`
èåÿÿ‰„$ü‹„$ü…ÀtH‹„$
¶€úR…jH„$àH‹´$
H»H‰ÇH‰D$8è–Eýÿ‰„$ü‹„$ü…À„{H‹„$ 
‹”$àH´$€
I‰ع¿‰„$°H‹„$¨
…Һ
‰„$ ¸
O„$àH˜H‰„$€
è#)ýÿH…ÀH‰Ã„_H‹@H‹”$¸
H´$P
L‹„$`
¹
¿H‰D$@H‹„$°
‰”$º
‰„$€‰„$ÐHc„$ H‰„$P
èµ(ýÿH…À„H‹pH‰D$XH‰t$PèÙ+ýÿH‰D$HH‹D$8H¼$ðH‹t$PHŒ$H”$€H‰|$0H¼$ÐM‰éH‰D$(H‹D$@L„$ H‰t$H´$°H‰|$L‰t$H‹¼$
H‰D$ H‰4$H‹´$ 
AÿÔH‹D$HH‰ÇèÐ&ýÿèË)ýÿH…ÀL‹\$XtDŽ$ü‹„$ü…À…ýL;œ$`
„ÔIƒ+
…ÊI‹CL‰ßÿP0é»H‹EH‰ïÿP0éêüÿÿèk)ýÿH…À…ÆüÿÿH‹=Û'H5LèO'ýÿé®üÿÿf.„è;)ýÿH…À…«üÿÿH‹=«'H5Ìè'ýÿé“üÿÿf.„€úL„ýÿÿHœ$À
D‹L$`LãH
H‰$¾
H‰ߺ
1Àèä+ýÿH‹=M'H‰ÞèÅ&ýÿH‹¼$
H…ÿ„Ãüÿÿè?%ýÿé¹üÿÿ‹Œ$ðH=xH‰ÚL‰þ1ÀL‰\$8èj(ýÿL‹\$8H‰„$˜
éÑþÿÿès(ýÿH…Àu©H‹=ç'H5è[&ýÿë”f„èK(ýÿH…ÀuH‹=¿'H5(è3&ýÿéiÿÿÿè&ýÿf„AWH‰÷H‰ÖHãAVAUATI‰ÌH
±à%USHì¸H‹Ù-$dH‹%(H‰„$¨1ÀH„$°HDŽ$h
HDŽ$ðDŽ$ì
H‰œ$
LŒ$P
HDŽ$
H‰œ$ 
L„$@
ÇD$`H‰œ$0
ÇD$pDŽ$€HDŽ$p
ÿÿÿÿHDŽ$x
ÿÿÿÿH‰œ$@
DŽ$HDŽ$€
ÿÿÿÿHDŽ$ˆ
ÿÿÿÿH‰œ$P
DŽ$ HDŽ$
ÿÿÿÿHDŽ$˜
ÿÿÿÿDŽ$°H‰œ$`
DŽ$ÀDŽ$ÐDŽ$àH‰D$ H„$0
H‰D$H„$ 
H‰D$H„$
H‰D$H„$`
H‰$1Àè3#ýÿ1҅Àt{L‹„$@
H´$p
¹
²¿èœ$ýÿH…ÀH‰Å„°
L‹pH‹„$x
H9„$p
tjH‹=³
'H5„(è'$ýÿH;¬$@
tHƒm
„ÊH‹„$h
H‹”$h
H‹Œ$¨dH3%(H‰Ð…sHĸ[]A\A]A^A_ÃfDL‹„$P
H´$€
¹
º¿èì#ýÿH…ÀI‰Å„&
L‹xH‹„$ˆ
H9„$€
tZH‹=
'H5@èw#ýÿL;¬$P
„BÿÿÿIƒm
…7ÿÿÿI‹EL‰ïÿP0é(ÿÿÿ€H‹EH‰ïÿP0é'ÿÿÿf„H‹´$0
H9Þ„ÏH|$`HóèN?ýÿ‰„$싄$ì…Àt…D‹L$`Aƒùÿ„­Aƒù
„£Hœ$ 
LôH
¸º
¾
1ÀH‰ßèÉ'ýÿH‹=2'H‰Þèª"ýÿé.ÿÿÿDè›$ýÿH…À…€þÿÿH‹='H5Äè"ýÿéhþÿÿèu$ýÿH…Àf…CþÿÿH‹=ãÿ&H5ìèW"ýÿé+þÿÿfÇD$`
é<ÿÿÿH‹”$p
H‹„$€
Ht$@H‹Œ$
H¼$ðLdÇD$@
‰”$‰T$pHEù
‰„$ ‰„$€èGÝÿÿ‰„$싄$ì…À„ZþÿÿH‹”$ð¶<Nte<Tta<Ct]Hœ$ 
D‹L$@LVH
—H‰$¾
H‰ߺ
1Àè—&ýÿH‹=ÿ&H‰Þèx!ýÿH‹¼$ðH…ÿ„ðýÿÿèòýÿéæýÿÿH‹Œ$ 
Ht$PH¼$
LaH…ø
ÇD$P
èÜÿÿ‰„$싄$ì…Àt£H‹”$
¶<Nte<Tta<Ct]Hœ$ 
D‹L$PLpH
±H‰$¾
H‰ߺ
1Àèá%ýÿH‹=Jþ&H‰Þè ýÿH‹¼$
H…ÿ„9ÿÿÿè<ýÿé/ÿÿÿHcD$pƒ¼$°
H´$
L‹„$`
º¿H‰„$
Hc„$€Ƀá ƒÁH‰„$˜
è› ýÿH…ÀH‰Ã„ßH‹@H´$àH‹”$
HL$pM‰ñL„$€H‰t$0H´$ÐH‹¼$ðH‰D$H„$ ‰”$ÀH‰t$(H´$ÀHT$`H‰D$H„$L‰|$H‰t$ H‹´$
H‰$AÿÔèÅ!ýÿH…ÀtDŽ$싄$ì…À„äþÿÿóZ„$Ћ”$àH=H‰޸
èb!ýÿH‰„$h
é³þÿÿè`ýÿèk!ýÿH…À… þÿÿH‹=Ûü&H5DèOýÿéˆþÿÿf.„AWH‰÷H‰ÖH3AVAUATI‰ÌH
Ú%USHì¸H‹ù&$dH‹%(H‰„$¨1ÀH„$°HDŽ$h
HDŽ$àDŽ$Ü
H‰œ$ðLŒ$@
HDŽ$
H‰œ$
L„$0
ÇD$`H‰œ$ 
ÇD$pDŽ$€HDŽ$p
ÿÿÿÿHDŽ$x
ÿÿÿÿH‰œ$0
DŽ$HDŽ$€
ÿÿÿÿHDŽ$ˆ
ÿÿÿÿH‰œ$@
DŽ$ HDŽ$
ÿÿÿÿHDŽ$˜
ÿÿÿÿDŽ$°H‰œ$P
DŽ$ÀHDŽ$`
DŽ$ÐH‰D$ H„$ 
H‰D$H„$
H‰D$H„$ðH‰D$H„$P
H‰$1ÀèRýÿ1҅Àt{L‹„$0
H´$p
¹
²¿è»ýÿH…ÀH‰Å„¯
L‹pH‹„$x
H9„$p
tiH‹=Òú&H5£!èFýÿH;¬$0
tHƒm
„ÉH‹„$h
H‹”$h
H‹Œ$¨dH3%(H‰Ð…rHĸ[]A\A]A^A_ÃDL‹„$@
H´$€
¹
º¿èýÿH…ÀI‰Å„&
L‹xH‹„$ˆ
H9„$€
tZH‹=#ú&H5$9è—ýÿL;¬$@
„CÿÿÿIƒm
…8ÿÿÿI‹EL‰ïÿP0é)ÿÿÿ€H‹EH‰ïÿP0é(ÿÿÿf„H‹´$ 
H9Þ„ÏH|$`Hèn8ýÿ‰„$܋„$܅Àt…D‹L$`Aƒùÿ„­Aƒù
„£Hœ$ 
LH
º
¾
1ÀH‰ßèé ýÿH‹=Rù&H‰ÞèÊýÿé.ÿÿÿDè»ýÿH…À…þÿÿH‹=+ù&H5äèŸýÿéiþÿÿè•ýÿH…Àf…DþÿÿH‹=ù&H5èwýÿé,þÿÿfÇD$`
é<ÿÿÿH‹”$p
H‹„$€
Ht$@H‹Œ$ðH¼$àLTÇD$@
‰”$‰T$pHeò
‰„$ ‰„$€ègÖÿÿ‰„$܋„$܅À„ZþÿÿH‹”$à¶<Nte<Tta<Ct]Hœ$ 
D‹L$@Lv
H
?H‰$¾
H‰ߺ
1Àè·ýÿH‹= ø&H‰Þè˜ýÿH‹¼$àH…ÿ„ðýÿÿèýÿéæýÿÿH‹Œ$
Ht$PH¼$
L	H¥ñ
ÇD$P
è­Õÿÿ‰„$܋„$܅Àt£H‹”$
¶<Nte<Tta<Ct]Hœ$ 
D‹L$PL
H
H‰$¾
H‰ߺ
1Àè
ýÿH‹=j÷&H‰ÞèâýÿH‹¼$
H…ÿ„9ÿÿÿè\ýÿé/ÿÿÿHcD$pƒ¼$°
H´$
L‹„$P
º¿H‰„$
Hc„$€Ƀá ƒÁH‰„$˜
è»ýÿH…ÀH‰Ã„ßH‹@H´$ÐH‹”$
HL$pM‰ñL„$€H‰t$0H´$`
H‹¼$àH‰D$H„$ ‰”$ÀH‰t$(H´$ÀHT$`H‰D$H„$L‰|$H‰t$ H‹´$
H‰$AÿÔèåýÿH…ÀtDŽ$܋„$܅À„äþÿÿ‹”$Ðò„$`
H=ÝH‰޸
è‚ýÿH‰„$h
é³þÿÿè€ýÿè‹ýÿH…À… þÿÿH‹=ûõ&H5¤èoýÿéˆþÿÿf.„AWH‰÷H‰ÖHƒAVAUATI‰ÌH
qÓ%USHì¸H‹ $dH‹%(H‰„$¨1ÀH„$°HDŽ$h
HDŽ$ðDŽ$ì
H‰œ$
LŒ$P
HDŽ$
H‰œ$ 
L„$@
ÇD$`H‰œ$0
ÇD$pDŽ$€HDŽ$p
ÿÿÿÿHDŽ$x
ÿÿÿÿH‰œ$@
DŽ$HDŽ$€
ÿÿÿÿHDŽ$ˆ
ÿÿÿÿH‰œ$P
DŽ$ HDŽ$
ÿÿÿÿHDŽ$˜
ÿÿÿÿDŽ$°H‰œ$`
DŽ$ÀDŽ$ÐDŽ$àH‰D$ H„$0
H‰D$H„$ 
H‰D$H„$
H‰D$H„$`
H‰$1Àèsýÿ1҅Àt{L‹„$@
H´$p
¹
²¿èÜýÿH…ÀH‰Å„°
L‹pH‹„$x
H9„$p
tjH‹=óó&H5ÄègýÿH;¬$@
tHƒm
„ÊH‹„$h
H‹”$h
H‹Œ$¨dH3%(H‰Ð…sHĸ[]A\A]A^A_ÃfDL‹„$P
H´$€
¹
º¿è,ýÿH…ÀI‰Å„&
L‹xH‹„$ˆ
H9„$€
tZH‹=Có&H5D2è·ýÿL;¬$P
„BÿÿÿIƒm
…7ÿÿÿI‹EL‰ïÿP0é(ÿÿÿ€H‹EH‰ïÿP0é'ÿÿÿf„H‹´$0
H9Þ„ÏH|$`HsèŽ1ýÿ‰„$싄$ì…Àt…D‹L$`Aƒùÿ„­Aƒù
„£Hœ$ 
L4H
X	º
¾
1ÀH‰ßè	ýÿH‹=rò&H‰Þèêýÿé.ÿÿÿDèÛýÿH…À…€þÿÿH‹=Kò&H5Dè¿ýÿéhþÿÿèµýÿH…Àf…CþÿÿH‹=#ò&H5lè—ýÿé+þÿÿfÇD$`
é<ÿÿÿH‹”$p
H‹„$€
Ht$@H‹Œ$
H¼$ðL´ÇD$@
‰”$‰T$pH…ë
‰„$ ‰„$€è‡Ïÿÿ‰„$싄$ì…À„ZþÿÿH‹”$ð¶<Nte<Tta<Ct]Hœ$ 
D‹L$@L–H
ŸH‰$¾
H‰ߺ
1Àè×ýÿH‹=@ñ&H‰Þè¸ýÿH‹¼$ðH…ÿ„ðýÿÿè2ýÿéæýÿÿH‹Œ$ 
Ht$PH¼$
LiHÅê
ÇD$P
èÍÎÿÿ‰„$싄$ì…Àt£H‹”$
¶<Nte<Tta<Ct]Hœ$ 
D‹L$PL°H
qH‰$¾
H‰ߺ
1Àè!ýÿH‹=Šð&H‰ÞèýÿH‹¼$
H…ÿ„9ÿÿÿè|ýÿé/ÿÿÿHcD$pƒ¼$°
H´$
L‹„$`
º¿H‰„$
Hc„$€Ƀá ƒÁH‰„$˜
èÛýÿH…ÀH‰Ã„ßH‹@H´$àH‹”$
HL$pM‰ñL„$€H‰t$0H´$ÐH‹¼$ðH‰D$H„$ ‰”$ÀH‰t$(H´$ÀHT$`H‰D$H„$L‰|$H‰t$ H‹´$
H‰$AÿÔèýÿH…ÀtDŽ$싄$ì…À„äþÿÿóZ„$Ћ”$àH=ÍH‰޸
è¢ýÿH‰„$h
é³þÿÿè ýÿè«ýÿH…À… þÿÿH‹=ï&H5
èýÿéˆþÿÿf.„AWH‰÷H‰ÖHÏAVAUATI‰ÌH
ÑÌ%USHì¸H‹9$dH‹%(H‰„$¨1ÀH„$°HDŽ$h
HDŽ$àDŽ$Ü
H‰œ$ðLŒ$@
HDŽ$
H‰œ$
L„$0
ÇD$`H‰œ$ 
ÇD$pDŽ$€HDŽ$p
ÿÿÿÿHDŽ$x
ÿÿÿÿH‰œ$0
DŽ$HDŽ$€
ÿÿÿÿHDŽ$ˆ
ÿÿÿÿH‰œ$@
DŽ$ HDŽ$
ÿÿÿÿHDŽ$˜
ÿÿÿÿDŽ$°H‰œ$P
DŽ$ÀHDŽ$`
DŽ$ÐH‰D$ H„$ 
H‰D$H„$
H‰D$H„$ðH‰D$H„$P
H‰$1Àè’ýÿ1҅Àt{L‹„$0
H´$p
¹
²¿èûýÿH…ÀH‰Å„¯
L‹pH‹„$x
H9„$p
tiH‹=í&H5ãè†ýÿH;¬$0
tHƒm
„ÉH‹„$h
H‹”$h
H‹Œ$¨dH3%(H‰Ð…rHĸ[]A\A]A^A_ÃDL‹„$@
H´$€
¹
º¿èLýÿH…ÀI‰Å„&
L‹xH‹„$ˆ
H9„$€
tZH‹=cì&H5d+è×ýÿL;¬$@
„CÿÿÿIƒm
…8ÿÿÿI‹EL‰ïÿP0é)ÿÿÿ€H‹EH‰ïÿP0é(ÿÿÿf„H‹´$ 
H9Þ„ÏH|$`HÓè®*ýÿ‰„$܋„$܅Àt…D‹L$`Aƒùÿ„­Aƒù
„£Hœ$ 
LTH
¤º
¾
1ÀH‰ßè)ýÿH‹=’ë&H‰Þè
ýÿé.ÿÿÿDèûýÿH…À…þÿÿH‹=kë&H5¤èß
ýÿéiþÿÿèÕýÿH…Àf…DþÿÿH‹=Cë&H5Ìè·
ýÿé,þÿÿfÇD$`
é<ÿÿÿH‹”$p
H‹„$€
Ht$@H‹Œ$ðH¼$àLÇD$@
‰”$‰T$pH¥ä
‰„$ ‰„$€è§Èÿÿ‰„$܋„$܅À„ZþÿÿH‹”$à¶<Nte<Tta<Ct]Hœ$ 
D‹L$@L¶ÿH
ÿH‰$¾
H‰ߺ
1Àè÷ýÿH‹=`ê&H‰ÞèØýÿH‹¼$àH…ÿ„ðýÿÿèRýÿéæýÿÿH‹Œ$
Ht$PH¼$
LÉHåã
ÇD$P
èíÇÿÿ‰„$܋„$܅Àt£H‹”$
¶<Nte<Tta<Ct]Hœ$ 
D‹L$PLÐÿH
ÑH‰$¾
H‰ߺ
1ÀèAýÿH‹=ªé&H‰Þè"ýÿH‹¼$
H…ÿ„9ÿÿÿèœ
ýÿé/ÿÿÿHcD$pƒ¼$°
H´$
L‹„$P
º¿H‰„$
Hc„$€Ƀá ƒÁH‰„$˜
èûýÿH…ÀH‰Ã„ßH‹@H´$ÐH‹”$
HL$pM‰ñL„$€H‰t$0H´$`
H‹¼$àH‰D$H„$ ‰”$ÀH‰t$(H´$ÀHT$`H‰D$H„$L‰|$H‰t$ H‹´$
H‰$AÿÔè%
ýÿH…ÀtDŽ$܋„$܅À„äþÿÿ‹”$Ðò„$`
H=ÿ
H‰޸
èÂýÿH‰„$h
é³þÿÿèÀ
ýÿèËýÿH…À… þÿÿH‹=;è&H5dè¯
ýÿéˆþÿÿf.„AWH‰÷H‰ÖHÿ
AVAUATUH‰ÍH
PÏ%SHìØH‹Y$dH‹%(H‰„$È1ÀH„$
HDŽ$˜HDŽ$À
DŽ$¼

H‰œ$Ð
LŒ$Ð
HDŽ$à
H‰œ$ð
L„$ HDŽ$H‰œ$DŽ$ðHDŽ$ ÿÿÿÿHDŽ$¨ÿÿÿÿDŽ$
H‰œ$ DŽ$
DŽ$ 
DŽ$0
DŽ$@
H‰œ$0DŽ$P
H‰œ$@DŽ$`
DŽ$p
HDŽ$PÿÿÿÿHDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿH‰D$(H„$€DŽ$€
HDŽ$`ÿÿÿÿH‰D$ H„$@HDŽ$pÿÿÿÿDŽ$
H‰œ$€H‰D$H„$0HDŽ$ÿÿÿÿDŽ$ 
DŽ$°
H‰D$H„$H‰D$H„$ð
H‰$1ÀèHýÿ1҅ÀtXH‹Œ$H´$àH¼$LsH¿à
DŽ$à
è¼Ãÿÿ‰„$¼
‹„$¼
…ÀuBH‹„$˜H‹”$˜H‹Œ$ÈdH3%(H‰Ð…6HÄØ[]A\A]A^A_ÃfDH‹Œ$Ð
H´$ÀH¼$À
LIH9à
DŽ$ 
DŽ$À
è'Ãÿÿ‰„$¼
‹„$¼
…À„±ƒ¼$

L‹„$ H´$ º¿DŽ$0
€?Ƀá Á
è´ýÿH…ÀI‰Ç„·
H‹´$0L‹`DŽ$`
H9ÞtlH¼$@
HMèx#ýÿ‰„$¼
‹„$¼
…ÀuVL;¼$ t
Iƒ/
„R
H‹¼$À
H…ÿtèýÿH‹¼$H…ÿ„¥þÿÿèzýÿé›þÿÿDDŽ$@

ë¢H‹„$ H‹Œ$ð
H´$ÐH¼$à
LùHwê
DŽ$Ð
‰„$ðèëÁÿÿ‰„$¼
‹„$¼
…À„OÿÿÿHc„$ðH´$PI‰عº
¿H‰„$Pè†ýÿH…ÀI‰Æ„H‹@H‹´$@H‰„$‹„$ð€‰„$

ÒH9މ”$ 
t|H¼$P
Hðè3"ýÿ‰„$¼
‹„$¼
…Àu_H‹¼$à
H…ÿ„ªþÿÿè[ýÿé þÿÿfDI‹GL‰ÿÿP0éŸþÿÿè¬ýÿH…À…‘þÿÿH‹=ã&H5U
èýÿéyþÿÿ‰„$P
ë–Hc„$ 
H´$I‰عº
¿H‰„$è“ýÿH…ÀI‰Å„>H‹´$€H‹@H9ÞH‰„$ „ç
H¼$
H£èV!ýÿ‰„$¼
‹„$¼
…ÀuIƒm
…ÿÿÿI‹EL‰ïÿP0é	ÿÿÿèÕýÿHc„$
H´$pI‰عº
¿H‰„$pèöýÿH…ÀH‰„$˜„]H‹„$˜Hc”$ðH´$°I‰ع¿H‹@H‰”$°ºH‰„$°‹„$P
ƒÀ
+„$@
‰„$p
H˜H‰„$¸è€ýÿH…ÀH‰„$¨„ÁH‹„$¨H´$`I‰عº
¿H‹@H‰„$¸‹„$p

ÀH˜H‰„$`è)ýÿH…ÀH‰Ã„»D‹Œ$ðH‹@IcÑH9”$°D‰Œ$€
„åH¬$ÀLYH
Fø
¾
º
1ÀH‰ïèžýÿH‹=á&H‰îèýÿHƒ+
„“H‹Œ$˜H‹
H‰„$Hƒè
H…ÀH‰
…NþÿÿH‹AH‰ÏÿP0é?þÿÿk„$ð‰„$
é þÿÿè*ýÿH…À…@ýÿÿH‹=šà&H5Ãÿèýÿé(ýÿÿèýÿH……ýÿÿH‹=sà&H5$èçýÿé
ýÿÿH‹CH‰ßÿP0é^ÿÿÿHc”$àH‰D$HH„$€
HŒ$ðLŒ$
M‰àH‰D$@H‹„$¸H‹´$à
H‹¼$À
H‰”$ˆHc”$ÐH‰D$8H‹„$H‰”$€Hc”$ÀH‰D$0H„$p
H‰D$(H„$`
H‰T$xH”$°
H‰D$ H„$P
H‰T$pH”$ 
H‰D$H„$@
H‰T$hH‹”$ H‰D$H„$0
H‰T$`H”$
H‰D$H„$ 
H‰T$XH‹”$°H‰$H‰T$PH‹”$ÿÕèºýÿH…ÀtDŽ$¼
‹„$¼
…À„þÿÿ‹Œ$°
H‹”$¨H=aô
L‰ö1Àè[ýÿH‰„$˜éïýÿÿèiýÿH…À…ëýÿÿH‹=ÙÞ&H5jÿèM
ýÿéÓýÿÿèCýÿH…À…6üÿÿH‹=³Þ&H5ôþè'
ýÿéüÿÿèýÿH…À…ŸýÿÿH‹=Þ&H5fÿè

ýÿé‡ýÿÿfff.„AWH‰÷H‰ÖH—õ
AVAUATUH‰ÍH
Æ%SHìØH‹©$dH‹%(H‰„$È1ÀH„$
HDŽ$˜HDŽ$
DŽ$Œ

H‰œ$ 
LŒ$ 
HDŽ$°
H‰œ$À
L„$ð
HDŽ$Ð
H‰œ$à
DŽ$ðHDŽ$ ÿÿÿÿHDŽ$¨ÿÿÿÿDŽ$
H‰œ$ð
DŽ$
HDŽ$HDŽ$DŽ$ 
H‰œ$ DŽ$0
H‰œ$0HDŽ$@DŽ$@
HDŽ$PÿÿÿÿHDŽ$°ÿÿÿÿHDŽ$¸ÿÿÿÿH‰D$(H„$€DŽ$P
HDŽ$`ÿÿÿÿH‰D$ H„$0HDŽ$pÿÿÿÿDŽ$`
H‰œ$€H‰D$H„$ HDŽ$ÿÿÿÿDŽ$p
DŽ$€
H‰D$H„$à
H‰D$H„$À
H‰$1Àè•ýüÿ1҅ÀtXH‹Œ$à
H´$àH¼$Ð
L˜ýH×
DŽ$à
è	ºÿÿ‰„$Œ
‹„$Œ
…Àu?H‹„$˜H‹”$˜H‹Œ$ÈdH3%(H‰Ð…<HÄØ[]A\A]A^A_ÃH‹Œ$ 
H´$ÀH¼$
LqýH‰Ö
HDŽ$DŽ$À
èv¹ÿÿ‰„$Œ
‹„$Œ
…À„¸ƒ¼$

L‹„$ð
H´$ òX©º¿ò„$Ƀá Á
èýýüÿH…ÀI‰Ç„¸
H‹´$ L‹`HDŽ$@H9ÞtlH¼$ 
HmýèÀýÿ‰„$Œ
‹„$Œ
…ÀuVL;¼$ð
t
Iƒ/
„R
H‹¼$
H…ÿtèØûüÿH‹¼$Ð
H…ÿ„ þÿÿèÂûüÿé–þÿÿDDŽ$ 

ë¢H‹„$ H‹Œ$À
H´$ÐH¼$°
LýH¿à
DŽ$Ð
‰„$ðè3¸ÿÿ‰„$Œ
‹„$Œ
…À„OÿÿÿHc„$ðH´$PI‰عº
¿H‰„$PèÎüüÿH…ÀI‰Æ„H‹@H‹´$0H‰„$‹„$ð€‰„$

ÒH9މ”$p
t}H¼$0
Hýè{ýÿ‰„$Œ
‹„$Œ
…Àu`H‹¼$°
H…ÿ„ªþÿÿè£úüÿé þÿÿfDI‹GL‰ÿÿP0éŸþÿÿèôýüÿH……þÿÿH‹=cÙ&H5tûè×ûüÿéxþÿÿ‰„$0
ë•Hc„$p
H´$I‰عº
¿H‰„$èÚûüÿH…ÀI‰Å„>H‹´$€H‹@H9ÞH‰„$ „ç
H¼$`
HÂüèýÿ‰„$Œ
‹„$Œ
…ÀuIƒm
…ÿÿÿI‹EL‰ïÿP0éÿÿÿèûüÿHc„$`
H´$pI‰عº
¿H‰„$pè=ûüÿH…ÀH‰„$˜„\H‹„$˜Hc”$ðH´$°I‰ع¿H‹@H‰”$°ºH‰„$°‹„$0
ƒÀ
+„$ 
‰„$@
H˜H‰„$¸èÇúüÿH…ÀH‰„$¨„ÀH‹„$¨H´$`I‰عº
¿H‹@H‰„$¸‹„$@

ÀH˜H‰„$`èpúüÿH…ÀH‰Ã„ºD‹Œ$ðH‹@IcÑH9”$°D‰Œ$P
„äH¬$ÀL øH
¹î
¾
º
1ÀH‰ïèåþüÿH‹=N×&H‰îèÆùüÿHƒ+
„’H‹Œ$˜H‹
H‰„$Hƒè
H…ÀH‰
…NþÿÿH‹AH‰ÏÿP0é?þÿÿk„$ð‰„$`
é þÿÿèqûüÿH…À…?ýÿÿH‹=áÖ&H5âùèUùüÿé'ýÿÿèKûüÿH…À…ýÿÿH‹=»Ö&H5Dúè/ùüÿé
ýÿÿH‹CH‰ßÿP0é_ÿÿÿHc”$àH‰D$HH„$P
HŒ$ðLŒ$
M‰àH‰D$@H‹„$¸H‹´$°
H‹¼$
H‰”$ˆHc”$ÐH‰D$8H‹„$H‰”$€Hc”$ÀH‰D$0H„$@
H‰D$(H„$@H‰T$xH”$€
H‰D$ H„$0
H‰T$pH”$p
H‰D$H„$ 
H‰T$hH‹”$ H‰D$H„$H‰T$`H”$`
H‰D$H„$H‰T$XH‹”$°H‰$H‰T$PH‹”$Ð
ÿÕèúüÿH…ÀtDŽ$Œ
‹„$Œ
…À„þÿÿ‹Œ$€
H‹”$¨H=©ê
L‰ö1Àè£ùüÿH‰„$˜éðýÿÿè±ùüÿH…À…ìýÿÿH‹=!Õ&H5Šùè•÷üÿéÔýÿÿè‹ùüÿH…À…7üÿÿH‹=ûÔ&H5ùèo÷üÿéüÿÿèeùüÿH…Àf…žýÿÿH‹=ÓÔ&H5„ùèG÷üÿé†ýÿÿfAWH‰÷H‰ÖHì
AVAUATUSH‰ËH
¯¼%HìL‹5ùþ#dH‹%(H‰„$1ÀH„$ 
HDŽ$ØHDŽ$ð
DŽ$ì

L‰´$LŒ$HDŽ$L‰´$ L„$PHDŽ$0L‰´$@DŽ$
HDŽ$àÿÿÿÿHDŽ$èÿÿÿÿDŽ$ 
L‰´$PDŽ$0
DŽ$@
DŽ$P
DŽ$`
L‰´$`DŽ$p
L‰´$pDŽ$€
DŽ$
HDŽ$€ÿÿÿÿHDŽ$ðÿÿÿÿHDŽ$øÿÿÿÿH‰D$(H„$°DŽ$ 
HDŽ$ÿÿÿÿH‰D$ H„$pHDŽ$ ÿÿÿÿDŽ$°
L‰´$°H‰D$H„$`HDŽ$ÀÿÿÿÿDŽ$À
HDŽ$ÐÿÿÿÿH‰D$H„$@DŽ$Ð
DŽ$à
H‰D$H„$ H‰$1ÀèÑóüÿ…À„ù
ƒ¼$ 

L‹„$PH´$຿Ƀá Á
è'õüÿH…ÀI‰Ç„‹
H‹Œ$@H´$
H¼$0L”÷HÍ
H‹hDŽ$

è
°ÿÿ‰„$ì
‹„$ì
…ÀuOL;¼$Pt
Iƒ/
„
H‹„$ØH‹„$ØH‹œ$dH3%(…HÄ[]A\A]A^A_ÃfH‹Œ$H´$àH¼$ð
LY÷HqÌ
DŽ$@
DŽ$à
è_¯ÿÿ‰„$ì
‹„$ì
…ÀtcH‹´$`DŽ$P
€?DŽ$€
L9ö„¶H¼$`
HO÷èòýÿ‰„$ì
‹„$ì
…À…œH‹¼$ð
H…ÿtèòüÿH‹¼$0H…ÿ„êþÿÿèòüÿéàþÿÿ€I‹GL‰ÿÿP0éÞþÿÿf„èKõüÿH…À…ÇþÿÿH‹=»Ð&H5¼õè/óüÿé¯þÿÿf.„1Àé®þÿÿf„DŽ$`

éUÿÿÿH‹„$àH‹Œ$ H´$ðH¼$L±öH§Ö
DŽ$ð
‰„$
è®ÿÿ‰„$ì
‹„$ì
…À„	ÿÿÿHc„$
H´$€M‰ð¹º
¿H‰„$€è¶òüÿH…ÀI‰Ä„
H‹@H‹´$pH‰„$ ‹„$
€‰„$0

ÒL9ö‰”$Ð
tAH¼$p
H¨öècýÿ‰„$ì
‹„$ì
…Àu$H‹¼$H…ÿ„dþÿÿè‹ðüÿéZþÿÿ‰„$p
ëы„$p
H´$ÐM‰ð¹º
¿ƒÀ
+„$`
‰„$
Hc„$Ð
H‰„$ÐèæñüÿH…ÀI‰Å„cH‹´$°H‹@L9öH‰„$¸„H¼$°
H~öè©
ýÿ‰„$ì
‹„$ì
…ÀuIƒm
…;ÿÿÿI‹EL‰ïÿP0é,ÿÿÿè(ñüÿk„$
H´$ÀM‰ð¹º
¿‰„$À
H˜H‰„$Àè@ñüÿH…ÀH‰„$¨„ÏH‹„$¨H´$ðM‰ð¹º¿H‹@H‰„$ÈHc„$
H‰„$ðHc„$
H‰„$øèÜðüÿH…ÀH‰„$À„EH‹„$ÀH´$M‰ð¹º
¿H‹@H‰„$Ћ„$

ÀH˜H‰„$è…ðüÿH…ÀH‰„$°„H‹„$°D‹Œ$
H‹@D‰Œ$ 
H‰„$ØIcÁH9„$ð„ýHœ$L îH
åä
¾
º
1ÀH‰ßèåôüÿH‹=NÍ&H‰ÞèÆïüÿH‹œ$°H‹H‰„$ Hƒè
H…ÀH‰„’H‹œ$¨H‹H‰„$ Hƒè
H…ÀH‰…)þÿÿH‹CH‰ßÿP0éþÿÿk„$
‰„$°
éûýÿÿèXñüÿH…À…>ýÿÿH‹=ÈÌ&H5yóè<ïüÿé&ýÿÿè2ñüÿH…À…ýÿÿH‹=¢Ì&H5ÛóèïüÿéýÿÿH‹CH‰ßÿP0é_ÿÿÿHc„$°
H´$ M‰ð¹º
¿H‰„$ èïüÿH…ÀI‰Â„
Hc„$
HŒ$
LŒ$0
I‰èH‹”$0H‹´$H‹¼$ð
H‰„$˜Hc„$ðH‰„$Hc„$àH‰„$ˆH„$à
H‰„$€H„$Ð
H‰D$xH‹„$¸L‰”$¸H‰D$pH„$À
H‰D$hH‹„$ÈH‰D$`H„$°
H‰D$XI‹BH‰D$PH‹„$ØH‰D$HH„$ 
H‰D$@H‹„$ÐH‰D$8H‹„$ H‰D$0H„$
H‰D$(H„$€
H‰D$ H„$p
H‰D$H„$`
H‰D$H„$P
H‰D$H„$@
H‰$ÿÓè‚ïüÿH…ÀL‹”$¸tDŽ$ì
‹„$ì
…ÀueIƒ*
…ýÿÿI‹BL‰×ÿP0é€ýÿÿèAïüÿH…À…•ýÿÿH‹=±Ê&H5Êòè%íüÿé}ýÿÿèïüÿH…À…»ûÿÿH‹=‹Ê&H5Tòèÿìüÿé£ûÿÿ‹Œ$à
H‹”$ÀH=Àß
L‰æ1ÀL‰”$ è²îüÿL‹”$ H‰„$Øé^ÿÿÿè¸îüÿH…À…éüÿÿH‹=(Ê&H5ÙòèœìüÿéÑüÿÿè’îüÿH…À…æüÿÿH‹=Ê&H5còèvìüÿéÎüÿÿAWH‰÷H‰ÖHoá
AVAUATUSH‰ËH
?²%HìL‹5)ô#dH‹%(H‰„$1ÀH„$ 
HDŽ$ØHDŽ$À
DŽ$¼

L‰´$Ð
LŒ$Ð
HDŽ$à
L‰´$ð
L„$ HDŽ$L‰´$DŽ$
HDŽ$àÿÿÿÿHDŽ$èÿÿÿÿDŽ$ 
L‰´$ DŽ$0
HDŽ$0HDŽ$@DŽ$@
L‰´$PDŽ$P
L‰´$`HDŽ$pDŽ$`
HDŽ$€ÿÿÿÿHDŽ$ðÿÿÿÿHDŽ$øÿÿÿÿH‰D$(H„$°DŽ$p
HDŽ$ÿÿÿÿH‰D$ H„$`HDŽ$ ÿÿÿÿDŽ$€
L‰´$°H‰D$H„$PHDŽ$ÀÿÿÿÿDŽ$
HDŽ$ÐÿÿÿÿH‰D$H„$DŽ$ 
DŽ$°
H‰D$H„$ð
H‰$1Àèþèüÿ…À„ƒ¼$ 

L‹„$ H´$຿Ƀá Á
èTêüÿH…ÀI‰Ç„˜
H‹Œ$H´$
H¼$LÁðH5Â
H‹hDŽ$

è.¥ÿÿ‰„$¼
‹„$¼
…ÀuTL;¼$ t
Iƒ/
„ 
H‹„$ØH‹„$ØH‹œ$dH3%(…$HÄ[]A\A]A^A_ÀH‹Œ$Ð
H´$àH¼$À
LðH™Á
HDŽ$0DŽ$à
膤ÿÿ‰„$¼
‹„$¼
…ÀtjH‹´$Pò|”HDŽ$pò„$@L9ö„¶H¼$@
Hoðèýÿ‰„$¼
‹„$¼
…À…œH‹¼$À
H…ÿtè:çüÿH‹¼$H…ÿ„Ýþÿÿè$çüÿéÓþÿÿ€I‹GL‰ÿÿP0éÑþÿÿf„èkêüÿH…À…ºþÿÿH‹=ÛÅ&H5ÜîèOèüÿé¢þÿÿf.„1Àé¡þÿÿf„DŽ$@

éUÿÿÿH‹„$àH‹Œ$ð
H´$ðH¼$à
LÑïHÇË
DŽ$ð
‰„$
è;£ÿÿ‰„$¼
‹„$¼
…À„	ÿÿÿHc„$
H´$€M‰ð¹º
¿H‰„$€èÖçüÿH…ÀI‰Ä„
H‹@H‹´$`H‰„$ ‹„$
€‰„$0

ÒL9ö‰”$ 
tAH¼$P
HÈïèƒýÿ‰„$¼
‹„$¼
…Àu$H‹¼$à
H…ÿ„dþÿÿè«åüÿéZþÿÿ‰„$P
ëы„$P
H´$ÐM‰ð¹º
¿ƒÀ
+„$@
‰„$`
Hc„$ 
H‰„$ÐèçüÿH…ÀI‰Å„cH‹´$°H‹@L9öH‰„$¸„H¼$€
HžïèÉýÿ‰„$¼
‹„$¼
…ÀuIƒm
…;ÿÿÿI‹EL‰ïÿP0é,ÿÿÿèHæüÿk„$
H´$ÀM‰ð¹º
¿‰„$
H˜H‰„$Àè`æüÿH…ÀH‰„$¨„ÏH‹„$¨H´$ðM‰ð¹º¿H‹@H‰„$ÈHc„$
H‰„$ðHc„$`
H‰„$øèüåüÿH…ÀH‰„$À„EH‹„$ÀH´$M‰ð¹º
¿H‹@H‰„$Ћ„$`

ÀH˜H‰„$è¥åüÿH…ÀH‰„$°„H‹„$°D‹Œ$
H‹@D‰Œ$p
H‰„$ØIcÁH9„$ð„ýHœ$LÀãH
1Ú
¾
º
1ÀH‰ßèêüÿH‹=nÂ&H‰ÞèæäüÿH‹œ$°H‹H‰„$ Hƒè
H…ÀH‰„’H‹œ$¨H‹H‰„$ Hƒè
H…ÀH‰…)þÿÿH‹CH‰ßÿP0éþÿÿk„$
‰„$€
éûýÿÿèxæüÿH…À…>ýÿÿH‹=èÁ&H5™ìè\äüÿé&ýÿÿèRæüÿH…À…ýÿÿH‹=ÂÁ&H5ûìè6äüÿéýÿÿH‹CH‰ßÿP0é_ÿÿÿHc„$€
H´$ M‰ð¹º
¿H‰„$ è3äüÿH…ÀI‰Â„
Hc„$
HŒ$
LŒ$0
I‰èH‹”$H‹´$à
H‹¼$À
H‰„$˜Hc„$ðH‰„$Hc„$àH‰„$ˆH„$°
H‰„$€H„$ 
H‰D$xH‹„$¸L‰”$¸H‰D$pH„$
H‰D$hH‹„$ÈH‰D$`H„$€
H‰D$XI‹BH‰D$PH‹„$ØH‰D$HH„$p
H‰D$@H‹„$ÐH‰D$8H‹„$ H‰D$0H„$`
H‰D$(H„$pH‰D$ H„$P
H‰D$H„$@
H‰D$H„$@H‰D$H„$0H‰$ÿÓè¢äüÿH…ÀL‹”$¸tDŽ$¼
‹„$¼
…ÀueIƒ*
…ýÿÿI‹BL‰×ÿP0é€ýÿÿèaäüÿH…À…•ýÿÿH‹=ѿ&H5êëèEâüÿé}ýÿÿè;äüÿH…À…»ûÿÿH‹=«¿&H5tëèâüÿé£ûÿÿ‹Œ$°
H‹”$ÀH=àÔ
L‰æ1ÀL‰”$ èÒãüÿL‹”$ H‰„$Øé^ÿÿÿèØãüÿH…À…éüÿÿH‹=H¿&H5ùëè¼áüÿéÑüÿÿè²ãüÿH…À…æüÿÿH‹="¿&H5ƒëè–áüÿéÎüÿÿAWH‰÷H‰ÖH»Ö
AVAUATUH‰ÍH
'%SHì¨
H‹Ié#H„$°HDŽ$x
ÇD$PDŽ$ì
HDŽ$
LŒ$P
H‰D$ H„$H‰œ$ðH‰œ$
HDŽ$ 
L„$@
H‰D$H„$0
H‰œ$0
DŽ$€HDŽ$€
ÿÿÿÿHDŽ$ˆ
ÿÿÿÿDŽ$H‰œ$@
DŽ$ HDŽ$
ÿÿÿÿHDŽ$˜
ÿÿÿÿDŽ$°H‰œ$P
DŽ$ÀHDŽ$`
ÿÿÿÿHDŽ$p
ÿÿÿÿDŽ$ÐDŽ$àH‰D$H„$
H‰D$H„$ðH‰$1ÀèÆÞüÿ…À„^
ƒ¼$
L‹„$@
H´$€
º¿Ƀá ÁèàüÿH…ÀI‰Æ„0
H‹´$ðL‹`H9ÞtOH|$PH‹êèîûüÿ‰„$싄$ì…Àu?H‹„$x
H‹„$x
HĨ
[]A\A]A^A_Ãf.„‹„$ìÇD$P
…ÀtÁH‹Œ$0
Ht$pH¼$ 
LYêH·
ÇD$p
荚ÿÿ‰„$싄$ì…À„{ÿÿÿH‹Œ$
Ht$`H¼$
LkêHK·
ÇD$`
èGšÿÿ‰„$싄$ì…ÀueH‹¼$ 
H…ÿ„(ÿÿÿèOÝüÿéÿÿÿf.„1Àéÿÿÿf„è›àüÿH…À…öþÿÿH‹=¼&H5éèÞüÿéÞþÿÿf.„H‹„$€
H´$`
I‰عº
¿‰„$€H˜H‰„$`
èxÞüÿH…ÀI‰Å„"H‹@ƒ¼$°
H´$
L‹„$P
¿H‰D$@Hc„$€Ƀá Á
T@ÿ‰„$ H‰„$
H‰„$˜
‰”$кèÞüÿH…ÀI‰Ç„a
H‹@H´$p
I‰عº
¿H‰D$HHc„$ÐH‰„$p
èÃÝüÿH…ÀH‰Ã„G
‹”$€H‹@HŒ$€H|$PLŒ$ M‰àH‹´$
‰”$ÀHcT$pH‰D$H‹D$@H‰T$8HcT$`H‰D$H„$ÀH‰D$H‹D$HH‰T$0H”$àH‰T$(H”$ÐH‰$H‰T$ H‹”$ 
ÿÕèãÞüÿH…ÀtDŽ$싄$ì…Àu1Hƒ+
tPL;¼$P
tIƒ/
tLH‹¼$
H…ÿ„Ìýÿÿè,ÛüÿéÂýÿÿ‹Œ$àH=eÏ
L‰êL‰ö1Àè\ÞüÿH‰„$x
ëªH‹CH‰ßÿP0ë¤I‹GL‰ÿÿP0ë¨èUÞüÿH…ÀfuœH‹=ǹ&H5Pèè;Üüÿë‡f„è+ÞüÿH…À…`ÿÿÿH‹=›¹&H5tèèÜüÿéHÿÿÿèÞüÿH…Àf…HÿÿÿH‹=s¹&H5´çèçÛüÿé0ÿÿÿfAWH‰÷H‰ÖH#Ñ
AVAUATUH‰ÍH
P¢%SHì¨
H‹™ã#H„$°HDŽ$x
ÇD$PDŽ$ì
HDŽ$
LŒ$P
H‰D$ H„$H‰œ$ðH‰œ$
HDŽ$ 
L„$@
H‰D$H„$0
H‰œ$0
DŽ$€HDŽ$€
ÿÿÿÿHDŽ$ˆ
ÿÿÿÿDŽ$H‰œ$@
DŽ$ HDŽ$
ÿÿÿÿHDŽ$˜
ÿÿÿÿDŽ$°H‰œ$P
DŽ$ÀHDŽ$`
ÿÿÿÿHDŽ$p
ÿÿÿÿDŽ$ÐDŽ$àH‰D$H„$
H‰D$H„$ðH‰$1ÀèÙüÿ…À„^
ƒ¼$
L‹„$@
H´$€
º¿Ƀá ÁèlÚüÿH…ÀI‰Æ„0
H‹´$ðL‹`H9ÞtOH|$PHûæè>öüÿ‰„$싄$ì…Àu?H‹„$x
H‹„$x
HĨ
[]A\A]A^A_Ãf.„‹„$ìÇD$P
…ÀtÁH‹Œ$0
Ht$pH¼$ 
LÉæHݱ
ÇD$p
èݔÿÿ‰„$싄$ì…À„{ÿÿÿH‹Œ$
Ht$`H¼$
LÛæH›±
ÇD$`
藔ÿÿ‰„$싄$ì…ÀueH‹¼$ 
H…ÿ„(ÿÿÿèŸ×üÿéÿÿÿf.„1Àéÿÿÿf„èëÚüÿH…À…öþÿÿH‹=[¶&H5|åèÏØüÿéÞþÿÿf.„H‹„$€
H´$`
I‰عº
¿‰„$€H˜H‰„$`
èÈØüÿH…ÀI‰Å„"H‹@ƒ¼$°
H´$
L‹„$P
¿H‰D$@Hc„$€Ƀá Á
T@ÿ‰„$ H‰„$
H‰„$˜
‰”$кèWØüÿH…ÀI‰Ç„a
H‹@H´$p
I‰عº
¿H‰D$HHc„$ÐH‰„$p
èØüÿH…ÀH‰Ã„G
‹”$€H‹@HŒ$€H|$PLŒ$ M‰àH‹´$
‰”$ÀHcT$pH‰D$H‹D$@H‰T$8HcT$`H‰D$H„$ÀH‰D$H‹D$HH‰T$0H”$àH‰T$(H”$ÐH‰$H‰T$ H‹”$ 
ÿÕè3ÙüÿH…ÀtDŽ$싄$ì…Àu1Hƒ+
tPL;¼$P
tIƒ/
tLH‹¼$
H…ÿ„Ìýÿÿè|ÕüÿéÂýÿÿ‹Œ$àH=µÉ
L‰êL‰ö1Àè¬ØüÿH‰„$x
ëªH‹CH‰ßÿP0ë¤I‹GL‰ÿÿP0ë¨è¥ØüÿH…ÀfuœH‹=´&H5Àäè‹Öüÿë‡f„è{ØüÿH…À…`ÿÿÿH‹=ë³&H5ääè_ÖüÿéHÿÿÿèUØüÿH…Àf…HÿÿÿH‹=ó&H5$äè7Öüÿé0ÿÿÿfAWH‰÷H‰ÖH‹Ë
AVAUATI‰ÌH
áœ%USHìØ
H‹éÝ#H„$ÐHDŽ$¨
ÇD$pDŽ$

HDŽ$ 
LŒ$p
H‰D$ H„$°H‰œ$
H‰œ$0
HDŽ$@
L„$`
H‰œ$P
DŽ$ HDŽ$°
ÿÿÿÿHDŽ$¸
ÿÿÿÿDŽ$°H‰œ$`
DŽ$ÀHDŽ$À
ÿÿÿÿHDŽ$È
ÿÿÿÿDŽ$ÐH‰œ$p
DŽ$àHDŽ$€
ÿÿÿÿHDŽ$
ÿÿÿÿDŽ$ðHDŽ$ 
ÿÿÿÿDŽ$
H‰D$H„$P
H‰D$H„$0
H‰D$H„$
H‰$1ÀèZÓüÿ…À„b
ƒ¼$°
L‹„$`
H´$°
º¿Ƀá Áè°ÔüÿH…ÀH‰Å„4
H‹´$
L‹hH9ÞtKH|$pH_ãè‚ðüÿ‰„$
‹„$
…Àu;H‹„$¨
H‹„$¨
HÄØ
[]A\A]A^A_ÃfD‹„$
ÇD$p
…ÀtÅH‹Œ$P
H´$H¼$@
L.ãH"¬
DŽ$
èÿÿ‰„$
‹„$
…À„yÿÿÿH‹Œ$0
H´$€H¼$ 
L:ãHګ
DŽ$€
èӎÿÿ‰„$
‹„$
…ÀuaH‹¼$@
H…ÿ„ ÿÿÿèÛÑüÿéÿÿÿfD1Àéÿÿÿf„è+ÕüÿH…À…òþÿÿH‹=›°&H5ÜáèÓüÿéÚþÿÿf.„H‹„$°
H´$€
I‰عº
¿‰„$ H˜H‰„$€
èÓüÿH…ÀH‰D$P„ÊH‹@ƒ¼$Ð
H´$À
L‹„$p
¿H‰D$XHc„$ Ƀá Á
	„$ÀH‰„$À
H‰„$È
Tÿ‰”$ðºè’ÒüÿH…ÀI‰Ç„Ï
H‹@H´$
I‰عº
¿H‰D$`Hc„$ðH‰„$
èNÒüÿH…ÀI‰Æ„²
H‹@H´$ 
I‰عº
¿H‰D$h‹„$ D@þH˜H‰„$ 
èÒüÿH…ÀH‰Ã„™
H‹@‹”$ HŒ$ H|$pLŒ$ÀM‰èH‹´$ 
H‰D$(H„$ð‰”$àHc”$H‰D$ H‹D$hH‰D$H‹D$XH‰T$@Hc”$€H‰D$H„$àH‰D$H‹D$`H‰T$8H”$
H‰$H‰T$0H‹”$@
AÿÔèÓüÿH…ÀtDŽ$
‹„$
…ÀuCHƒ+
tpIƒ.
t+L;¼$p
tIƒ/
tNH‹¼$ 
H…ÿ„kýÿÿèWÏüÿéaýÿÿI‹FL‰÷ÿP0ëɋŒ$
H‹T$PH=Ã
H‰î1ÀèyÒüÿH‰„$¨
ë–I‹GL‰ÿÿP0ë¦H‹CH‰ßÿP0ë„èrÒüÿH…ÀuH‹=æ­&H5¯àèZÐüÿéxÿÿÿDèKÒüÿH…À…UÿÿÿH‹=»­&H5Ôàè/Ðüÿé=ÿÿÿf.„èÒüÿH…À…ÿÿÿH‹=‹­&H5ìàèÿÏüÿéÿÿÿf.„èëÑüÿH…À…ÿÿÿH‹=[­&H5ÜßèÏÏüÿéíþÿÿf.„AWH‰÷H‰ÖH3Å
AVAUATI‰ÌH
±–%USHìØ
H‹y×#H„$ÐHDŽ$¨
ÇD$pDŽ$

HDŽ$ 
LŒ$p
H‰D$ H„$°H‰œ$
H‰œ$0
HDŽ$@
L„$`
H‰œ$P
DŽ$ HDŽ$°
ÿÿÿÿHDŽ$¸
ÿÿÿÿDŽ$°H‰œ$`
DŽ$ÀHDŽ$À
ÿÿÿÿHDŽ$È
ÿÿÿÿDŽ$ÐH‰œ$p
DŽ$àHDŽ$€
ÿÿÿÿHDŽ$
ÿÿÿÿDŽ$ðHDŽ$ 
ÿÿÿÿDŽ$
H‰D$H„$P
H‰D$H„$0
H‰D$H„$
H‰$1ÀèêÌüÿ…À„b
ƒ¼$°
L‹„$`
H´$°
º¿Ƀá Áè@ÎüÿH…ÀH‰Å„4
H‹´$
L‹hH9ÞtKH|$pH_ßèêüÿ‰„$
‹„$
…Àu;H‹„$¨
H‹„$¨
HÄØ
[]A\A]A^A_ÃfD‹„$
ÇD$p
…ÀtÅH‹Œ$P
H´$H¼$@
L.ßH²¥
DŽ$
诈ÿÿ‰„$
‹„$
…À„yÿÿÿH‹Œ$0
H´$€H¼$ 
L:ßHj¥
DŽ$€
ècˆÿÿ‰„$
‹„$
…ÀuaH‹¼$@
H…ÿ„ ÿÿÿèkËüÿéÿÿÿfD1Àéÿÿÿf„è»ÎüÿH…À…òþÿÿH‹=+ª&H5ÜÝèŸÌüÿéÚþÿÿf.„H‹„$°
H´$€
I‰عº
¿‰„$ H˜H‰„$€
è˜ÌüÿH…ÀH‰D$P„ÊH‹@ƒ¼$Ð
H´$À
L‹„$p
¿H‰D$XHc„$ Ƀá Á
	„$ÀH‰„$À
H‰„$È
Tÿ‰”$ðºè"ÌüÿH…ÀI‰Ç„Ï
H‹@H´$
I‰عº
¿H‰D$`Hc„$ðH‰„$
èÞËüÿH…ÀI‰Æ„²
H‹@H´$ 
I‰عº
¿H‰D$h‹„$ D@þH˜H‰„$ 
è•ËüÿH…ÀH‰Ã„™
H‹@‹”$ HŒ$ H|$pLŒ$ÀM‰èH‹´$ 
H‰D$(H„$ð‰”$àHc”$H‰D$ H‹D$hH‰D$H‹D$XH‰T$@Hc”$€H‰D$H„$àH‰D$H‹D$`H‰T$8H”$
H‰$H‰T$0H‹”$@
AÿÔè¤ÌüÿH…ÀtDŽ$
‹„$
…ÀuCHƒ+
tpIƒ.
t+L;¼$p
tIƒ/
tNH‹¼$ 
H…ÿ„kýÿÿèçÈüÿéaýÿÿI‹FL‰÷ÿP0ëɋŒ$
H‹T$PH=½
H‰î1Àè	ÌüÿH‰„$¨
ë–I‹GL‰ÿÿP0ë¦H‹CH‰ßÿP0ë„èÌüÿH…ÀuH‹=v§&H5¯ÜèêÉüÿéxÿÿÿDèÛËüÿH…À…UÿÿÿH‹=K§&H5ÔÜè¿Éüÿé=ÿÿÿf.„è«ËüÿH…À…ÿÿÿH‹=§&H5ìÜèÉüÿéÿÿÿf.„è{ËüÿH…À…ÿÿÿH‹=ë¦&H5ÜÛè_Éüÿéíþÿÿf.„AWH‰÷H‰ÖH۾
AVAUATUH‰ÍH
€%SHìø
H‹	Ñ#H„$ÐHDŽ$È
ÇD$pDŽ$

HDŽ$0
LŒ$€
H‰œ$ 
H‰œ$@
L„$p
HDŽ$P
H‰œ$`
DŽ$ HDŽ$Ð
ÿÿÿÿHDŽ$Ø
ÿÿÿÿDŽ$°H‰œ$p
DŽ$ÀHDŽ$à
ÿÿÿÿHDŽ$è
ÿÿÿÿDŽ$ÐH‰œ$€
DŽ$àHDŽ$
ÿÿÿÿHDŽ$ 
ÿÿÿÿDŽ$ðH‰œ$°
HDŽ$À
ÿÿÿÿDŽ$
DŽ$
H‰D$(H„$°H‰D$ H„$°
H‰D$H„$`
H‰D$H„$@
H‰D$H„$ 
H‰$1ÀèZÆüÿ…À„b
ƒ¼$°
L‹„$p
H´$Ð
º¿Ƀá Áè°ÇüÿH…ÀI‰Ç„4
H‹´$ 
L‹`H9ÞtKH|$pH?Ûè‚ãüÿ‰„$
‹„$
…Àu;H‹„$È
H‹„$È
HÄø
[]A\A]A^A_ÃfD‹„$
ÇD$p
…ÀtÅH‹Œ$`
H´$H¼$P
LÛH"Ÿ
DŽ$
è‚ÿÿ‰„$
‹„$
…À„yÿÿÿH‹Œ$@
H´$€H¼$0
L"ÛHڞ
DŽ$€
èӁÿÿ‰„$
‹„$
…ÀuaH‹¼$P
H…ÿ„ ÿÿÿèÛÄüÿéÿÿÿfD1Àéÿÿÿf„è+ÈüÿH…À…òþÿÿH‹=›£&H5¼ÙèÆüÿéÚþÿÿf.„H‹„$Ð
H´$
I‰عº
¿‰„$ H˜H‰„$
èÆüÿH…ÀI‰Å„üH‹@H‹´$°
H‰D$P‹„$ H9ލT€‰”$
„*H¼$ðHÁÚè¼áüÿ‰„$
‹„$
…À„å
ƒ¼$Ð
Hc„$ H´$à
L‹„$€
º¿ɉ„$ÀH‰„$à
ƒá H‰„$è
Á
èUÅüÿH…ÀI‰Æ„H‹@H´$ 
I‰عº
¿H‰D$XHc„$ðH‰„$ 
èÅüÿH…ÀI‰Â„5H‹@H´$À
I‰عº
¿L‰T$`H‰D$hHc„$
H‰„$À
èÈÄüÿH…ÀH‰ÃL‹T$`„
H‹@‹”$ HŒ$ L‰T$`H|$pLŒ$ÀM‰àH‹´$0
H‰D$(H„$ð‰”$àHc”$H‰D$ H‹D$hH‰T$HH‰D$Hc”$€H‹D$PH‰D$H„$àH‰T$@H”$
H‰D$H‹D$XH‰T$8H”$
H‰$H‰T$0H‹”$P
ÿÕèÁÅüÿH…ÀL‹T$`tDŽ$
‹„$
…ÀukHƒ+
„“Iƒ*
tOL;´$€
tIƒ.
t3H‹¼$0
H…ÿ„ýÿÿèûÁüÿéýÿÿƒÀ¯ЃÂ
‰”$ðéÙýÿÿI‹FL‰÷ÿP0ëÁI‹BL‰×ÿP0륋Œ$
H=¶
L‰êL‰þ1ÀL‰T$PèöÄüÿL‹T$PH‰„$È
écÿÿÿH‹CL‰T$PH‰ßÿP0L‹T$PéTÿÿÿèæÄüÿH…À…\ÿÿÿH‹=V &H5OØèÊÂüÿéDÿÿÿDè»ÄüÿH…À…1ÿÿÿH‹=+ &H5œ×èŸÂüÿéÿÿÿf.„è‹ÄüÿH…À…ñþÿÿH‹=ûŸ&H5DØèoÂüÿéÙþÿÿL‰T$Pè`ÄüÿH…ÀL‹T$P…»þÿÿH‹=˟&H5dØè?ÂüÿL‹T$PéžþÿÿDAWH‰÷H‰ÖHշ
AVAUATUH‰ÍH
	%SHìø
H‹éÉ#H„$ÐHDŽ$È
ÇD$pDŽ$

HDŽ$0
LŒ$€
H‰œ$ 
H‰œ$@
L„$p
HDŽ$P
H‰œ$`
DŽ$ HDŽ$Ð
ÿÿÿÿHDŽ$Ø
ÿÿÿÿDŽ$°H‰œ$p
DŽ$ÀHDŽ$à
ÿÿÿÿHDŽ$è
ÿÿÿÿDŽ$ÐH‰œ$€
DŽ$àHDŽ$
ÿÿÿÿHDŽ$ 
ÿÿÿÿDŽ$ðH‰œ$°
HDŽ$À
ÿÿÿÿDŽ$
DŽ$
H‰D$(H„$°H‰D$ H„$°
H‰D$H„$`
H‰D$H„$@
H‰D$H„$ 
H‰$1Àè:¿üÿ…À„b
ƒ¼$°
L‹„$p
H´$Ð
º¿Ƀá ÁèÀüÿH…ÀI‰Ç„4
H‹´$ 
L‹`H9ÞtKH|$pHçÖèbÜüÿ‰„$
‹„$
…Àu;H‹„$È
H‹„$È
HÄø
[]A\A]A^A_ÃfD‹„$
ÇD$p
…ÀtÅH‹Œ$`
H´$H¼$P
L¶ÖH˜
DŽ$
èÿzÿÿ‰„$
‹„$
…À„yÿÿÿH‹Œ$@
H´$€H¼$0
LÊÖHº—
DŽ$€
è³zÿÿ‰„$
‹„$
…ÀuaH‹¼$P
H…ÿ„ ÿÿÿ軽üÿéÿÿÿfD1Àéÿÿÿf„èÁüÿH…À…òþÿÿH‹={œ&H5dÕèï¾üÿéÚþÿÿf.„H‹„$Ð
H´$
I‰عº
¿‰„$ H˜H‰„$
èè¾üÿH…ÀI‰Å„üH‹@H‹´$°
H‰D$P‹„$ H9ލT€‰”$
„*H¼$ðHiÖèœÚüÿ‰„$
‹„$
…À„å
ƒ¼$Ð
Hc„$ H´$à
L‹„$€
º¿ɉ„$ÀH‰„$à
ƒá H‰„$è
Á
è5¾üÿH…ÀI‰Æ„H‹@H´$ 
I‰عº
¿H‰D$XHc„$ðH‰„$ 
èñ½üÿH…ÀI‰Â„5H‹@H´$À
I‰عº
¿L‰T$`H‰D$hHc„$
H‰„$À
訽üÿH…ÀH‰ÃL‹T$`„
H‹@‹”$ HŒ$ L‰T$`H|$pLŒ$ÀM‰àH‹´$0
H‰D$(H„$ð‰”$àHc”$H‰D$ H‹D$hH‰T$HH‰D$Hc”$€H‹D$PH‰D$H„$àH‰T$@H”$
H‰D$H‹D$XH‰T$8H”$
H‰$H‰T$0H‹”$P
ÿÕ衾üÿH…ÀL‹T$`tDŽ$
‹„$
…ÀukHƒ+
„“Iƒ*
tOL;´$€
tIƒ.
t3H‹¼$0
H…ÿ„ýÿÿèۺüÿéýÿÿƒÀ¯ЃÂ
‰”$ðéÙýÿÿI‹FL‰÷ÿP0ëÁI‹BL‰×ÿP0륋Œ$
H=ä®
L‰êL‰þ1ÀL‰T$PèֽüÿL‹T$PH‰„$È
écÿÿÿH‹CL‰T$PH‰ßÿP0L‹T$PéTÿÿÿèƽüÿH…À…\ÿÿÿH‹=6™&H5÷Ó誻üÿéDÿÿÿD蛽üÿH…À…1ÿÿÿH‹=™&H5DÓè»üÿéÿÿÿf.„èk½üÿH…À…ñþÿÿH‹=ۘ&H5ìÓèO»üÿéÙþÿÿL‰T$Pè@½üÿH…ÀL‹T$P…»þÿÿH‹=«˜&H5Ôè»üÿL‹T$PéžþÿÿDAWH‰÷H‰ÖHϰ
AVAUATUSH‰ËH
¿ƒ%HìHL‹5ÉÂ#dH‹%(H‰„$81ÀH„$`
HDŽ$øDŽ$ðDŽ$
L‰´$LŒ$€HDŽ$ L‰´$0L„$pHDŽ$@HDŽ$PL‰´$`DŽ$0
HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$@
L‰´$pDŽ$P
HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$`
L‰´$€DŽ$p
DŽ$€
DŽ$
DŽ$ 
L‰´$DŽ$°
H‰D$8H„$@
L‰´$ DŽ$À
H‰D$0H„$ÐDŽ$Ð
HDŽ$°ÿÿÿÿHDŽ$ ÿÿÿÿH‰D$(H„$HDŽ$(ÿÿÿÿDŽ$à
HDŽ$ÀÿÿÿÿH‰D$ H„$`DŽ$ð
L‰´$ÐHDŽ$àÿÿÿÿH‰D$H„$0HDŽ$ðÿÿÿÿDŽ$H‰D$H„$H‰D$H„$ H‰$1Àèh·üÿ…À„è
H‹´$L9ötcH¼$ðHÌÑèÏÔüÿ‰„$‹„$…ÀuSH‹„$øH‹„$øH‹œ$8dH3%(…HÄH[]A\A]A^A_Ã@‹„$DŽ$ð
…Àt­H¬$°
H‹´$ H‹ÑDŽ$€
H‰ïè@Ôüÿ‰„$‹„$…À„mÿÿÿH‹Œ$0H´$
H¼$ LƒÑH
DŽ$

èsÿÿ‰„$‹„$…À„!ÿÿÿƒ¼$@

L‹„$pH´$º¿DŽ$
Ƀá Á
衷üÿH…ÀI‰Ç„J
H‹Œ$`H´$ 
H¼$PLžÑH‚
L‹`DŽ$À
DŽ$ 

èprÿÿ‰„$‹„$…Àu=L;¼$pt
Iƒ/
„ÐH‹¼$ H…ÿ„\þÿÿèdµüÿéRþÿÿ€1ÀéTþÿÿH´$
H¼$@LrÑHì¸
L‰ñDŽ$

èðqÿÿ‰„$‹„$…ÀtIH‹´$L9ö„H¼$ 
H~Ñè™Òüÿ‰„$‹„$…ÀueH‹¼$@H…ÿtèŴüÿH‹¼$PH…ÿ„&ÿÿÿ说üÿéÿÿÿI‹GL‰ÿÿP0é!ÿÿÿè¸üÿH…À…ÿÿÿH‹=s“&H5Ðèçµüÿéøþÿÿ‹„$°
H´$°M‰ð¹º
¿ƒÀ
+„$ 
‰„$Ð
H‹„$‰„$0
H˜H‰„$°èҵüÿH…ÀH‰„$¨„oH‹@H´$ M‰ð¹º¿H‰„$ÀHc„$0
H‰„$ Hc„$Ð
H‰„$(èvµüÿH…ÀH‰„$°„êH‹@H´$ðM‰ð¹º
¿H‰„$ÈHc„$0
‰„$P
H‰„$ðè#µüÿH…ÀH‰„$¸„H‹„$¸ƒ¼$`

H´$L‹„$€º¿H‹@Ƀá H‰„$ÐHc„$0
É
H‰„$H‰„$贴üÿH…ÀI‰Å„|H‹@H´$àM‰ð¹º
¿H‰„$Øk„$0
H˜H‰„$àèk´üÿH…ÀH‰„$ „H‹„$ D‹Œ$0
H‹@D‰Œ$à
H‰„$àIcÁH9„$ „™Hœ$0L†²H
¹©
¾
º
1ÀH‰ßè˸üÿH‹=4‘&H‰Þ謳üÿH‹œ$ H‹H‰„$¨Hƒè
H…ÀH‰„>L;¬$€„4ýÿÿIƒm
…)ýÿÿI‹EL‰ïÿP0éýÿÿDŽ$ 

éÿüÿÿè<³üÿH‹´$ÐL9ö„ŸH¼$ð
HÐègÏüÿ‰„$‹„$…À„eÿÿÿHc„$ð
H´$ÀM‰ð¹º
¿H‰„$Àè"³üÿH…ÀI‰Â„qH‹@‹”$0
H¼$ðH‹Œ$ÐL‰”$èM‰áL„$0
H‹´$ H‰l$0H‰D$`H„$à
‰”$p
Hc”$ 
H‰L$xH‰D$XH‹„$ÈH‹Œ$àH‰D$PH‹„$ÀH‰”$˜Hc”$
H‰L$pH‹Œ$PH‰D$HH„$Ð
H‰D$@H„$À
H‰”$Hc”$
H‰D$8H„$ 
H‰D$(H„$
H‰”$ˆH”$H‰D$ H„$€
H‰”$€H”$ð
H‰D$H„$p
H‰T$hH‹”$@H‰D$H‹„$ØH‰D$H„$P
H‰$ÿÓ苳üÿH…ÀL‹”$ètDŽ$‹„$…À…%
Iƒ*
…®ýÿÿI‹BL‰×ÿP0éŸýÿÿH‹CH‰ßÿP0é²ýÿÿè6³üÿH…À…ãúÿÿH‹=£Ž&H5ÄÌè±üÿéËúÿÿè
³üÿH…À…½úÿÿH‹=}Ž&H5VÌèñ°üÿé¥úÿÿèç²üÿH…À@…“úÿÿH‹=SŽ&H5Íèǰüÿé{úÿÿ轲üÿH…À…múÿÿH‹=-Ž&H5–Ì衰üÿéUúÿÿAÁáD‰Œ$ð
ékýÿÿ膲üÿH…À…ôüÿÿH‹=ö&H5ÿÌèj°üÿéÜüÿÿè`²üÿH…À…«üÿÿH‹=Ѝ&H5iÍèD°üÿé“üÿÿD‹„$H‹Œ$¸H=£
H‹”$°H‹´$¨1ÀL‰”$Àèé±üÿL‹”$ÀH‰„$øéþÿÿ@AWH‰÷H‰ÖHݥ
AVAUATUSH‰ËH
ÿx%HìHL‹5©·#dH‹%(H‰„$81ÀH„$`
HDŽ$øDŽ$ðDŽ$Ü

L‰´$à
LŒ$PHDŽ$ð
L‰´$L„$@HDŽ$HDŽ$ L‰´$0DŽ$0
HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$@
L‰´$@DŽ$P
HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$`
L‰´$PDŽ$p
HDŽ$`HDŽ$pDŽ$€
L‰´$€DŽ$
H‰D$8H„$@
L‰´$HDŽ$ H‰D$0H„$ÐDŽ$ 
HDŽ$°ÿÿÿÿHDŽ$ ÿÿÿÿH‰D$(H„$€HDŽ$(ÿÿÿÿDŽ$°
HDŽ$ÀÿÿÿÿH‰D$ H„$0DŽ$À
L‰´$ÐHDŽ$àÿÿÿÿH‰D$H„$HDŽ$ðÿÿÿÿDŽ$Ð
H‰D$H„$à
H‰D$H„$H‰$1ÀèE¬üÿ…À„å
H‹´$à
L9öt`H¼$ðHáÊè¬Éüÿ‰„$Ü
‹„$Ü
…ÀuPH‹„$øH‹„$øH‹œ$8dH3%(…HÄH[]A\A]A^A_Ћ„$Ü
DŽ$ð
…Àt°H¬$
H‹´$H£ÊHDŽ$`H‰ïèÉüÿ‰„$Ü
‹„$Ü
…À„oÿÿÿH‹Œ$H´$
H¼$ð
LšÊHú„
DŽ$

èógÿÿ‰„$Ü
‹„$Ü
…À„#ÿÿÿƒ¼$@

L‹„$@H´$º¿HDŽ$pɃá Á
è¬üÿH…ÀI‰Ç„H
H‹Œ$0H´$ 
H¼$ L´ÊH`„
L‹`HDŽ$ DŽ$ 

èMgÿÿ‰„$Ü
‹„$Ü
…Àu:L;¼$@t
Iƒ/
„ÍH‹¼$ð
H…ÿ„\þÿÿèAªüÿéRþÿÿ@1ÀéWþÿÿH´$
H¼$LŠÊH̭
L‰ñDŽ$

èÐfÿÿ‰„$Ü
‹„$Ü
…ÀtIH‹´$€L9ö„H¼$€
H–ÊèyÇüÿ‰„$Ü
‹„$Ü
…ÀueH‹¼$H…ÿt襩üÿH‹¼$ H…ÿ„)ÿÿÿ菩üÿéÿÿÿI‹GL‰ÿÿP0é$ÿÿÿèæ¬üÿH…À…ÿÿÿH‹=Sˆ&H5ÉèǪüÿéûþÿÿ‹„$
H´$°M‰ð¹º
¿ƒÀ
+„$€
‰„$ 
H‹„$‰„$0
H˜H‰„$°貪üÿH…ÀH‰„$¨„oH‹@H´$ M‰ð¹º¿H‰„$ÀHc„$0
H‰„$ Hc„$ 
H‰„$(èVªüÿH…ÀH‰„$°„êH‹@H´$ðM‰ð¹º
¿H‰„$ÈHc„$0
‰„$P
H‰„$ðèªüÿH…ÀH‰„$¸„H‹„$¸ƒ¼$`

H´$L‹„$Pº¿H‹@Ƀá H‰„$ÐHc„$0
É
H‰„$H‰„$蔩üÿH…ÀI‰Å„|H‹@H´$àM‰ð¹º
¿H‰„$Øk„$0
H˜H‰„$àèK©üÿH…ÀH‰„$ „H‹„$ D‹Œ$0
H‹@D‰Œ$°
H‰„$àIcÁH9„$ „™Hœ$0Lf§H
Ǟ
¾
º
1ÀH‰ß諭üÿH‹=†&H‰Þ茨üÿH‹œ$ H‹H‰„$¨Hƒè
H…ÀH‰„>L;¬$P„4ýÿÿIƒm
…)ýÿÿI‹EL‰ïÿP0éýÿÿDŽ$€

éÿüÿÿè¨üÿH‹´$ÐL9ö„ŸH¼$À
H$ÉèGÄüÿ‰„$Ü
‹„$Ü
…À„eÿÿÿHc„$À
H´$ÀM‰ð¹º
¿H‰„$Àè¨üÿH…ÀI‰Â„qH‹@‹”$0
H¼$ðH‹Œ$ÐL‰”$èM‰áL„$0
H‹´$ð
H‰l$0H‰D$`H„$°
‰”$p
Hc”$ 
H‰L$xH‰D$XH‹„$ÈH‹Œ$àH‰D$PH‹„$ÀH‰”$˜Hc”$
H‰L$pH‹Œ$ H‰D$HH„$ 
H‰D$@H„$ H‰”$Hc”$
H‰D$8H„$€
H‰D$(H„$pH‰”$ˆH”$Ð
H‰D$ H„$`H‰”$€H”$À
H‰D$H„$p
H‰T$hH‹”$H‰D$H‹„$ØH‰D$H„$P
H‰$ÿÓèk¨üÿH…ÀL‹”$ètDŽ$Ü
‹„$Ü
…À…%
Iƒ*
…®ýÿÿI‹BL‰×ÿP0éŸýÿÿH‹CH‰ßÿP0é²ýÿÿè¨üÿH…À…ãúÿÿH‹=ƒƒ&H5ÜÅè÷¥üÿéËúÿÿèí§üÿH…À…½úÿÿH‹=]ƒ&H5nÅèѥüÿé¥úÿÿèǧüÿH…À@…“úÿÿH‹=3ƒ&H5$Æ觥üÿé{úÿÿ蝧üÿH…À…múÿÿH‹=
ƒ&H5®Å聥üÿéUúÿÿAÁáD‰Œ$À
ékýÿÿèf§üÿH…À…ôüÿÿH‹=ւ&H5ÆèJ¥üÿéÜüÿÿè@§üÿH…À…«üÿÿH‹=°‚&H5Æè$¥üÿé“üÿÿD‹„$Ð
H‹Œ$¸H=ã—
H‹”$°H‹´$¨1ÀL‰”$ÀèɦüÿL‹”$ÀH‰„$øéþÿÿ@AWH‰÷H‰ÖHëš
AVAUATUSH‰ËH
?n%HìhL‹=‰¬#dH‹%(H‰„$X1ÀH„$p
HDŽ$DŽ$
DŽ$
L‰¼$ LŒ$HDŽ$0L‰¼$@L„$€HDŽ$PHDŽ$`L‰¼$pDŽ$@
HDŽ$ ÿÿÿÿHDŽ$(ÿÿÿÿDŽ$P
L‰¼$€DŽ$`
HDŽ$0ÿÿÿÿHDŽ$8ÿÿÿÿDŽ$p
L‰¼$DŽ$€
DŽ$
DŽ$ 
DŽ$°
L‰¼$ DŽ$À
H‰D$8H„$P
L‰¼$°DŽ$Ð
H‰D$0H„$àDŽ$à
HDŽ$ÀÿÿÿÿHDŽ$@ÿÿÿÿH‰D$(H„$ HDŽ$HÿÿÿÿDŽ$ð
HDŽ$ÐÿÿÿÿH‰D$ H„$pDŽ$L‰¼$àHDŽ$ðÿÿÿÿH‰D$H„$@HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$H‰D$H„$ H‰D$H„$°H‰$1Àè¡üÿ…À„4
H‹´$ L9þtgH¼$
HðÃ胾üÿ‰„$‹„$…ÀuWH‹„$H‹„$H‹œ$XdH3%(…
HÄh[]A\A]A^A_Ä‹„$DŽ$

…Àt©H‹Œ$pH´$0
H¼$`L£ÃHz
DŽ$0

è]ÿÿ‰„$‹„$…À„]ÿÿÿH¬$À
H‹´$°H¿ÃDŽ$
H‰ï褽üÿ‰„$‹„$…Àu2H‹¼$`H…ÿ„ÿÿÿè̟üÿéÿÿÿ€1Àéÿÿÿf„H‹Œ$@H´$
H¼$0L‰ÃHQy
DŽ$

èJ\ÿÿ‰„$‹„$…Àt†ƒ¼$P

L‹„$€H´$ º¿DŽ$ 
Ƀá Á
è۠üÿH…ÀI‰Ä„ÔH´$ 
H¼$PL°ÃHº¢
L‰ùL‹hDŽ$Ð
DŽ$ 

è¯[ÿÿ‰„$‹„$…ÀtIH‹´$ L9þ„H¼$°
H­ÃèX¼üÿ‰„$‹„$…ÀuvH‹¼$PH…ÿt脞üÿL;¤$€tIƒ,$
tH‹¼$0H…ÿ„€þÿÿè]žüÿévþÿÿI‹D$L‰çÿP0ëØ趡üÿH…ÀuËH‹='}&H5ˆÂ蛟üÿë¶f„‹„$À
H´$M‰ø¹º
¿ƒÀ
+„$°
‰„$à
H‹„$ ‰„$@
H˜H‰„$耟üÿH…ÀH‰„$¸„óH‹@H´$ÀM‰ø¹º
¿H‰„$ÐHc„$@
H‰„$Àè4ŸüÿH…ÀH‰„$À„H‹@H´$@M‰ø¹º¿H‰„$ØHc„$@
H‰„$@Hc„$à
H‰„$Hè؞üÿH…ÀH‰„$È„ÅH‹„$ȃ¼$p

H´$0L‹„$º¿H‹@Ƀá H‰„$àHc„$@
É
‰„$`
H‰„$0H‰„$8èbžüÿH…ÀI‰Æ„*H‹@H´$M‰ø¹º
¿H‰„$èk„$@
H˜H‰„$èžüÿH…ÀH‰„$¨„¶H‹„$¨D‹Œ$@
H‹@D‰Œ$ð
H‰„$ðIcÁH9„$@„˜Hœ$PL4œH
Ó
¾
º
1ÀH‰ßèy¢üÿH‹=âz&H‰ÞèZüÿH‹œ$¨H‹H‰„$°Hƒè
H…ÀH‰„ÆL;´$„#ýÿÿIƒ.
…ýÿÿI‹FL‰÷ÿP0é
ýÿÿDŽ$°

éïüÿÿèëœüÿH‹´$àL9þ„NH¼$H+Âè¹üÿ‰„$‹„$…À„fÿÿÿHc„$H´$ÐM‰ø¹º
¿H‰„$ÐèќüÿH…ÀH‰„$°„H‹„$°H´$ðM‰ø¹º
¿L‹Hk„$@
L‰Œ$øH˜H‰„$ðè{œüÿH…ÀI‰ÂL‹Œ$ø„žH‹@‹”$@
H¼$
H‹Œ$ÐL‰”$øL„$@
L‰L$`H‹´$0M‰éH‰D$pH„$‰”$€
Hc”$0
H‰Œ$€H‰D$hH„$ð
H‹Œ$ðH‰l$0H‰D$XH‹„$àH‰”$ Hc”$ 
H‰L$xH‹Œ$`H‰D$PH‹„$ØH‰”$˜Hc”$
H‰D$HH„$à
H‰D$@H„$Ð
H‰”$H”$H‰D$8H„$°
H‰”$ˆH‹”$PH‰D$(H„$ 
H‰D$ H„$
H‰D$H„$€
H‰D$H‹„$èH‰D$H„$`
H‰$ÿÓèԜüÿH…ÀL‹”$øtDŽ$‹„$…À…‚
Iƒ*
„f
H‹œ$°H‹H‰„$¸Hƒè
H…ÀH‰…&ýÿÿH‹CH‰ßÿP0éýÿÿH‹CH‰ßÿP0é+ýÿÿè]œüÿH…À…NúÿÿH‹=Íw&H5f¾èAšüÿé6úÿÿè7œüÿH…À@…$úÿÿH‹=£w&H5ì½èšüÿéúÿÿè
œüÿH…À…ÍüÿÿH‹=}w&H5ö¾èñ™üÿéµüÿÿèç›üÿH…À@…ÔùÿÿH‹=Sw&H5|¾èǙüÿé¼ùÿÿ轛üÿH…À…®ùÿÿH‹=-w&H5¾衙üÿé–ùÿÿAkÁƒè
‰„$éºüÿÿ脛üÿH…À…ØþÿÿH‹=ôv&H5M¿èh™üÿéÀþÿÿè^›üÿH…À…ûûÿÿH‹=Îv&H5׾èB™üÿéãûÿÿI‹BL‰×ÿP0éˆþÿÿD‹„$H‹Œ$¸H=ï‹
H‹”$ÈH‹´$À1ÀL‰”$Ðè՚üÿL‹”$ÐH‰„$é3þÿÿAWH‰÷H‰ÖH)
AVAUATUSH‰ËH
¯b%HìhL‹=™ #dH‹%(H‰„$X1ÀH„$p
HDŽ$DŽ$
DŽ$ì

L‰¼$ð
LŒ$`HDŽ$L‰¼$L„$PHDŽ$ HDŽ$0L‰¼$@DŽ$@
HDŽ$ ÿÿÿÿHDŽ$(ÿÿÿÿDŽ$P
L‰¼$PDŽ$`
HDŽ$0ÿÿÿÿHDŽ$8ÿÿÿÿDŽ$p
L‰¼$`DŽ$€
HDŽ$pHDŽ$€DŽ$
L‰¼$DŽ$ 
H‰D$8H„$P
L‰¼$ HDŽ$°H‰D$0H„$àDŽ$°
HDŽ$ÀÿÿÿÿHDŽ$@ÿÿÿÿH‰D$(H„$HDŽ$HÿÿÿÿDŽ$À
HDŽ$ÐÿÿÿÿH‰D$ H„$@DŽ$Ð
L‰¼$àHDŽ$ðÿÿÿÿH‰D$H„$HDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$à
H‰D$H„$ð
H‰D$H„$ H‰$1Àè)•üÿ…À„1
H‹´$ð
L9þtdH¼$
H…¼萲üÿ‰„$ì
‹„$ì
…ÀuTH‹„$H‹„$H‹œ$XdH3%(…HÄh[]A\A]A^A_ÃD‹„$ì
DŽ$

…Àt¬H‹Œ$@H´$0
H¼$0L;¼Hn
DŽ$0

èQÿÿ‰„$ì
‹„$ì
…À„`ÿÿÿH¬$ 
H‹´$ HW¼HDŽ$pH‰ï賱üÿ‰„$ì
‹„$ì
…Àu1H‹¼$0H…ÿ„ÿÿÿèۓüÿéÿÿÿfD1Àéÿÿÿf„H‹Œ$H´$
H¼$L!¼Ham
DŽ$

èZPÿÿ‰„$ì
‹„$ì
…Àt‡ƒ¼$P

L‹„$PH´$ º¿HDŽ$€Ƀá Á
èê”üÿH…ÀI‰Ä„ÕH´$ 
H¼$ LG¼Hɖ
L‰ùL‹hHDŽ$°DŽ$ 

è½Oÿÿ‰„$ì
‹„$ì
…ÀtIH‹´$L9þ„H¼$
HC¼èf°üÿ‰„$ì
‹„$ì
…ÀutH‹¼$ H…ÿt蒒üÿL;¤$PtIƒ,$
tH‹¼$H…ÿ„þÿÿèk’üÿéuþÿÿI‹D$L‰çÿP0ëØèĕüÿH…uÍH‹=7q&H5 »諓üÿë¸f„‹„$ 
H´$M‰ø¹º
¿ƒÀ
+„$
‰„$°
H‹„$ ‰„$@
H˜H‰„$萓üÿH…ÀH‰„$¸„óH‹@H´$ÀM‰ø¹º
¿H‰„$ÐHc„$@
H‰„$ÀèD“üÿH…ÀH‰„$À„H‹@H´$@M‰ø¹º¿H‰„$ØHc„$@
H‰„$@Hc„$°
H‰„$Hèè’üÿH…ÀH‰„$È„ÅH‹„$ȃ¼$p

H´$0L‹„$`º¿H‹@Ƀá H‰„$àHc„$@
É
‰„$`
H‰„$0H‰„$8èr’üÿH…ÀI‰Æ„*H‹@H´$M‰ø¹º
¿H‰„$èk„$@
H˜H‰„$è)’üÿH…ÀH‰„$¨„¶H‹„$¨D‹Œ$@
H‹@D‰Œ$À
H‰„$ðIcÁH9„$@„˜Hœ$PLDH

ˆ
¾
º
1ÀH‰ß艖üÿH‹=òn&H‰Þèj‘üÿH‹œ$¨H‹H‰„$°Hƒè
H…ÀH‰„ÆL;´$`„%ýÿÿIƒ.
…ýÿÿI‹FL‰÷ÿP0éýÿÿDŽ$

éñüÿÿèûüÿH‹´$àL9þ„NH¼$Ð
Húè&­üÿ‰„$ì
‹„$ì
…À„fÿÿÿHc„$Ð
H´$ÐM‰ø¹º
¿H‰„$ÐèáüÿH…ÀH‰„$°„H‹„$°H´$ðM‰ø¹º
¿L‹Hk„$@
L‰Œ$øH˜H‰„$ð苐üÿH…ÀI‰ÂL‹Œ$ø„žH‹@‹”$@
H¼$
H‹Œ$ÐL‰”$øL„$@
L‰L$`H‹´$M‰éH‰D$pH„$Ð
‰”$€
Hc”$0
H‰Œ$€H‰D$hH„$À
H‹Œ$ðH‰l$0H‰D$XH‹„$àH‰”$ Hc”$ 
H‰L$xH‹Œ$0H‰D$PH‹„$ØH‰”$˜Hc”$
H‰D$HH„$°
H‰D$@H„$°H‰”$H”$à
H‰D$8H„$
H‰”$ˆH‹”$ H‰D$(H„$€H‰D$ H„$pH‰D$H„$€
H‰D$H‹„$èH‰D$H„$`
H‰$ÿÓèäüÿH…ÀL‹”$øtDŽ$ì
‹„$ì
…À…‚
Iƒ*
„f
H‹œ$°H‹H‰„$¸Hƒè
H…ÀH‰…&ýÿÿH‹CH‰ßÿP0éýÿÿH‹CH‰ßÿP0é+ýÿÿèmüÿH…À…PúÿÿH‹=Ýk&H5þ¶èQŽüÿé8úÿÿèGüÿH…À@…&úÿÿH‹=³k&H5„¶è'ŽüÿéúÿÿèüÿH…À…ÍüÿÿH‹=k&H5Ž·è
Žüÿéµüÿÿè÷üÿH…À@…ÖùÿÿH‹=ck&H5·è׍üÿé¾ùÿÿè͏üÿH…À…°ùÿÿH‹==k&H5¦¶豍üÿé˜ùÿÿAkÁƒè
‰„$Ð
éºüÿÿ蔏üÿH…À…ØþÿÿH‹=k&H5å·èxüÿéÀþÿÿènüÿH…À…ûûÿÿH‹=Þj&H5o·èRüÿéãûÿÿI‹BL‰×ÿP0éˆþÿÿD‹„$à
H‹Œ$¸H=ÿ
H‹”$ÈH‹´$À1ÀL‰”$ÐèåŽüÿL‹”$ÐH‰„$é3þÿÿUH‰÷H‰ÍH‰ÖH
?6%H^ƒ
SHìˆH‹±”#LD$pHÇD$xÇD$ÇD$l
ÇD$ H‰D$p1ÀÇD$0ÇD$@ÇD$PÇD$`è'‹üÿ1҅Àt=H‹\$pÇD$PÿÿÿÿH‹Cö€ª€t7H‹C‰D$¸
‰D$l‹D$l…Àu[H‹D$xH‹T$xHĈH‰Ð[]ÀH‰ßèüÿH…À„¯H‹P‰T$H‹HSÿH…ÒH‰„„¸
‰D$l‹D$l…Àt¥H|$HD$`HL$0Ht$ LL$PLD$@H‰$H‰úÿÕ跍üÿH…ÀtÇD$l‹D$l…À„`ÿÿÿóD$@‹t$`H=Œ
¸
ZÀè`üÿH‰D$xé8ÿÿÿfDH‹PH‰ÇÿR0émÿÿÿH‹{H‹5Ւ#H9÷tHè+üÿ…Àu?H‹CH÷€¨„©è-üÿH…ÀHD¢h&H5ӵH‰Çè‹üÿ1ÀéÂþÿÿ@H5Eb
H‰ßèIŠüÿH‰ÃH…Ût¿è,ŒüÿH|$H˜µH‰Þè§üÿ…ÀH‹t)Hƒè
H…ÀH‰…ÍþÿÿH‹CH‰ßÿP0¸
écþÿÿDHƒè
H…ÀH‰…fÿÿÿH‹CH‰ßÿP0éWÿÿÿH‰ßèñˆüÿ…À„GÿÿÿH‰ß1öè?‹üÿH‰Ãéqÿÿÿ€UH‰÷H‰ÍH‰ÖH
ß3%Hæ€
SHƒìhH‹$’#LD$0HÇD$8ÇD$ÇD$$
ÇD$(H‰D$01ÀÇD$ ÇD$,誈üÿ1҅Àt=H‹\$0ÇD$ ÿÿÿÿH‹Cö€ª€t2H‹C‰D$¸
‰D$$‹D$$…ÀuVH‹D$8H‹T$8HƒÄhH‰Ð[]ÃDH‰ß蠌üÿH…À„·H‹P‰T$H‹HSÿH…ÒH‰„Œ¸
‰D$$‹D$$…ÀtªH|$HD$,HL$(Ht$@LL$ LD$PH‰$H‰úÿÕè?‹üÿH…ÀtÇD$$‹D$$…À„eÿÿÿòL$XòD$Pèüÿ‹T$,H=ç{
H‰Æ1ÀèàŠüÿH‰D$8é5ÿÿÿfDH‹PH‰ÇÿR0éeÿÿÿH‹{H‹5U#H9÷tH諌üÿ…Àu?H‹CH÷€¨„©譊üÿH…ÀHD"f&H5›³H‰Ç蓈üÿ1Àé¿þÿÿ@H5Å_
H‰ßèɇüÿH‰ÃH…Ût¿謉üÿH|$H`³H‰Þ蘤üÿ…ÀH‹t)Hƒè
H…ÀH‰…ÅþÿÿH‹CH‰ßÿP0¸
é`þÿÿDHƒè
H…ÀH‰…fÿÿÿH‹CH‰ßÿP0éWÿÿÿH‰ßèq†üÿ…À„GÿÿÿH‰ß1ö迈üÿH‰Ãéqÿÿÿ€UH‰÷H‰ÍH‰ÖH
O1%H~~
SHìˆH‹¡#LD$PHÇD$xÇD$ÇD$L
ÇD$ H‰D$P1ÀÇD$0ÇD$@è'†üÿ1҅Àt=H‹\$PÇD$0ÿÿÿÿH‹Cö€ª€t7H‹C‰D$¸
‰D$L‹D$L…Àu[H‹D$xH‹T$xHĈH‰Ð[]ÀH‰ßèŠüÿH…À„¿H‹P‰T$H‹HSÿH…ÒH‰„”¸
‰D$L‹D$L…Àt¥H|$HD$@HL$ Ht$`LL$0LD$pH‰$H‰úÿÕ跈üÿH…ÀtÇD$L‹D$L…À„`ÿÿÿóD$póL$tZÀZÉ臊üÿ‹T$@H=Yy
H‰Æ1ÀèRˆüÿH‰D$xé*ÿÿÿ„H‹PH‰ÇÿR0é]ÿÿÿH‹{H‹5ō#H9÷tHèŠüÿ…Àu?H‹CH÷€¨„©èˆüÿH…ÀHD’c&H5S±H‰Çè†üÿ1Àé²þÿÿ@H55]
H‰ßè9…üÿH‰ÃH…Ût¿è‡üÿH|$H±H‰Þè¢üÿ…ÀH‹t)Hƒè
H…ÀH‰…½þÿÿH‹CH‰ßÿP0¸
éSþÿÿDHƒè
H…ÀH‰…fÿÿÿH‹CH‰ßÿP0éWÿÿÿH‰ßèáƒüÿ…À„GÿÿÿH‰ß1öè/†üÿH‰Ãéqÿÿÿ€UH‰÷H‰ÍH‰ÖH
¯.%H|
SHìˆH‹#LD$PHÇD$xÇD$ÇD$L
HÇD$`H‰D$P1ÀÇD$ HÇD$pÇD$0ÇD$@腃üÿ1҅Àt=H‹\$PÇD$0ÿÿÿÿH‹Cö€ª€t5H‹C‰D$¸
‰D$L‹D$L…ÀuYH‹D$xH‹T$xHĈH‰Ð[]ÃDH‰ßèx‡üÿH…À„¯H‹P‰T$H‹HSÿH…ÒH‰„„¸
‰D$L‹D$L…Àt§H|$HD$@HL$ Ht$`LL$0LD$pH‰$H‰úÿÕè†üÿH…ÀtÇD$L‹D$L…À„bÿÿÿ‹t$@òD$pH=x
¸
èÅüÿH‰D$xé=ÿÿÿf„H‹PH‰ÇÿR0émÿÿÿH‹{H‹55‹#H9÷tH苇üÿ…Àu?H‹CH÷€¨„©荅üÿH…ÀHDa&H5¯H‰Çèsƒüÿ1ÀéÄþÿÿ@H5¥Z
H‰ß詂üÿH‰ÃH…Ût¿茄üÿH|$HЮH‰ÞèxŸüÿ…ÀH‹t)Hƒè
H…ÀH‰…ÍþÿÿH‹CH‰ßÿP0¸
éeþÿÿDHƒè
H…ÀH‰…fÿÿÿH‹CH‰ßÿP0éWÿÿÿH‰ßèQüÿ…À„GÿÿÿH‰ß1ö蟃üÿH‰Ãéqÿÿÿ€ATH‰÷I‰ÌH‰ÖH
~'%Hy
USHìÀH‹Š#H„$€LL$pLD$`HDŽ$ˆÇD$ H‰$1ÀÇD$X
H‰\$`ÇD$0H‰\$pÇD$@H‰œ$€ÇD$PÇD$\è܀üÿ…À„´
H‹l$pH9Ý„~H‹Eö€ª€t9H‹E‰D$0¸
‰D$X‹D$X…ÀuhH‹„$ˆH‹„$ˆHÄÀ[]A\Ã@H‰ïèȄüÿH…À„o
H‹P‰T$0H‹HQÿH…ÒH‰„$
¸
ë¡D‹D$XÇD$0…Àt˜Hl$ H‹t$`H—­H‰ï话üÿ‰D$X‹D$X…À„oÿÿÿH‹´$€ÇD$PÿÿÿÿH9Þ„æH|$@H¢­èuüÿ‰D$X‹D$X…À„5ÿÿÿHD$\ƒD$@
ƒD$0
HŒ$HT$@Ht$0H‰D$HD$PLŒ$ I‰èH‰ïH‰D$H„$°H‰$AÿÔèӂüÿH…ÀtÇD$X‹D$X…À„ÊþÿÿòŒ$¸ò„$°裄üÿ‹T$\H=us
H‰Æ1Àèn‚üÿH‰„$ˆé‘þÿÿH‹PH‰ÇÿR0éÍþÿÿHÄÀ1À[]A\Ãf‹D$ ƒè
‰D$@éÿÿÿH‹}H‹5Ň#H9÷tHè„üÿ…Àu?H‹EH÷€¨„ªè‚üÿH…ÀHD’]&H5ã«H‰Çè€üÿ1Àéþÿÿ@H55W
H‰ïè9üÿH‰ÅH…ít¿èüÿH|$0H¨«H‰îèœüÿ…ÀH‹Et(Hƒè
H…ÀH‰E…þÿÿH‹EH‰ïÿP0¸
éŸýÿÿHƒè
H…ÀH‰E…eÿÿÿH‹EH‰ïÿP0éVÿÿÿH‰ïèà}üÿ…À„FÿÿÿH‰ï1öè.€üÿH‰ÅépÿÿÿfDATH‰÷I‰ÌH‰ÖH
î#%H8v
USHìÐH‹‡#H„$LŒ$€LD$pHDŽ$ÈÇD$ H‰$1ÀÇD$l
H‰\$pÇD$0H‰œ$€ÇD$@H‰œ$ÇD$PÇD$`èf}üÿ…À„¾
H‹¬$€H9Ý„}H‹Eö€ª€t8H‹E‰D$0¸
‰D$l‹D$l…ÀugH‹„$ÈH‹„$ÈHÄÐ[]A\ÃH‰ïèPüÿH…À„w
H‹P‰T$0H‹HQÿH…ÒH‰„,
¸
ë¢D‹D$lÇD$0…Àt™Hl$ H‹t$pH÷ªH‰ïè7šüÿ‰D$l‹D$l…À„pÿÿÿH‹´$ÇD$PÿÿÿÿH9Þ„îH|$@H«èý™üÿ‰D$l‹D$l…À„6ÿÿÿHD$`ƒD$@
ƒD$0
HŒ$ HT$@Ht$0H‰D$HD$PLŒ$°I‰èH‰ïH‰D$H„$ÀH‰$AÿÔè[üÿH…ÀtÇD$l‹D$l…À„Ëþÿÿó„$ÀóŒ$ÄZÀZÉè%üÿ‹T$`H=÷o
H‰Æ1Àèð~üÿH‰„$ÈéŒþÿÿH‹PH‰ÇÿR0éÅþÿÿHÄÐ1À[]A\Ãf‹D$ ƒè
‰D$@éÿÿÿH‹}H‹5E„#H9÷tH蛀üÿ…Àu?H‹EH÷€¨„ªè~üÿH…ÀHDZ&H5;©H‰Çèƒ|üÿ1Àéùýÿÿ@H5µS
H‰ïè¹{üÿH‰ÅH…ít¿èœ}üÿH|$0H©H‰î舘üÿ…ÀH‹Et(Hƒè
H…ÀH‰E…þÿÿH‹EH‰ïÿP0¸
é˜ýÿÿHƒè
H…ÀH‰E…eÿÿÿH‹EH‰ïÿP0éVÿÿÿH‰ïè`züÿ…À„FÿÿÿH‰ï1öè®|üÿH‰ÅépÿÿÿfDAWH‰÷H‰ÖHÝr
AVAUATI‰ÌH
a!%USHì(
H‹‰ƒ#H„$€LŒ$ÀL„$°HDŽ$øÇD$0H‰D$HD$pDŽ$¬
ÇD$@H‰œ$°H‰D$H„$ðÇD$PH‰œ$ÀÇD$`H‰D$H„$ÐHDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿÇD$pH‰$1ÀH‰œ$ÐHDŽ$àÿÿÿÿHDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿDŽ$€H‰œ$ðDŽ$èYyüÿ1҅ÀtDH‹¬$°H‹Eö€ª€tNH‹E‰D$@¸
‰„$¬‹„$¬…ÀugH‹„$øH‹”$øHÄ(
H‰Ð[]A\A]A^A_Ãf.„H‰ïè8}üÿH…À„ïH‹P‰T$@H‹HQÿH…ÒH‰„ĸ
ëŒDHl$PH‹´$ÀH¼§H‰ïè,–üÿ‰„$¬‹„$¬…À„gÿÿÿƒ|$p
‹T$@H´$
‹D$PL‹„$пɍDP
ºƒá ƒÁH˜H‰„$
èÔyüÿH…ÀI‰Å„ð
L‹p‹T$@‹D$PDP
H˜H;„$
„ˆH‹=áV&H5²§èUyüÿéáþÿÿH‹PH‰ÇÿR0é-ÿÿÿH‹}H‹5µ€#H9÷„
è}üÿ…À…ÿH‹EH÷€¨„è{üÿH…ÀHDzV&H5{¦H‰Çèëxüÿ1Àécþÿÿ@H‹„$
H´$àI‰عº
¿‰D$0H˜H‰„$àèëxüÿH…ÀI‰Ç„Gƒ¼$€
H‹XH´$
HcD$0L‹„$ðº¿Ƀá H‰„$
ƒÁèŸxüÿH…ÀI‰Â„#H‹Œ$
H9Œ$
H‹@„ÉH‹=²U&H5S§è&xüÿé²ýÿÿH5]O
H‰ïèawüÿH‰ÅH…í„ûþÿÿè@yüÿH|$@H|¥H‰îè,”üÿ…ÀH‹Et,Hƒè
H…ÀH‰E…¿ýÿÿH‹EH‰ïÿP0¸
é>ýÿÿ€Hƒè
H…ÀH‰E…þÿÿH‹EH‰ïÿP0éŽþÿÿè“yüÿH…À…ýÿÿH‹=U&H5„¥èwwüÿéýÿÿfH‹”$
‹L$@H|$0L‰T$(Ht$@H‰D$H‰|$H‰$LŒ$ ‰T$`‹T$PM‰ðTJ
HL$`‰”$ H”$H‰T$H‰êAÿԋD$01öDŽ$ L‹T$(…À~#€F
‰„$ ƒ,³
Hc´$ ;t$0|äL‰T$(èÊxüÿH…ÀL‹T$(tDŽ$¬‹„$¬…À„7üÿÿD‹„$H=ri
L‰ÑL‰úL‰î1ÀègxüÿH‰„$øéüÿÿH‰ïèâtüÿ…À„`ýÿÿH‰ï1öè0wüÿH‰ÅéJþÿÿèSxüÿH…À…ÛûÿÿH‹=ÃS&H5̤è7vüÿéÃûÿÿfè+xüÿH…À…³ûÿÿH‹=›S&H5ì¤èvüÿé›ûÿÿf.„AWH‰÷H‰ÖH$m
AVAUATI‰ÌH
Q%USHì(
H‹¹}#H„$€LŒ$ÀL„$°HDŽ$øÇD$0H‰D$HD$pDŽ$¬
ÇD$@H‰œ$°H‰D$H„$ðÇD$PH‰œ$ÀÇD$`H‰D$H„$ÐHDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿÇD$pH‰$1ÀH‰œ$ÐHDŽ$àÿÿÿÿHDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿDŽ$€H‰œ$ðDŽ$è‰süÿ1҅ÀtDH‹¬$°H‹Eö€ª€tNH‹E‰D$@¸
‰„$¬‹„$¬…ÀugH‹„$øH‹”$øHÄ(
H‰Ð[]A\A]A^A_Ãf.„H‰ïèhwüÿH…À„ïH‹P‰T$@H‹HQÿH…ÒH‰„ĸ
ëŒDHl$PH‹´$ÀHģH‰ïè\üÿ‰„$¬‹„$¬…À„gÿÿÿƒ|$p
‹T$@H´$
‹D$PL‹„$пɍDP
ºƒá ƒÁH˜H‰„$
ètüÿH…ÀI‰Å„ð
L‹p‹T$@‹D$PDP
H˜H;„$
„ˆH‹=Q&H5â¡è…süÿéáþÿÿH‹PH‰ÇÿR0é-ÿÿÿH‹}H‹5åz#H9÷„
è7wüÿ…À…ÿH‹EH÷€¨„è5uüÿH…ÀHDªP&H5ƒ¢H‰Çèsüÿ1Àécþÿÿ@H‹„$
H´$àI‰عº
¿‰D$0H˜H‰„$àèsüÿH…ÀI‰Ç„Gƒ¼$€
H‹XH´$
HcD$0L‹„$ðº¿Ƀá H‰„$
ƒÁèÏrüÿH…ÀI‰Â„#H‹Œ$
H9Œ$
H‹@„ÉH‹=âO&H5ƒ¡èVrüÿé²ýÿÿH5I
H‰ïè‘qüÿH‰ÅH…í„ûþÿÿèpsüÿH|$@H„¡H‰îè\Žüÿ…ÀH‹Et,Hƒè
H…ÀH‰E…¿ýÿÿH‹EH‰ïÿP0¸
é>ýÿÿ€Hƒè
H…ÀH‰E…þÿÿH‹EH‰ïÿP0éŽþÿÿèÃsüÿH…À…ýÿÿH‹=3O&H5Œ¡è§qüÿéýÿÿfH‹”$
‹L$@H|$0L‰T$(Ht$@H‰D$H‰|$H‰$LŒ$ ‰T$`‹T$PM‰ðTJ
HL$`‰”$ H”$H‰T$H‰êAÿԋD$01öDŽ$ L‹T$(…À~#€F
‰„$ ƒ,³
Hc´$ ;t$0|äL‰T$(èúrüÿH…ÀL‹T$(tDŽ$¬‹„$¬…À„7üÿÿD‹„$H=¢c
L‰ÑL‰úL‰î1Àè—rüÿH‰„$øéüÿÿH‰ïèoüÿ…À„`ýÿÿH‰ï1öè`qüÿH‰ÅéJþÿÿèƒrüÿH…À…ÛûÿÿH‹=óM&H5œ ègpüÿéÃûÿÿfè[rüÿH…À…³ûÿÿH‹=ËM&H5¼ è?püÿé›ûÿÿf.„AWH‰÷H‰ÖHkg
AVAUATI‰ÌH
A%USHì(
H‹éw#H„$€LŒ$ÀL„$°HDŽ$øÇD$0H‰D$HD$pDŽ$¬
ÇD$@H‰œ$°H‰D$H„$ðÇD$PH‰œ$ÀÇD$`H‰D$H„$ÐHDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿÇD$pH‰$1ÀH‰œ$ÐHDŽ$àÿÿÿÿHDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿDŽ$€H‰œ$ðDŽ$è¹müÿ1҅ÀtDH‹¬$°H‹Eö€ª€tNH‹E‰D$@¸
‰„$¬‹„$¬…ÀugH‹„$øH‹”$øHÄ(
H‰Ð[]A\A]A^A_Ãf.„H‰ïè˜qüÿH…À„ïH‹P‰T$@H‹HQÿH…ÒH‰„ĸ
ëŒDHl$PH‹´$ÀH\ŸH‰ï茊üÿ‰„$¬‹„$¬…À„gÿÿÿƒ|$p
‹T$@H´$
‹D$PL‹„$пɍDP
ºƒá ƒÁH˜H‰„$
è4nüÿH…ÀI‰Å„ð
L‹p‹T$@‹D$PDP
H˜H;„$
„ˆH‹=AK&H5œèµmüÿéáþÿÿH‹PH‰ÇÿR0é-ÿÿÿH‹}H‹5u#H9÷„
ègqüÿ…À…ÿH‹EH÷€¨„èeoüÿH…ÀHDÚJ&H5žH‰ÇèKmüÿ1Àécþÿÿ@H‹„$
H´$àI‰عº
¿‰D$0H˜H‰„$àèKmüÿH…ÀI‰Ç„Gƒ¼$€
H‹XH´$
HcD$0L‹„$ðº¿Ƀá H‰„$
ƒÁèÿlüÿH…ÀI‰Â„#H‹Œ$
H9Œ$
H‹@„ÉH‹=J&H5³›è†lüÿé²ýÿÿH5½C
H‰ïèÁküÿH‰ÅH…í„ûþÿÿè müÿH|$@HH‰î茈üÿ…ÀH‹Et,Hƒè
H…ÀH‰E…¿ýÿÿH‹EH‰ïÿP0¸
é>ýÿÿ€Hƒè
H…ÀH‰E…þÿÿH‹EH‰ïÿP0éŽþÿÿèómüÿH…À…ýÿÿH‹=cI&H5$è×küÿéýÿÿfH‹”$
‹L$@H|$0L‰T$(Ht$@H‰D$H‰|$H‰$LŒ$ ‰T$`‹T$PM‰ðTJ
HL$`‰”$ H”$H‰T$H‰êAÿԋD$01öDŽ$ L‹T$(…À~#€F
‰„$ ƒ,³
Hc´$ ;t$0|äL‰T$(è*müÿH…ÀL‹T$(tDŽ$¬‹„$¬…À„7üÿÿD‹„$H=Ò]
L‰ÑL‰úL‰î1ÀèÇlüÿH‰„$øéüÿÿH‰ïèBiüÿ…À„`ýÿÿH‰ï1öèküÿH‰ÅéJþÿÿè³lüÿH…À…ÛûÿÿH‹=#H&H54œè—jüÿéÃûÿÿfè‹lüÿH…À…³ûÿÿH‹=ûG&H5Tœèojüÿé›ûÿÿf.„AWH‰÷H‰ÖH²a
AVAUATI‰ÌH
1%USHì(
H‹r#H„$€LŒ$ÀL„$°HDŽ$øÇD$0H‰D$HD$pDŽ$¬
ÇD$@H‰œ$°H‰D$H„$ðÇD$PH‰œ$ÀÇD$`H‰D$H„$ÐHDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿÇD$pH‰$1ÀH‰œ$ÐHDŽ$àÿÿÿÿHDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿDŽ$€H‰œ$ðDŽ$èégüÿ1҅ÀtDH‹¬$°H‹Eö€ª€tNH‹E‰D$@¸
‰„$¬‹„$¬…ÀugH‹„$øH‹”$øHÄ(
H‰Ð[]A\A]A^A_Ãf.„H‰ïèÈküÿH…À„ïH‹P‰T$@H‹HQÿH…ÒH‰„ĸ
ëŒDHl$PH‹´$ÀHôšH‰ï輄üÿ‰„$¬‹„$¬…À„gÿÿÿƒ|$p
‹T$@H´$
‹D$PL‹„$пɍDP
ºƒá ƒÁH˜H‰„$
èdhüÿH…ÀI‰Å„ð
L‹p‹T$@‹D$PDP
H˜H;„$
„ˆH‹=qE&H5B–èågüÿéáþÿÿH‹PH‰ÇÿR0é-ÿÿÿH‹}H‹5Eo#H9÷„
è—küÿ…À…ÿH‹EH÷€¨„è•iüÿH…ÀHD
E&H5³™H‰Çè{güÿ1Àécþÿÿ@H‹„$
H´$àI‰عº
¿‰D$0H˜H‰„$àè{güÿH…ÀI‰Ç„Gƒ¼$€
H‹XH´$
HcD$0L‹„$ðº¿Ƀá H‰„$
ƒÁè/güÿH…ÀI‰Â„#H‹Œ$
H9Œ$
H‹@„ÉH‹=BD&H5ã•è¶füÿé²ýÿÿH5í=
H‰ïèñeüÿH‰ÅH…í„ûþÿÿèÐgüÿH|$@H´˜H‰î輂üÿ…ÀH‹Et,Hƒè
H…ÀH‰E…¿ýÿÿH‹EH‰ïÿP0¸
é>ýÿÿ€Hƒè
H…ÀH‰E…þÿÿH‹EH‰ïÿP0éŽþÿÿè#hüÿH…À…ýÿÿH‹=“C&H5¼˜èfüÿéýÿÿfH‹”$
‹L$@H|$0L‰T$(Ht$@H‰D$H‰|$H‰$LŒ$ ‰T$`‹T$PM‰ðTJ
HL$`‰”$ H”$H‰T$H‰êAÿԋD$01öDŽ$ L‹T$(…À~#€F
‰„$ ƒ,³
Hc´$ ;t$0|äL‰T$(èZgüÿH…ÀL‹T$(tDŽ$¬‹„$¬…À„7üÿÿD‹„$H=X
L‰ÑL‰úL‰î1Àè÷füÿH‰„$øéüÿÿH‰ïèrcüÿ…À„`ýÿÿH‰ï1öèÀeüÿH‰ÅéJþÿÿèãfüÿH…À…ÛûÿÿH‹=SB&H5̗èÇdüÿéÃûÿÿfè»füÿH…À…³ûÿÿH‹=+B&H5ì—èŸdüÿé›ûÿÿf.„ATH‰÷I‰ÌH‰ÖH
î%Hï[
USHìpH‹Ol#dH‹%(H‰„$h1ÀH„$
LŒ$àL„$ÐHDŽ$X
ÇD$@H‰D$H„$
DŽ$Ì
H‰œ$ÐÇD$PH‰$1ÀH‰œ$àÇD$`ÇD$pHDŽ$ðDŽ$€H‰œ$
DŽ$H‰œ$
HDŽ$ 
HDŽ$0
HDŽ$@
HDŽ$P
DŽ$ DŽ$°DŽ$Àè
büÿ1҅À„àH‹¬$ÐH‹Eö€ª€„÷H‹E‰D$@¸
‰„$̋„$̅À„”H‹´$
DŽ$ ÿÿÿÿH9Þ„
H¼$Hɖè$üÿ‰„$̋„$̅ÀtRD‹Œ$Aƒù
†àHœ$`
LÙÄ
H
ږ¾
H‰ߺ
1Àè¦güÿH‹=@&H‰Þè‡büÿ€H‹„$X
H‹”$X
H‹Œ$hdH3%(H‰Ð…NHÄp[]A\Ãf.„H‰ïè8eüÿH…À„ïH‹P‰T$@H‹HQÿH…ÒH‰t¸
éäþÿÿfDH‹PH‰ÇÿR0ëä@DŽ$
éÿÿÿ„Hl$PH‹´$àH$–H‰ïè~üÿ‰„$̋„$̅À„.ÿÿÿH‹´$
H9Þ„2
H¼$€H.–èÉ}üÿ‰„$̋„$̅À„óþÿÿD‹Œ$€Aƒù
†
Hœ$`
LÄ
H
;–éœþÿÿfDH‹}H‹5µh#H9÷tHèeüÿ…Àu?H‹EH÷€¨„·
è
cüÿH…ÀHD‚>&H5“”H‰Çèó`üÿ1ÀéÂýÿÿ@H5%8
H‰ïè)`üÿH‰ÅH…ít¿èbüÿH|$@HX”H‰îèø|üÿ…ÀH‹Et%Hƒè
H…ÀH‰E…‡þÿÿH‹EH‰ïÿP0¸
éaýÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿDŽ$€
éÙþÿÿE…ɋT$P‹D$@„
‹Œ$‰D$`…É„
H=D
‰T$pH„$ÀHt$@HŒ$ðLŒ$0
H‰êH‰D$8H„$°I‰ðH‰D$0H„$ H‰D$(H„$P
H‰D$ HD$pH‰D$H„$@
H‰D$HD$`H‰D$H„$ 
H‰$AÿÔè¨aüÿH…ÀtDŽ$̋„$̅À„	ýÿÿ‹´$Àò„$P
H=¡S
¸
èHaüÿH‰„$X
éÛüÿÿH‰ïèÃ]üÿ…À„9þÿÿH‰ï1öè`üÿH‰ÅécþÿÿÇD$`
ÇD$p
H=m6
éñþÿÿ9ÐH=çB
O‰D$péÜþÿÿèó^üÿATH‰÷I‰ÌH‰ÖH
	%H{V
USHìpH‹¿f#dH‹%(H‰„$h1ÀH„$P
LŒ$0
L„$ 
HDŽ$X
ÇD$@H‰D$H„$@
DŽ$

H‰œ$ 
ÇD$PH‰$1ÀH‰œ$0
ÇD$`ÇD$pDŽ$€DŽ$H‰œ$@
DŽ$ H‰œ$P
DŽ$°DŽ$ÀDŽ$ÐDŽ$àDŽ$ðDŽ$
DŽ$
è\üÿ1҅À„ÝH‹¬$ 
H‹Eö€ª€„ìH‹E‰D$@¸
‰„$
‹„$
…À„‘H‹´$P
DŽ$ðÿÿÿÿH9Þ„õH¼$ H¶’è™yüÿ‰„$
‹„$
…ÀtOD‹Œ$ Aƒù
†ÕHœ$`
LN¿
H
ǒ¾
H‰ߺ
1ÀèbüÿH‹=„:&H‰Þèü\üÿ@H‹„$X
H‹”$X
H‹Œ$hdH3%(H‰Ð…IHÄp[]A\ÃfH‰ïè¸_üÿH…À„ïH‹P‰T$@H‹HQÿH…ÒH‰t¸
éïþÿÿfDH‹PH‰ÇÿR0ëä@DŽ$ 
éÿÿÿ„Hl$PH‹´$0
H’H‰ïè„xüÿ‰„$
‹„$
…À„6ÿÿÿH‹´$@
H9Þ„2
H¼$H&’èIxüÿ‰„$
‹„$
…À„ûþÿÿD‹Œ$Aƒù
†
Hœ$`
L’¾
H
3’é§þÿÿfDH‹}H‹55c#H9÷tHè‹_üÿ…Àu?H‹EH÷€¨„º
è]üÿH…ÀHD9&H5‹H‰Çès[üÿ1ÀéÍýÿÿ@H5¥2
H‰ïè©ZüÿH‰ÅH…ít¿èŒ\üÿH|$@HPH‰îèxwüÿ…ÀH‹Et%Hƒè
H…ÀH‰E…‡þÿÿH‹EH‰ïÿP0¸
élýÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿDŽ$
éÙþÿÿE…ɋT$P‹D$@„
‹Œ$ ‰D$`…É„
H=…>
‰T$pH„$
Ht$@HŒ$€LŒ$ÀH‰êH‰D$8H„$
I‰ðH‰D$0H„$ðH‰D$(H„$àH‰D$ HD$pH‰D$H„$ÐH‰D$HD$`H‰D$H„$°H‰$AÿÔè(\üÿH…ÀtDŽ$
‹„$
…À„ýÿÿó„$à‹´$
H=ñM
¸
ZÀèÅ[üÿH‰„$X
éàüÿÿH‰ïè@Xüÿ…À„6þÿÿH‰ï1öèŽZüÿH‰Åé`þÿÿÇD$`
ÇD$p
H=ê0
éîþÿÿ9ÐH=d=
O‰D$péÙþÿÿèpYüÿATH‰÷I‰ÌH‰ÖH
þý$HQ
USHìÐH‹?a#H„$LŒ$€LD$pHDŽ$ÈÇD$ H‰$1ÀÇD$l
H‰\$pÇD$0H‰œ$€ÇD$@H‰œ$HDŽ$ HDŽ$°HDŽ$ÀÇD$PÇD$`èrWüÿ…À„ª
H‹¬$€H9Ýt}H‹Eö€ª€t8H‹E‰D$0¸
‰D$l‹D$l…ÀugH‹„$ÈH‹„$ÈHÄÐ[]A\ÃH‰ïè`[üÿH…À„g
H‹P‰T$0H‹HQÿH…ÒH‰„
¸
ë¢D‹D$lÇD$0…Àt™Hl$ H‹t$pHߎH‰ïèGtüÿ‰D$l‹D$l…À„pÿÿÿH‹´$ÇD$PÿÿÿÿH9Þ„ÞH|$@HêŽè
tüÿ‰D$l‹D$l…À„6ÿÿÿHD$`ƒD$@
ƒD$0
HŒ$ HT$@Ht$0H‰D$HD$PLŒ$°I‰èH‰ïH‰D$H„$ÀH‰$AÿÔèkYüÿH…ÀtÇD$l‹D$l…À„Ëþÿÿ‹t$`ò„$ÀH=mK
¸
èYüÿH‰„$Èé þÿÿ€H‹PH‰ÇÿR0éÕþÿÿHÄÐ1À[]A\Ãf‹D$ ƒè
‰D$@é'ÿÿÿH‹}H‹5e^#H9÷tHè»Züÿ…Àu?H‹EH÷€¨„ªè½XüÿH…ÀHD24&H53H‰Çè£Vüÿ1Àé	þÿÿ@H5Õ-
H‰ïèÙUüÿH‰ÅH…ít¿è¼WüÿH|$0HøŒH‰îè¨rüÿ…ÀH‹Et(Hƒè
H…ÀH‰E…þÿÿH‹EH‰ïÿP0¸
é¨ýÿÿHƒè
H…ÀH‰E…eÿÿÿH‹EH‰ïÿP0éVÿÿÿH‰ïè€Tüÿ…À„FÿÿÿH‰ï1öèÎVüÿH‰ÅépÿÿÿfDATH‰÷I‰ÌH‰ÖH
Nú$H¢M
USHìÐH‹¯]#H„$ÀLŒ$°L„$ HDŽ$ÈÇD$ H‰$1ÀDŽ$œ
H‰œ$ ÇD$0H‰œ$°ÇD$@H‰œ$ÀÇD$PÇD$`ÇD$pDŽ$€DŽ$èßSüÿ…À„×
H‹¬$°H9Ý„†H‹Eö€ª€tAH‹E‰D$0¸
‰„$œ‹„$œ…ÀumH‹„$ÈH‹„$ÈHÄÐ[]A\ÃfDH‰ïèÀWüÿH…À„‡
H‹P‰T$0H‹HQÿH…ÒH‰„4
¸
ë™D‹„$œÇD$0…Àt“Hl$ H‹´$ HŒH‰ïè¡püÿ‰„$œ‹„$œ…À„aÿÿÿH‹´$ÀDŽ$€ÿÿÿÿH9Þ„ïH|$@HŒè^püÿ‰„$œ‹„$œ…À„ÿÿÿH„$ƒD$@
ƒD$0
HL$PHT$@Ht$0H‰D$H„$€LL$`I‰èH‰ïH‰D$HD$pH‰$AÿÔè¹UüÿH…ÀtDŽ$œ‹„$œ…À„°þÿÿóD$p‹´$H=…G
¸
ZÀèYUüÿH‰„$Èé‚þÿÿ@H‹PH‰ÇÿR0é½þÿÿf„HÄÐ1À[]A\Ãf‹D$ ƒè
‰D$@éÿÿÿH‹}H‹5¥Z#H9÷tHèûVüÿ…Àu?H‹EH÷€¨„ªèýTüÿH…ÀHDr0&H5KŠH‰ÇèãRüÿ1Àéàýÿÿ@H5*
H‰ïèRüÿH‰ÅH…ít¿èüSüÿH|$0HŠH‰îèènüÿ…ÀH‹Et(Hƒè
H…ÀH‰E…óýÿÿH‹EH‰ïÿP0¸
éýÿÿHƒè
H…ÀH‰E…eÿÿÿH‹EH‰ïÿP0éVÿÿÿH‰ïèÀPüÿ…À„FÿÿÿH‰ï1öèSüÿH‰ÅépÿÿÿfDATH‰÷I‰ÌH‰ÖH
%HýI
USHì°
H‹ïY#dH‹%(H‰„$¨
1ÀHD$ LL$pLD$`HDŽ$ˆÇD$H‰D$H„$€ÇD$\
HDŽ$ÿÿÿÿHDŽ$˜ÿÿÿÿH‰$1ÀÇD$ H‰\$`ÇD$0ÇD$@H‰\$pÇD$PH‰œ$€èPüÿ…À„
H‹l$pH9Ý„áH‹Eö€ª€„˜H‹E‰D$@¸
‰D$\‹D$\…ÀtHD‹L$@Aƒù
†¸Hœ$ LIƒ
H
þH
¾
H‰ߺ
1ÀèþUüÿH‹=g.&H‰ÞèßPüÿH‹„$ˆH‹„$ˆH‹Œ$¨
dH3%(…ûHİ
[]A\Ã@H‰ïè SüÿH…À„W
H‹P‰T$@H‹HQÿH…ÒH‰„„¸
é?ÿÿÿfÇD$@é4ÿÿÿH‹´$€H9ÞtKH|$PH¿ˆè‚lüÿ‰D$\‹D$\…À„SÿÿÿD‹L$PAƒù
vWHœ$ L؈H
!H
é
ÿÿÿ@ÇD$PëÀfDH‹PH‰ÇÿR0émÿÿÿf„1Àé
ÿÿÿf„ƒ|$ 
L‹D$`H´$º¿Ƀá ƒÁèçOüÿH…ÀH‰Ãt2H‹HH‹„$H;„$˜„¥H‹=þ,&H5LjèrOüÿéŽþÿÿèhQüÿH…ÀD…{þÿÿH‹=Ó,&H5LˆèGOüÿécþÿÿfH‹}H‹5µV#H9÷„ÌèSüÿ…À…¿H‹EH÷€¨„+
èQüÿH…ÀHDz,&H5+‡H‰ÇèëNüÿ1Àé±ýÿÿ@‹T$PD‹D$@H5&
‰D$H'
H='
LL$0…ÒHT$HEðE…ÀHDøI‰ÐAÿÔèœPüÿH…ÀtÇD$\‹D$\…À„¤ýÿÿ‹T$0H=UA
H‰Þ1ÀèNPüÿH‰„$ˆé‚ýÿÿH5%
H‰ïè¡MüÿH‰ÅH…í„;ÿÿÿè€OüÿH|$@Hl†H‰îèljüÿ…ÀH‹Et%Hƒè
H…ÀH‰E…—ýÿÿH‹EH‰ïÿP0¸
éÌüÿÿHƒè
H…ÀH‰E…äþÿÿH‹EH‰ïÿP0éÕþÿÿH‰ïèGLüÿ…À„ÅþÿÿH‰ï1öè•NüÿH‰Åéoÿÿÿè¨Müÿ„ATH‰÷I‰ÌH‰ÖH
%H¾E
USHì°
H‹oU#dH‹%(H‰„$¨
1ÀHD$ LL$pLD$`HDŽ$ˆÇD$H‰D$H„$€ÇD$\
HDŽ$ÿÿÿÿHDŽ$˜ÿÿÿÿH‰$1ÀÇD$ H‰\$`ÇD$0ÇD$@H‰\$pÇD$PH‰œ$€è—Küÿ…À„
H‹l$pH9Ý„áH‹Eö€ª€„˜H‹E‰D$@¸
‰D$\‹D$\…ÀtHD‹L$@Aƒù
†¸Hœ$ LÉ~
H
¿D
¾
H‰ߺ
1Àè~QüÿH‹=ç)&H‰Þè_LüÿH‹„$ˆH‹„$ˆH‹Œ$¨
dH3%(…ûHİ
[]A\Ã@H‰ïè OüÿH…À„W
H‹P‰T$@H‹HQÿH…ÒH‰„„¸
é?ÿÿÿfÇD$@é4ÿÿÿH‹´$€H9ÞtKH|$PH…èhüÿ‰D$\‹D$\…À„SÿÿÿD‹L$PAƒù
vWHœ$ LX„H
âC
é
ÿÿÿ@ÇD$PëÀfDH‹PH‰ÇÿR0émÿÿÿf„1Àé
ÿÿÿf„ƒ|$ 
L‹D$`H´$º¿Ƀá ƒÁègKüÿH…ÀH‰Ãt2H‹HH‹„$H;„$˜„¥H‹=~(&H5G„èòJüÿéŽþÿÿèèLüÿH…ÀD…{þÿÿH‹=S(&H5܄èÇJüÿécþÿÿfH‹}H‹55R#H9÷„Ìè‡Nüÿ…À…¿H‹EH÷€¨„+
è…LüÿH…ÀHDú'&H5ûƒH‰ÇèkJüÿ1Àé±ýÿÿ@‹T$PD‹D$@H5›!
‰D$Hš"
H=‘"
LL$0…ÒHT$HEðE…ÀHDøI‰ÐAÿÔèLüÿH…ÀtÇD$\‹D$\…À„¤ýÿÿ‹T$0H=Õ<
H‰Þ1ÀèÎKüÿH‰„$ˆé‚ýÿÿH5!
H‰ïè!IüÿH‰ÅH…í„;ÿÿÿèKüÿH|$@H<ƒH‰îèìeüÿ…ÀH‹Et%Hƒè
H…ÀH‰E…—ýÿÿH‹EH‰ïÿP0¸
éÌüÿÿHƒè
H…ÀH‰E…äþÿÿH‹EH‰ïÿP0éÕþÿÿH‰ïèÇGüÿ…À„ÅþÿÿH‰ï1öèJüÿH‰Åéoÿÿÿè(Iüÿ„ATH‰÷I‰ÌH‰ÖH
N%HA
USHì°
H‹ïP#dH‹%(H‰„$¨
1ÀHD$ LL$pLD$`HDŽ$ˆÇD$H‰D$H„$€ÇD$\
HDŽ$ÿÿÿÿHDŽ$˜ÿÿÿÿH‰$1ÀÇD$ H‰\$`ÇD$0ÇD$@H‰\$pÇD$PH‰œ$€èGüÿ…À„
H‹l$pH9Ý„áH‹Eö€ª€„˜H‹E‰D$@¸
‰D$\‹D$\…ÀtHD‹L$@Aƒù
†¸Hœ$ LIz
H
€@
¾
H‰ߺ
1ÀèþLüÿH‹=g%&H‰ÞèßGüÿH‹„$ˆH‹„$ˆH‹Œ$¨
dH3%(…ûHİ
[]A\Ã@H‰ïè JüÿH…À„W
H‹P‰T$@H‹HQÿH…ÒH‰„„¸
é?ÿÿÿfÇD$@é4ÿÿÿH‹´$€H9ÞtKH|$PHçè‚cüÿ‰D$\‹D$\…À„SÿÿÿD‹L$PAƒù
vWHœ$ LØH
£?
é
ÿÿÿ@ÇD$PëÀfDH‹PH‰ÇÿR0émÿÿÿf„1Àé
ÿÿÿf„ƒ|$ 
L‹D$`H´$º¿Ƀá ƒÁèçFüÿH…ÀH‰Ãt2H‹HH‹„$H;„$˜„¥H‹=þ#&H5ÇèrFüÿéŽþÿÿèhHüÿH…ÀD…{þÿÿH‹=Ó#&H54èGFüÿécþÿÿfH‹}H‹5µM#H9÷„ÌèJüÿ…À…¿H‹EH÷€¨„+
èHüÿH…ÀHDz#&H5S€H‰ÇèëEüÿ1Àé±ýÿÿ@‹T$PD‹D$@H5
‰D$H
H=
LL$0…ÒHT$HEðE…ÀHDøI‰ÐAÿÔèœGüÿH…ÀtÇD$\‹D$\…À„¤ýÿÿ‹T$0H=U8
H‰Þ1ÀèNGüÿH‰„$ˆé‚ýÿÿH5
H‰ïè¡DüÿH‰ÅH…í„;ÿÿÿè€FüÿH|$@H”H‰îèlaüÿ…ÀH‹Et%Hƒè
H…ÀH‰E…—ýÿÿH‹EH‰ïÿP0¸
éÌüÿÿHƒè
H…ÀH‰E…äþÿÿH‹EH‰ïÿP0éÕþÿÿH‰ïèGCüÿ…À„ÅþÿÿH‰ï1öè•EüÿH‰Åéoÿÿÿè¨Düÿ„ATH‰÷I‰ÌH‰ÖH
Nþ$H@=
USHì°
H‹oL#dH‹%(H‰„$¨
1ÀHD$ LL$pLD$`HDŽ$ˆÇD$H‰D$H„$€ÇD$\
HDŽ$ÿÿÿÿHDŽ$˜ÿÿÿÿH‰$1ÀÇD$ H‰\$`ÇD$0ÇD$@H‰\$pÇD$PH‰œ$€è—Büÿ…À„
H‹l$pH9Ý„áH‹Eö€ª€„˜H‹E‰D$@¸
‰D$\‹D$\…ÀtHD‹L$@Aƒù
†¸Hœ$ LÉu
H
A<
¾
H‰ߺ
1Àè~HüÿH‹=ç &H‰Þè_CüÿH‹„$ˆH‹„$ˆH‹Œ$¨
dH3%(…ûHİ
[]A\Ã@H‰ïè FüÿH…À„W
H‹P‰T$@H‹HQÿH…ÒH‰„„¸
é?ÿÿÿfÇD$@é4ÿÿÿH‹´$€H9ÞtKH|$PH?~è_üÿ‰D$\‹D$\…À„SÿÿÿD‹L$PAƒù
vWHœ$ LX{H
d;
é
ÿÿÿ@ÇD$PëÀfDH‹PH‰ÇÿR0émÿÿÿf„1Àé
ÿÿÿf„ƒ|$ 
L‹D$`H´$º¿Ƀá ƒÁègBüÿH…ÀH‰Ãt2H‹HH‹„$H;„$˜„¥H‹=~&H5G{èòAüÿéŽþÿÿèèCüÿH…ÀD…{þÿÿH‹=S&H5Œ}èÇAüÿécþÿÿfH‹}H‹55I#H9÷„Ìè‡Eüÿ…À…¿H‹EH÷€¨„+
è…CüÿH…ÀHDú&H5«|H‰ÇèkAüÿ1Àé±ýÿÿ@‹T$PD‹D$@H5›
‰D$Hš
H=‘
LL$0…ÒHT$HEðE…ÀHDøI‰ÐAÿÔèCüÿH…ÀtÇD$\‹D$\…À„¤ýÿÿ‹T$0H=Õ3
H‰Þ1ÀèÎBüÿH‰„$ˆé‚ýÿÿH5
H‰ïè!@üÿH‰ÅH…í„;ÿÿÿèBüÿH|$@Hì{H‰îèì\üÿ…ÀH‹Et%Hƒè
H…ÀH‰E…—ýÿÿH‹EH‰ïÿP0¸
éÌüÿÿHƒè
H…ÀH‰E…äþÿÿH‹EH‰ïÿP0éÕþÿÿH‰ïèÇ>üÿ…À„ÅþÿÿH‰ï1öèAüÿH‰Åéoÿÿÿè(@üÿ„ATH‰÷I‰ÌH‰ÖH
®ò$H
9
USHì@H‹ïG#dH‹%(H‰„$81ÀH„$°LŒ$ L„$ÀHDŽ$ÐÇD$@H‰$1ÀDŽ$˜
H‰œ$ ÇD$PH‰œ$°ÇD$`H‰œ$ÀÇD$pDŽ$€DŽ$HDŽ$ØDŽ$œè>üÿ…À„­
H‹¬$°H9Ý„äH‹Eö€ª€„›H‹E‰D$P¸
‰„$˜‹„$˜…ÀtHD‹L$PAƒù
†ÅHœ$0
Lö[
H
ë7
¾
H‰ߺ
1ÀèãCüÿH‹=L&H‰ÞèÄ>üÿH‹„$ÐH‹„$ÐH‹Œ$8dH3%(…@HÄ@[]A\ÐH‰ïèˆAüÿH…À„÷H‹P‰T$PH‹HQÿH…ÒH‰t ¸
é@ÿÿÿfDÇD$P
é4ÿÿÿH‹PH‰ÇÿR0ëÔ@Hl$`H‹´$ÀH„zH‰ïè\Züÿ‰„$˜‹„$˜…À„BÿÿÿH‹´$ H9Þt`H|$@H•zè(Züÿ‰„$˜‹„$˜…À„ÿÿÿD‹L$@Aƒù
†
Hœ$0
LL[
H
Ï6
éÁþÿÿ„1ÀéåþÿÿÇD$@
뮀H‹}H‹5ýD#H9÷tHèSAüÿ…Àu?H‹EH÷€¨„Û
èU?üÿH…ÀHDÊ&H5SyH‰Çè;=üÿ1Àéþÿÿ@H5m
H‰ïèq<üÿH‰ÅH…ít¿èT>üÿH|$PHyH‰îè@Yüÿ…ÀH‹Et%Hƒè
H…ÀH‰E…þÿÿH‹EH‰ïÿP0¸
éµýÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿE…ɸ
‹T$PED$`DŽ$ÿÿÿÿH5Û
…҉D$p¸
t‹D$`H5Ï
‰„$€H=Á
H®
E…ÉHŒ$àLŒ$ðHDøH„$œI‰èH‰êH‰D$8H„$ØH‰D$0H„$H‰D$(H„$ 
H‰D$ H„$€H‰D$H„$
H‰D$HD$pH‰D$H„$
H‰$AÿÔèÚ=üÿH…ÀtDŽ$˜‹„$˜…À„÷üÿÿòŒ$(
ò„$ 
è¤?üÿ‹”$œH=s.
H‰Æ1Àèl=üÿH‰„$Ðé»üÿÿH‰ïèç9üÿ…À„þÿÿH‰ï1öè5<üÿH‰Åé?þÿÿèH;üÿ„AUH‰÷H‰ÖH4
ATI‰ÌH
åò$USHìÈ
H‹
C#dH‹%(H‰„$¸
1ÀHD$0LL$pLD$`HDŽ$ˆÇD$H‰D$H„$€ÇD$\
ÇD$ HDŽ$ÿÿÿÿH‰$1ÀHDŽ$˜ÿÿÿÿH‰\$`HDŽ$ ÿÿÿÿHDŽ$¨ÿÿÿÿÇD$0H‰\$pÇD$@ÇD$PH‰œ$€è9üÿ…À„•
H‹¬$€H9Ý„äH‹Eö€ª€„›H‹E‰D$P¸
‰D$\‹D$\…ÀtHD‹L$PAƒù
†ËHœ$°LLl
H
[3
¾
º
1ÀH‰ßè
?üÿH‹=j&H‰Þèâ9üÿH‹„$ˆH‹„$ˆH‹Œ$¸
dH3%(…;HÄÈ
[]A\A]ÃDH‰ïè <üÿH…À„×
H‹P‰T$PH‹HQÿH…ÒH‰t ¸
é@ÿÿÿfDÇD$Pé1ÿÿÿH‹PH‰ÇÿR0ëÔ@L‹D$`H´$¹
º¿èo9üÿH…ÀH‰Ã„5L‹hH‹„$H;„$˜tMH‹=†&H5Orèú8üÿH;\$`„
ÿÿÿHƒ+
…ÿÿÿH‹CH‰ßÿP0éôþÿÿfD1Àé÷þÿÿf„ƒ|$0
L‹D$pH´$ ‰D$ºH˜¿H‰„$ Ƀá ƒÁèÉ8üÿH…ÀH‰Å„×
L‹HH‹„$ H9„$tH‹=à&H51vèT8üÿéUÿÿÿ€H‹„$¨H=Œ
Ht$HT$ L‰éH‰4$I‰ð‰D$ ‹D$P…ÀHi
HDøHD$@H‰D$AÿÔèþ9üÿH…ÀtÇD$\‹D$\…À„ëþÿÿ‹T$@H=·*
H‰î1Àè°9üÿH‰„$ˆéÉþÿÿH‹}H‹55?#H9÷tHè‹;üÿ…Àu?H‹EH÷€¨„Êè9üÿH…ÀHD&H5stH‰Çès7üÿ1Àé6ýÿÿ@H5¥
H‰ïè©6üÿH‰ÃH…Ût¿èŒ8üÿH|$PH8tH‰ÞèxSüÿ…ÀH‹t$Hƒè
H…ÀH‰…¡ýÿÿH‹CH‰ßÿP0¸
é×üÿÿHƒè
H…ÀH‰…kÿÿÿH‹CH‰ßÿP0é\ÿÿÿèé8üÿH…À…þüÿÿH‹=Y&H5
tèÍ6üÿéæüÿÿH‰ïè05üÿ…À„&ÿÿÿ1öH‰ïè~7üÿH‰ÃéPÿÿÿè¡8üÿH…À…žýÿÿH‹=&H5tè…6üÿé†ýÿÿèk6üÿff.„ATH‰÷I‰ÌH‰ÖH
Îá$HÁ/
USHì`H‹/>#dH‹%(H‰„$X1ÀH„$ðLŒ$ÐL„$ÀHDŽ$øÇD$PH‰D$H„$àDŽ$´
H‰œ$ÀÇD$`H‰$1ÀH‰œ$ÐÇD$pDŽ$€DŽ$H‰œ$àDŽ$ H‰œ$ðHDŽ$
HDŽ$
DŽ$°DŽ$¸DŽ$¼è4üÿ…À„³
H‹¬$ðDŽ$°ÿÿÿÿH9Ý„÷H‹Eö€ª€„¦H‹E‰„$ ¸
‰„$´‹„$´…ÀtKD‹Œ$ Aƒù
†ÂHœ$P
L—
H
<s¾
H‰ߺ
1ÀèØ9üÿH‹=A&H‰Þè¹4üÿH‹„$øH‹„$øH‹Œ$XdH3%(…ÑHÄ`[]A\ÃfDH‰ïèx7üÿH…À„ßH‹P‰”$ H‹HQÿH…ÒH‰„™¸
é1ÿÿÿ€DŽ$ 
é!ÿÿÿH‹´$àH9Þt[H¼$HœrèOPüÿ‰„$´‹„$´…À„@ÿÿÿD‹Œ$Aƒù
†·Hœ$P
L˜–
H
©réðþÿÿ@DŽ$
ë³H‹PH‰ÇÿR0éXÿÿÿf„1Àéðþÿÿf„H‹}H‹5;#H9÷„Ü
èW7üÿ…À…Ï
H‹EH÷€¨„>èU5üÿH…ÀHDÊ&H5SqH‰Çè;3üÿ1Àéþÿÿ@H\$PH‹´$ÀHrH‰ßèTOüÿ‰„$´‹„$´…À„EþÿÿHl$`H‹´$ÐH*rH‰ïè"Oüÿ‰„$´‹„$´…À„þÿÿ‹´$‹T$`‹D$P…ö„½
‹Œ$ ‰D$p…É„É
H=p
‰”$€H„$¼HŒ$
LŒ$
I‰ØH‰êH‰ÞH‰D$@H„$¸H‰D$8H„$
H‰D$0H„$°H‰D$(H„$@
H‰D$ H„$€H‰D$H„$0
H‰D$HD$pH‰D$H„$ 
H‰$AÿÔè4üÿH…ÀtDŽ$´‹„$´…À„*ýÿÿòŒ$H
ò„$@
èÌ5üÿ‹”$¼H=›$
H‰Æ1Àè”3üÿH‰„$øéîüÿÿ€H5Ý
H‰ïèá0üÿH‰ÅH…í„+þÿÿèÀ2üÿH¼$ HoH‰îè©Müÿ…ÀH‹Et%Hƒè
H…ÀH‰E…ÿüÿÿH‹EH‰ïÿP0¸
é&üÿÿHƒè
H…ÀH‰E…ÑýÿÿH‹EH‰ïÿP0éÂýÿÿH‰ïè„/üÿ…Àf„°ýÿÿH‰ï1öèÐ1üÿH‰ÅéjÿÿÿÇD$p
DŽ$€
H=)
éEþÿÿ9ÐH=£
O‰„$€é-þÿÿè¬0üÿfff.„AUH‰÷H‰ÖH'*
ATI‰ÌH
Ï$USHìÈ
H‹m8#dH‹%(H‰„$¸
1ÀHD$@LL$pL„$€HDŽ$˜ÇD$H‰D$H„$ÇD$l
H‰\$pÇD$ H‰$1ÀÇD$0HDŽ$ ÿÿÿÿHDŽ$¨ÿÿÿÿÇD$@H‰œ$€ÇD$PH‰œ$ÇD$`è‡.üÿ…À„¯
H‹l$pH9Ý„áH‹Eö€ª€„ H‹E‰D$¸
‰D$l‹D$l…ÀtHD‹L$Aƒù
†¸Hœ$°L¹a
H
)
¾
H‰ߺ
1Àèn4üÿH‹=×&H‰ÞèO/üÿH‹„$˜H‹„$˜H‹Œ$¸
dH3%(…ÐHÄÈ
[]A\A]Ãf.„H‰ïè2üÿH…À„¯
H‹P‰T$Hƒ(
„½¸
é@ÿÿÿÇD$é4ÿÿÿƒ|$@
L‹„$€H´$ º¿Ƀá ƒÁèä.üÿH…ÀH‰Å„–H‹´$L‹hH9ÞtwH|$PH“nè¶Jüÿ‰D$l‹D$l…À„ÿÿÿD‹L$PH‹„$ IcÑH9ÐtyHœ$°LšnH
ë'
éÄþÿÿfDH‹PH‰ÇÿR0é4ÿÿÿ1ÀéÚþÿÿf„H‹„$ ‰D$Pëèý/üÿH…À…¥þÿÿH‹=m&H5®mèá-üÿéþÿÿ@ƒè
H=!
HT$0‰D$0H‹„$¨Ht$ LL$`LD$PL‰é‰D$ ‹D$…ÀHï
HDøAÿÔèŽ/üÿH…ÀtÇD$l‹D$l…À„&þÿÿ‹T$`H=G 
H‰î1Àè@/üÿH‰„$˜éþÿÿH‹}H‹5Å4#H9÷tHè1üÿ…Àu?H‹EH÷€¨„§è/üÿH…ÀHD’
&H5“lH‰Çè-üÿ1ÀéYýÿÿ@H55
H‰ïè9,üÿH‰ÅH…ít¿è.üÿH|$HXlH‰îèIüÿ…ÀH‹Et%Hƒè
H…ÀH‰E…ÂýÿÿH‹EH‰ïÿP0¸
éøüÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿH‰ïèã*üÿ…„HÿÿÿH‰ï1öè0-üÿH‰ÅérÿÿÿèC,üÿAUH‰÷H‰ÖH&
ATI‰ÌH
%Ë$USHìÈ
H‹
4#dH‹%(H‰„$¸
1ÀHD$@LL$pL„$€HDŽ$˜ÇD$H‰D$H„$ÇD$l
H‰\$pÇD$ H‰$1ÀÇD$0HDŽ$ ÿÿÿÿHDŽ$¨ÿÿÿÿÇD$@H‰œ$€ÇD$PH‰œ$ÇD$`è'*üÿ…À„¯
H‹l$pH9Ý„áH‹Eö€ª€„ H‹E‰D$¸
‰D$l‹D$l…ÀtHD‹L$Aƒù
†¸Hœ$°LY]
H
ë$
¾
H‰ߺ
1Àè0üÿH‹=w&H‰Þèï*üÿH‹„$˜H‹„$˜H‹Œ$¸
dH3%(…ÐHÄÈ
[]A\A]Ãf.„H‰ïè¨-üÿH…À„¯
H‹P‰T$Hƒ(
„½¸
é@ÿÿÿÇD$é4ÿÿÿƒ|$@
L‹„$€H´$ º¿Ƀá ƒÁè„*üÿH…ÀH‰Å„–H‹´$L‹hH9ÞtwH|$PH3kèVFüÿ‰D$l‹D$l…À„ÿÿÿD‹L$PH‹„$ IcÑH9ÐtyHœ$°L:jH
È#
éÄþÿÿfDH‹PH‰ÇÿR0é4ÿÿÿ1ÀéÚþÿÿf„H‹„$ ‰D$Pëè+üÿH…À…¥þÿÿH‹=
&H5Njè)üÿéþÿÿ@ƒè
H=Á

HT$0‰D$0H‹„$¨Ht$ LL$`LD$PL‰é‰D$ ‹D$…ÀH

HDøAÿÔè.+üÿH…ÀtÇD$l‹D$l…À„&þÿÿ‹T$`H=ç
H‰î1Àèà*üÿH‰„$˜éþÿÿH‹}H‹5e0#H9÷tHè»,üÿ…Àu?H‹EH÷€¨„§è½*üÿH…ÀHD2&H53iH‰Çè£(üÿ1ÀéYýÿÿ@H5ÕÿH‰ïèÙ'üÿH‰ÅH…ít¿è¼)üÿH|$HøhH‰îè¨Düÿ…ÀH‹Et%Hƒè
H…ÀH‰E…ÂýÿÿH‹EH‰ïÿP0¸
éøüÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿH‰ïèƒ&üÿ…„HÿÿÿH‰ï1öèÐ(üÿH‰Åérÿÿÿèã'üÿATH‰÷I‰ÌH‰ÖH
Ó$H×!
USHìH‹¯/#dH‹%(H‰„$ˆ1ÀH„$@
LŒ$
L„$
HDŽ$x
ÇD$PH‰D$H„$0
DŽ$ü
H‰œ$
ÇD$`H‰$1ÀH‰œ$
ÇD$pDŽ$€DŽ$H‰œ$0
DŽ$ H‰œ$@
DŽ$°DŽ$ÀDŽ$ÐDŽ$àDŽ$ðè%üÿ…À„µ
H‹¬$@
DŽ$ÐÿÿÿÿH9Ý„ùH‹Eö€ª€„¨H‹E‰„$ ¸
‰„$ü‹„$ü…ÀtKD‹Œ$ Aƒù
†ÄHœ$€
Lˆ
H
h¾
H‰ߺ
1ÀèZ+üÿH‹=Ã&H‰Þè;&üÿH‹„$x
H‹„$x
H‹Œ$ˆdH3%(…ÓHĐ[]A\ÄH‰ïèø(üÿH…À„ßH‹P‰”$ H‹HQÿH…ÒH‰„™¸
é/ÿÿÿ€DŽ$ 
éÿÿÿH‹´$0
H9Þt[H¼$HdgèÏAüÿ‰„$ü‹„$ü…À„>ÿÿÿD‹Œ$Aƒù
†·Hœ$€
Lˆ
H
qgéîþÿÿ@DŽ$
ë³H‹PH‰ÇÿR0éXÿÿÿf„1Àéîþÿÿf„H‹}H‹5…,#H9÷„Ü
è×(üÿ…À…Ï
H‹EH÷€¨„>èÕ&üÿH…ÀHDJ&H5fH‰Çè»$üÿ1Àéþÿÿ@H\$PH‹´$
HÜfH‰ßèÔ@üÿ‰„$ü‹„$ü…À„CþÿÿHl$`H‹´$
HòfH‰ïè¢@üÿ‰„$ü‹„$ü…À„þÿÿ‹´$‹T$`‹D$P…ö„½
‹Œ$ ‰D$p…É„É
H=ð
‰”$€H„$ðHŒ$ 
LŒ$°I‰ØH‰êH‰ÞH‰D$@H„$àH‰D$8H„$ÀH‰D$0H„$ÐH‰D$(H„$p
H‰D$ H„$€H‰D$H„$`
H‰D$HD$pH‰D$H„$P
H‰$AÿÔè‚%üÿH…ÀtDŽ$ü‹„$ü…À„(ýÿÿó„$p
óŒ$t
ZÀZÉèF'üÿ‹”$ðH=
H‰Æ1Àè%üÿH‰„$x
éæüÿÿH5]úH‰ïèa"üÿH‰ÅH…í„+þÿÿè@$üÿH¼$ HIdH‰îè)?üÿ…ÀH‹Et%Hƒè
H…ÀH‰E…ÿüÿÿH‹EH‰ïÿP0¸
é$üÿÿHƒè
H…ÀH‰E…ÑýÿÿH‹EH‰ïÿP0éÂýÿÿH‰ïè!üÿ…Àf„°ýÿÿH‰ï1öèP#üÿH‰ÅéjÿÿÿÇD$p
DŽ$€
H=©ùéEþÿÿ9ÐH=#
O‰„$€é-þÿÿè,"üÿfff.„AUH‰÷H‰ÖH=
ATI‰ÌH
EÁ$USHìÈ
H‹í)#dH‹%(H‰„$¸
1ÀHD$@LL$pL„$€HDŽ$˜ÇD$H‰D$H„$ÇD$l
H‰\$pÇD$ H‰$1ÀÇD$0HDŽ$ ÿÿÿÿHDŽ$¨ÿÿÿÿÇD$@H‰œ$€ÇD$PH‰œ$ÇD$`è üÿ…À„¯
H‹l$pH9Ý„áH‹Eö€ª€„ H‹E‰D$¸
‰D$l‹D$l…ÀtHD‹L$Aƒù
†¸Hœ$°L9S
H
$
¾
H‰ߺ
1Àèî%üÿH‹=Wþ%H‰ÞèÏ üÿH‹„$˜H‹„$˜H‹Œ$¸
dH3%(…ÐHÄÈ
[]A\A]Ãf.„H‰ïèˆ#üÿH…À„¯
H‹P‰T$Hƒ(
„½¸
é@ÿÿÿÇD$é4ÿÿÿƒ|$@
L‹„$€H´$ º¿Ƀá ƒÁèd üÿH…ÀH‰Å„–H‹´$L‹hH9ÞtwH|$PH[cè6<üÿ‰D$l‹D$l…À„ÿÿÿD‹L$PH‹„$ IcÑH9ÐtyHœ$°L`H


éÄþÿÿfDH‹PH‰ÇÿR0é4ÿÿÿ1ÀéÚþÿÿf„H‹„$ ‰D$Pëè}!üÿH…À…¥þÿÿH‹=íü%H5vbèaüÿéþÿÿ@ƒè
H=¡÷HT$0‰D$0H‹„$¨Ht$ LL$`LD$PL‰é‰D$ ‹D$…ÀHo÷HDøAÿÔè!üÿH…ÀtÇD$l‹D$l…À„&þÿÿ‹T$`H=Ç
H‰î1ÀèÀ üÿH‰„$˜éþÿÿH‹}H‹5E&#H9÷tHè›"üÿ…Àu?H‹EH÷€¨„§è üÿH…ÀHDü%H5[aH‰Çèƒüÿ1ÀéYýÿÿ@H5µõH‰ïè¹üÿH‰ÅH…ít¿èœüÿH|$H aH‰îèˆ:üÿ…ÀH‹Et%Hƒè
H…ÀH‰E…ÂýÿÿH‹EH‰ïÿP0¸
éøüÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿH‰ïècüÿ…„HÿÿÿH‰ï1öè°üÿH‰ÅérÿÿÿèÃüÿATH‰÷I‰ÌH‰ÖH
nÖ$H
USHì
H‹%#dH‹%(H‰„$ˆ
1ÀHD$ LL$`LD$PHÇD$hÇD$H‰$1ÀÇD$L
HÇD$pÿÿÿÿHÇD$xÿÿÿÿÇD$ H‰\$PÇD$0ÇD$@H‰\$`èÝüÿ…À„e
H‹l$`H9Ý„×H‹Eö€ª€„–H‹E‰D$@¸
‰D$L‹D$L…ÀtHD‹L$@Aƒù
†®Hœ$€LO
H
6
¾
º
1ÀH‰ßèÄ!üÿH‹=-ú%H‰Þè¥üÿH‹D$hH‹D$hH‹Œ$ˆ
dH3%(…XHĐ
[]A\ÄH‰ïèhüÿH…À„?
H‹P‰T$@Hƒ(
„}¸
éJÿÿÿÇD$@é>ÿÿÿƒ|$ 
L‹D$PHt$pº¿Ƀá ƒÁèJüÿH…ÀH‰Ã„·H‹PH‹D$pH;D$xt>H‹=gù%H50UèÛüÿé1ÿÿÿfDH‹PH‰ÇÿR0étÿÿÿ1Àéÿÿÿf„‰D$‹D$@Ht$H=ïóLD$0H‰ñ…ÀHàóHDøAÿÔèüÿH…ÀtÇD$L‹D$L…À„Áþÿÿ‹T$0H=8
H‰Þ1Àè1üÿH‰D$hé¢þÿÿèBüÿH…À…”þÿÿH‹=²ø%H5_è&üÿé|þÿÿH‹}H‹5•"#H9÷tHèëüÿ…Àu?H‹EH÷€¨„¤èíüÿH…ÀHDbø%H5{^H‰ÇèÓüÿ1ÀéÓýÿÿ@H5òH‰ïè	üÿH‰ÃH…Ût¿èìüÿH|$@H@^H‰ÞèØ6üÿ…ÀH‹t$Hƒè
H…ÀH‰…4þÿÿH‹CH‰ßÿP0¸
étýÿÿHƒè
H…ÀH‰…kÿÿÿH‹CH‰ßÿP0é\ÿÿÿH‰ïè¶üÿ…À„Lÿÿÿ1öH‰ïèüÿH‰Ãévÿÿÿèüÿ€ATH‰÷I‰ÌH‰ÖH
ÞË$H‰
USHìPH‹ß!#dH‹%(H‰„$H1ÀH„$ÀLŒ$°L„$ÐHDŽ$8
ÇD$@H‰$1ÀDŽ$¬
H‰œ$°ÇD$PH‰œ$ÀÇD$`H‰œ$ÐHDŽ$àHDŽ$ðHDŽ$
HDŽ$
ÇD$pHDŽ$ 
DŽ$€HDŽ$0
DŽ$DŽ$ è¹üÿ…À„±
H‹¬$ÀH9Ý„èH‹Eö€ª€„ŸH‹E‰D$P¸
‰„$¬‹„$¬…ÀtHD‹L$PAƒù
†ÉHœ$@
Lª5
H
7
¾
H‰ߺ
1Àè—üÿH‹=ö%H‰ÞèxüÿH‹„$8
H‹„$8
H‹Œ$HdH3%(…6HÄP[]A\ÃDH‰ïè8üÿH…À„÷H‹P‰T$PH‹HQÿH…ÒH‰t ¸
é<ÿÿÿfDÇD$P
é0ÿÿÿH‹PH‰ÇÿR0ëÔ@Hl$`H‹´$ÐHT\H‰ïè4üÿ‰„$¬‹„$¬…À„>ÿÿÿH‹´$°H9Þt`H|$@He\èØ3üÿ‰„$¬‹„$¬…À„
ÿÿÿD‹L$@Aƒù
†
Hœ$@
Lü4
H

é½þÿÿ„1ÀéáþÿÿÇD$@
뮀H‹}H‹5­#H9÷tHèüÿ…Àu?H‹EH÷€¨„Í
èüÿH…ÀHDzô%H5#[H‰Çèëüÿ1Àéþÿÿ@H5îH‰ïè!üÿH‰ÅH…ít¿èüÿH|$PHèZH‰îèð2üÿ…ÀH‹Et%Hƒè
H…ÀH‰E…þÿÿH‹EH‰ïÿP0¸
é±ýÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿE…ɸ
‹T$PED$`DŽ$ÿÿÿÿH5‹í…҉D$p¸
t‹D$`H5$€H=qîH^íE…ÉHŒ$àLŒ$ðHDøH„$ I‰èH‰êH‰D$8H„$H‰D$0H„$0
H‰D$(H„$€H‰D$ H„$ 
H‰D$HD$pH‰D$H„$
H‰D$H„$
H‰$AÿÔèŠüÿH…ÀtDŽ$¬‹„$¬…À„óüÿÿ‹´$ ò„$0
H=ƒ	
¸
è*üÿH‰„$8
éÅüÿÿH‰ïè¥üÿ…À„#þÿÿH‰ï1öèóüÿH‰ÅéMþÿÿèüÿfDATH‰÷I‰ÌH‰ÖH
nÇ$HÏ
USHìPH‹Ï#dH‹%(H‰„$H1ÀH„$ÐLŒ$ÀL„$àHDŽ$8
ÇD$@H‰$1ÀDŽ$¼
H‰œ$ÀÇD$PH‰œ$ÐÇD$`H‰œ$àÇD$pDŽ$€DŽ$DŽ$ DŽ$°èæüÿ…À„®
H‹¬$ÐH9Ý„åH‹Eö€ª€„œH‹E‰D$P¸
‰„$¼‹„$¼…ÀtHD‹L$PAƒù
†ÆHœ$@
L×0
H
º
¾
H‰ߺ
1ÀèÄüÿH‹=-ñ%H‰Þè¥üÿH‹„$8
H‹„$8
H‹Œ$HdH3%(…GHÄP[]A\ÃfH‰ïèhüÿH…À„÷H‹P‰T$PH‹HQÿH…ÒH‰t ¸
é?ÿÿÿfDÇD$P
é3ÿÿÿH‹PH‰ÇÿR0ëÔ@Hl$`H‹´$àHlXH‰ïè</üÿ‰„$¼‹„$¼…À„AÿÿÿH‹´$ÀH9Þt`H|$@H}Xè/üÿ‰„$¼‹„$¼…À„
ÿÿÿD‹L$@Aƒù
†
Hœ$@
L,0
H


éÀþÿÿ„1ÀéäþÿÿÇD$@
뮀H‹}H‹5Ý#H9÷tHè3üÿ…Àu?H‹EH÷€¨„á
è5üÿH…ÀHDªï%H5;WH‰Çèüÿ1Àéþÿÿ@H5MéH‰ïèQüÿH‰ÅH…ít¿è4üÿH|$PHWH‰îè .üÿ…ÀH‹Et%Hƒè
H…ÀH‰E…þÿÿH‹EH‰ïÿP0¸
é´ýÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿE…ɸ
‹T$PED$`DŽ$ÿÿÿÿH5»è…҉D$p¸
t‹D$`H5¯é‰„$€H=¡éHŽèE…ÉHŒ$ðLŒ$
HDøH„$°I‰èH‰êH‰D$8H„$ H‰D$0H„$H‰D$(H„$0
H‰D$ H„$€H‰D$H„$ 
H‰D$HD$pH‰D$H„$
H‰$AÿÔèºüÿH…ÀtDŽ$¼‹„$¼…À„öüÿÿó„$0
óŒ$4
ZÀZÉè~üÿ‹”$°H=M
H‰Æ1ÀèFüÿH‰„$8
é´üÿÿH‰ïèÁüÿ…À„þÿÿH‰ï1öèüÿH‰Åé9þÿÿè"üÿfATH‰÷I‰ÌH‰ÖH
îÈ$HE
USHì
H‹ï#dH‹%(H‰„$ˆ
1ÀHD$ LL$`LD$PHÇD$hÇD$H‰$1ÀÇD$L
HÇD$pÿÿÿÿHÇD$xÿÿÿÿÇD$ H‰\$PÇD$0ÇD$@H‰\$`è=üÿ…À„e
H‹l$`H9Ý„×H‹Eö€ª€„–H‹E‰D$@¸
‰D$L‹D$L…ÀtHD‹L$@Aƒù
†®Hœ$€LoA
H
k

¾
º
1ÀH‰ßè$üÿH‹=ì%H‰ÞèüÿH‹D$hH‹D$hH‹Œ$ˆ
dH3%(…XHĐ
[]A\ÄH‰ïèÈüÿH…À„?
H‹P‰T$@Hƒ(
„}¸
éJÿÿÿÇD$@é>ÿÿÿƒ|$ 
L‹D$PHt$pº¿Ƀá ƒÁèªüÿH…ÀH‰Ã„·H‹PH‹D$pH;D$xt>H‹=Çë%H5Gè;üÿé1ÿÿÿfDH‹PH‰ÇÿR0étÿÿÿ1Àéÿÿÿf„‰D$‹D$@Ht$H=OæLD$0H‰ñ…ÀH@æHDøAÿÔèßüÿH…ÀtÇD$L‹D$L…À„Áþÿÿ‹T$0H=˜
H‰Þ1Àè‘üÿH‰D$hé¢þÿÿè¢üÿH…À…”þÿÿH‹=ë%H5ËSè†
üÿé|þÿÿH‹}H‹5õ#H9÷tHèKüÿ…Àu?H‹EH÷€¨„¤èMüÿH…ÀHDÂê%H5;SH‰Çè3
üÿ1ÀéÓýÿÿ@H5eäH‰ïèiüÿH‰ÃH…Ût¿èLüÿH|$@HSH‰Þè8)üÿ…ÀH‹t$Hƒè
H…ÀH‰…4þÿÿH‹CH‰ßÿP0¸
étýÿÿHƒè
H…ÀH‰…kÿÿÿH‹CH‰ßÿP0é\ÿÿÿH‰ïèüÿ…À„Lÿÿÿ1öH‰ïèd
üÿH‰Ãévÿÿÿèwüÿ€ATH‰÷I‰ÌH‰ÖH
~Å$H¾
USHì
H‹?#dH‹%(H‰„$ˆ
1ÀHD$ LL$`LD$PHÇD$hÇD$H‰$1ÀÇD$L
HÇD$pÿÿÿÿHÇD$xÿÿÿÿÇD$ H‰\$PÇD$0ÇD$@H‰\$`è
üÿ…À„e
H‹l$`H9Ý„×H‹Eö€ª€„–H‹E‰D$@¸
‰D$L‹D$L…ÀtHD‹L$@Aƒù
†®Hœ$€L¿=
H
ä
¾
º
1ÀH‰ßètüÿH‹=Ýè%H‰ÞèUüÿH‹D$hH‹D$hH‹Œ$ˆ
dH3%(…XHĐ
[]A\ÄH‰ïèüÿH…À„?
H‹P‰T$@Hƒ(
„}¸
éJÿÿÿÇD$@é>ÿÿÿƒ|$ 
L‹D$PHt$pº¿Ƀá ƒÁèú
üÿH…ÀH‰Ã„·H‹PH‹D$pH;D$xt>H‹=è%H5àCè‹
üÿé1ÿÿÿfDH‹PH‰ÇÿR0étÿÿÿ1Àéÿÿÿf„‰D$‹D$@Ht$H=ŸâLD$0H‰ñ…ÀHâHDøAÿÔè/üÿH…ÀtÇD$L‹D$L…À„Áþÿÿ‹T$0H=èüH‰Þ1ÀèáüÿH‰D$hé¢þÿÿèòüÿH…À…”þÿÿH‹=bç%H5«PèÖ	üÿé|þÿÿH‹}H‹5E#H9÷tHè›
üÿ…Àu?H‹EH÷€¨„¤èüÿH…ÀHDç%H5PH‰Çèƒ	üÿ1ÀéÓýÿÿ@H5µàH‰ïè¹üÿH‰ÃH…Ût¿èœ
üÿH|$@HàOH‰Þèˆ%üÿ…ÀH‹t$Hƒè
H…ÀH‰…4þÿÿH‹CH‰ßÿP0¸
étýÿÿHƒè
H…ÀH‰…kÿÿÿH‹CH‰ßÿP0é\ÿÿÿH‰ïèfüÿ…À„Lÿÿÿ1öH‰ïè´	üÿH‰ÃévÿÿÿèÇüÿ€ATH‰÷I‰ÌH‰ÖH
®Á$H7
USHì
H‹#dH‹%(H‰„$ˆ
1ÀHD$ LL$`LD$PHÇD$hÇD$H‰$1ÀÇD$L
HÇD$pÿÿÿÿHÇD$xÿÿÿÿÇD$ H‰\$PÇD$0ÇD$@H‰\$`èÝüÿ…À„e
H‹l$`H9Ý„×H‹Eö€ª€„–H‹E‰D$@¸
‰D$L‹D$L…ÀtHD‹L$@Aƒù
†®Hœ$€L:
H
]
¾
º
1ÀH‰ßèÄüÿH‹=-å%H‰Þè¥üÿH‹D$hH‹D$hH‹Œ$ˆ
dH3%(…XHĐ
[]A\ÄH‰ïèh
üÿH…À„?
H‹P‰T$@Hƒ(
„}¸
éJÿÿÿÇD$@é>ÿÿÿƒ|$ 
L‹D$PHt$pº¿Ƀá ƒÁèJüÿH…ÀH‰Ã„·H‹PH‹D$pH;D$xt>H‹=gä%H50@èÛüÿé1ÿÿÿfDH‹PH‰ÇÿR0étÿÿÿ1Àéÿÿÿf„‰D$‹D$@Ht$H=ïÞLD$0H‰ñ…ÀHàÞHDøAÿÔèüÿH…ÀtÇD$L‹D$L…À„Áþÿÿ‹T$0H=8ùH‰Þ1Àè1üÿH‰D$hé¢þÿÿèBüÿH…À…”þÿÿH‹=²ã%H5‹Mè&üÿé|þÿÿH‹}H‹5•
#H9÷tHèë	üÿ…Àu?H‹EH÷€¨„¤èíüÿH…ÀHDbã%H5ûLH‰ÇèÓüÿ1ÀéÓýÿÿ@H5ÝH‰ïè	üÿH‰ÃH…Ût¿èìüÿH|$@HÀLH‰ÞèØ!üÿ…ÀH‹t$Hƒè
H…ÀH‰…4þÿÿH‹CH‰ßÿP0¸
étýÿÿHƒè
H…ÀH‰…kÿÿÿH‹CH‰ßÿP0é\ÿÿÿH‰ïè¶üÿ…À„Lÿÿÿ1öH‰ïèüÿH‰Ãévÿÿÿèüÿ€ATH‰÷I‰ÌH‰ÖH
ž¾$H°
USHì
H‹ß#dH‹%(H‰„$ˆ
1ÀHD$ LL$`LD$PHÇD$hÇD$H‰$1ÀÇD$L
HÇD$pÿÿÿÿHÇD$xÿÿÿÿÇD$ H‰\$PÇD$0ÇD$@H‰\$`è-üÿ…À„e
H‹l$`H9Ý„×H‹Eö€ª€„–H‹E‰D$@¸
‰D$L‹D$L…ÀtHD‹L$@Aƒù
†®Hœ$€L_6
H
Öÿ¾
º
1ÀH‰ßè	üÿH‹=}á%H‰ÞèõüÿH‹D$hH‹D$hH‹Œ$ˆ
dH3%(…XHĐ
[]A\ÄH‰ïè¸üÿH…À„?
H‹P‰T$@Hƒ(
„}¸
éJÿÿÿÇD$@é>ÿÿÿƒ|$ 
L‹D$PHt$pº¿Ƀá ƒÁèšüÿH…ÀH‰Ã„·H‹PH‹D$pH;D$xt>H‹=·à%H5€<è+üÿé1ÿÿÿfDH‹PH‰ÇÿR0étÿÿÿ1Àéÿÿÿf„‰D$‹D$@Ht$H=?ÛLD$0H‰ñ…ÀH0ÛHDøAÿÔèÏüÿH…ÀtÇD$L‹D$L…À„Áþÿÿ‹T$0H=ˆõH‰Þ1ÀèüÿH‰D$hé¢þÿÿè’üÿH…À…”þÿÿH‹=à%H5kJèvüÿé|þÿÿH‹}H‹5å	#H9÷tHè;üÿ…Àu?H‹EH÷€¨„¤è=üÿH…ÀHD²ß%H5ÛIH‰Çè#üÿ1ÀéÓýÿÿ@H5UÙH‰ïèY
üÿH‰ÃH…Ût¿è<üÿH|$@H IH‰Þè(üÿ…ÀH‹t$Hƒè
H…ÀH‰…4þÿÿH‹CH‰ßÿP0¸
étýÿÿHƒè
H…ÀH‰…kÿÿÿH‹CH‰ßÿP0é\ÿÿÿH‰ïèüÿ…À„Lÿÿÿ1öH‰ïèTüÿH‰Ãévÿÿÿèg
üÿ€ATH‰÷I‰ÌH‰ÖH
κ$H)ýUSHì
H‹/	#dH‹%(H‰„$ˆ
1ÀHD$ LL$`LD$PHÇD$hÇD$H‰$1ÀÇD$L
HÇD$pÿÿÿÿHÇD$xÿÿÿÿÇD$ H‰\$PÇD$0ÇD$@H‰\$`è}ÿûÿ…À„e
H‹l$`H9Ý„×H‹Eö€ª€„–H‹E‰D$@¸
‰D$L‹D$L…ÀtHD‹L$@Aƒù
†®Hœ$€L¯2
H
Oü¾
º
1ÀH‰ßèdüÿH‹=ÍÝ%H‰ÞèEüÿH‹D$hH‹D$hH‹Œ$ˆ
dH3%(…XHĐ
[]A\ÄH‰ïèüÿH…À„?
H‹P‰T$@Hƒ(
„}¸
éJÿÿÿÇD$@é>ÿÿÿƒ|$ 
L‹D$PHt$pº¿Ƀá ƒÁèêÿûÿH…ÀH‰Ã„·H‹PH‹D$pH;D$xt>H‹=Ý%H5Ð8è{ÿûÿé1ÿÿÿfDH‹PH‰ÇÿR0étÿÿÿ1Àéÿÿÿf„‰D$‹D$@Ht$H=×LD$0H‰ñ…ÀH€×HDøAÿÔè
üÿH…ÀtÇD$L‹D$L…À„Áþÿÿ‹T$0H=ØñH‰Þ1ÀèÑüÿH‰D$hé¢þÿÿèâüÿH…À…”þÿÿH‹=RÜ%H5KGèÆþûÿé|þÿÿH‹}H‹55#H9÷tHè‹üÿ…Àu?H‹EH÷€¨„¤èüÿH…ÀHDÜ%H5»FH‰Çèsþûÿ1ÀéÓýÿÿ@H5¥ÕH‰ïè©ýûÿH‰ÃH…Ût¿èŒÿûÿH|$@H€FH‰Þèxüÿ…ÀH‹t$Hƒè
H…ÀH‰…4þÿÿH‹CH‰ßÿP0¸
étýÿÿHƒè
H…ÀH‰…kÿÿÿH‹CH‰ßÿP0é\ÿÿÿH‰ïèVüûÿ…À„Lÿÿÿ1öH‰ïè¤þûÿH‰Ãévÿÿÿè·ýûÿ€ATH‰÷I‰ÌH‰ÖH
þ¶$H¢ùUSHì
H‹#dH‹%(H‰„$ˆ
1ÀHD$ LL$`LD$PHÇD$hÇD$H‰$1ÀÇD$L
HÇD$pÿÿÿÿHÇD$xÿÿÿÿÇD$ H‰\$PÇD$0ÇD$@H‰\$`èÍûûÿ…À„e
H‹l$`H9Ý„×H‹Eö€ª€„–H‹E‰D$@¸
‰D$L‹D$L…ÀtHD‹L$@Aƒù
†®Hœ$€Lÿ.
H
Èø¾
º
1ÀH‰ßè´
üÿH‹=Ú%H‰Þè•üûÿH‹D$hH‹D$hH‹Œ$ˆ
dH3%(…XHĐ
[]A\ÄH‰ïèXÿûÿH…À„?
H‹P‰T$@Hƒ(
„}¸
éJÿÿÿÇD$@é>ÿÿÿƒ|$ 
L‹D$PHt$pº¿Ƀá ƒÁè:üûÿH…ÀH‰Ã„·H‹PH‹D$pH;D$xt>H‹=WÙ%H5 5èËûûÿé1ÿÿÿfDH‹PH‰ÇÿR0étÿÿÿ1Àéÿÿÿf„‰D$‹D$@Ht$H=ßÓLD$0H‰ñ…ÀHÐÓHDøAÿÔèoýûÿH…ÀtÇD$L‹D$L…À„Áþÿÿ‹T$0H=(îH‰Þ1Àè!ýûÿH‰D$hé¢þÿÿè2ýûÿH…À…”þÿÿH‹=¢Ø%H5+Dèûûÿé|þÿÿH‹}H‹5…#H9÷tHèÛþûÿ…Àu?H‹EH÷€¨„¤èÝüûÿH…ÀHDRØ%H5›CH‰ÇèÃúûÿ1ÀéÓýÿÿ@H5õÑH‰ïèùùûÿH‰ÃH…Ût¿èÜûûÿH|$@H`CH‰ÞèÈüÿ…ÀH‹t$Hƒè
H…ÀH‰…4þÿÿH‹CH‰ßÿP0¸
étýÿÿHƒè
H…ÀH‰…kÿÿÿH‹CH‰ßÿP0é\ÿÿÿH‰ïè¦øûÿ…À„Lÿÿÿ1öH‰ïèôúûÿH‰Ãévÿÿÿèúûÿ€ATH‰÷I‰ÌH‰ÖH
.³$HöUSHì
H‹Ï
#dH‹%(H‰„$ˆ
1ÀHD$ LL$`LD$PHÇD$hÇD$H‰$1ÀÇD$L
HÇD$pÿÿÿÿHÇD$xÿÿÿÿÇD$ H‰\$PÇD$0ÇD$@H‰\$`èøûÿ…À„e
H‹l$`H9Ý„×H‹Eö€ª€„–H‹E‰D$@¸
‰D$L‹D$L…ÀtHD‹L$@Aƒù
†®Hœ$€LO+
H
Aõ¾
º
1ÀH‰ßèþûÿH‹=mÖ%H‰ÞèåøûÿH‹D$hH‹D$hH‹Œ$ˆ
dH3%(…XHĐ
[]A\ÄH‰ïè¨ûûÿH…À„?
H‹P‰T$@Hƒ(
„}¸
éJÿÿÿÇD$@é>ÿÿÿƒ|$ 
L‹D$PHt$pº¿Ƀá ƒÁèŠøûÿH…ÀH‰Ã„·H‹PH‹D$pH;D$xt>H‹=§Õ%H5p1èøûÿé1ÿÿÿfDH‹PH‰ÇÿR0étÿÿÿ1Àéÿÿÿf„‰D$‹D$@Ht$H=/ÐLD$0H‰ñ…ÀH ÐHDøAÿÔè¿ùûÿH…ÀtÇD$L‹D$L…À„Áþÿÿ‹T$0H=xêH‰Þ1ÀèqùûÿH‰D$hé¢þÿÿè‚ùûÿH…À…”þÿÿH‹=òÔ%H5Aèf÷ûÿé|þÿÿH‹}H‹5Õþ"H9÷tHè+ûûÿ…Àu?H‹EH÷€¨„¤è-ùûÿH…ÀHD¢Ô%H5{@H‰Çè÷ûÿ1ÀéÓýÿÿ@H5EÎH‰ïèIöûÿH‰ÃH…Ût¿è,øûÿH|$@H@@H‰Þèüÿ…ÀH‹t$Hƒè
H…ÀH‰…4þÿÿH‹CH‰ßÿP0¸
étýÿÿHƒè
H…ÀH‰…kÿÿÿH‹CH‰ßÿP0é\ÿÿÿH‰ïèöôûÿ…À„Lÿÿÿ1öH‰ïèD÷ûÿH‰ÃévÿÿÿèWöûÿ€ATH‰÷I‰ÌH‰ÖH
þ§$H”òUSHìPH‹þ"dH‹%(H‰„$H1ÀH„$ 
LŒ$
L„$0
HDŽ$8
ÇD$@H‰$1ÀDŽ$

H‰œ$
ÇD$PH‰œ$ 
ÇD$`H‰œ$0
ÇD$pDŽ$€DŽ$DŽ$ DŽ$°DŽ$ÀDŽ$ÐDŽ$àDŽ$ðDŽ$
èÿóûÿ…À„§
H‹¬$ 
H9Ý„æH‹Eö€ª€„H‹E‰D$P¸
‰„$
‹„$
…ÀtHD‹L$PAƒù
†ÇHœ$@
Lð
H
Hñ¾
H‰ߺ
1ÀèÝùûÿH‹=FÒ%H‰Þè¾ôûÿH‹„$8
H‹„$8
H‹Œ$HdH3%(…2HÄP[]A\ÃH‰ïè€÷ûÿH…À„ïH‹P‰T$PH‹HQÿH…ÒH‰t ¸
é>ÿÿÿfDÇD$P
é2ÿÿÿH‹PH‰ÇÿR0ëÔ@Hl$`H‹´$0
H\>H‰ïèTüÿ‰„$
‹„$
…À„@ÿÿÿH‹´$
H9ÞtXH|$@Hm>è üÿ‰„$
‹„$
…À„ÿÿÿD‹L$@Aƒù
†
Hœ$@
LD
H
*ðé¿þÿÿ1ÀéëþÿÿÇD$@
부H‹}H‹5ýú"H9÷tHèS÷ûÿ…Àu?H‹EH÷€¨„Ó
èUõûÿH…ÀHDÊÐ%H53=H‰Çè;óûÿ1Àéþÿÿ@H5mÊH‰ïèqòûÿH‰ÅH…ít¿èTôûÿH|$PHø<H‰îè@üÿ…ÀH‹Et%Hƒè
H…ÀH‰E…‡þÿÿH‹EH‰ïÿP0¸
é»ýÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿE…ɸ
‹T$PED$`DŽ$ðÿÿÿÿH5ÛɅ҉„$°¸
t‹D$`H5Ìʉ„$ÐH=¾ÊH«ÉE…ÉHL$pLŒ$€HDøH„$
I‰èH‰êH‰D$8H„$ðH‰D$0H„$àH‰D$(H„$ÐH‰D$ H„$ÀH‰D$H„$°H‰D$H„$ H‰D$H„$H‰$AÿÔè×óûÿH…ÀtDŽ$
‹„$
…À„úüÿÿó„$à‹´$
H= å¸
ZÀètóûÿH‰„$8
éÉüÿÿH‰ïèïïûÿ…À„þÿÿH‰ï1öè=òûÿH‰ÅéGþÿÿèPñûÿAUH‰÷H‰ÖHôíATI‰ÌH
5©$USHìÈ
H‹ù"dH‹%(H‰„$¸
1ÀHD$0LL$pLD$`HDŽ$ˆÇD$H‰D$H„$€ÇD$\
ÇD$ HDŽ$ÿÿÿÿH‰$1ÀHDŽ$˜ÿÿÿÿH‰\$`HDŽ$ ÿÿÿÿHDŽ$¨ÿÿÿÿÇD$0H‰\$pÇD$@ÇD$PH‰œ$€è-ïûÿ…À„•
H‹¬$€H9Ý„äH‹Eö€ª€„›H‹E‰D$P¸
‰D$\‹D$\…ÀtHD‹L$PAƒù
†ËHœ$°L\"
H
Îì¾
º
1ÀH‰ßèõûÿH‹=zÍ%H‰ÞèòïûÿH‹„$ˆH‹„$ˆH‹Œ$¸
dH3%(…;HÄÈ
[]A\A]ÃDH‰ïè°òûÿH…À„×
H‹P‰T$PH‹HQÿH…ÒH‰t ¸
é@ÿÿÿfDÇD$Pé1ÿÿÿH‹PH‰ÇÿR0ëÔ@L‹D$`H´$¹
º¿èïûÿH…ÀH‰Ã„5L‹hH‹„$H;„$˜tMH‹=–Ì%H5_(è
ïûÿH;\$`„
ÿÿÿHƒ+
…ÿÿÿH‹CH‰ßÿP0éôþÿÿfD1Àé÷þÿÿf„ƒ|$0
L‹D$pH´$ ‰D$ºH˜¿H‰„$ Ƀá ƒÁèÙîûÿH…ÀH‰Å„×
L‹HH‹„$ H9„$tH‹=ðË%H5A,èdîûÿéUÿÿÿ€H‹„$¨H=œÆHt$HT$ L‰éH‰4$I‰ð‰D$ ‹D$P…ÀHyÆHDøHD$@H‰D$AÿÔèðûÿH…ÀtÇD$\‹D$\…À„ëþÿÿ‹T$@H=ÇàH‰î1ÀèÀïûÿH‰„$ˆéÉþÿÿH‹}H‹5Eõ"H9÷tHè›ñûÿ…Àu?H‹EH÷€¨„ÊèïûÿH…ÀHDË%H5c8H‰Çèƒíûÿ1Àé6ýÿÿ@H5µÄH‰ïè¹ìûÿH‰ÃH…Ût¿èœîûÿH|$PH(8H‰Þèˆ	üÿ…ÀH‹t$Hƒè
H…ÀH‰…¡ýÿÿH‹CH‰ßÿP0¸
é×üÿÿHƒè
H…ÀH‰…kÿÿÿH‹CH‰ßÿP0é\ÿÿÿèùîûÿH…À…þüÿÿH‹=iÊ%H5ú7èÝìûÿéæüÿÿH‰ïè@ëûÿ…À„&ÿÿÿ1öH‰ïèŽíûÿH‰ÃéPÿÿÿè±îûÿH…À…žýÿÿH‹=!Ê%H58è•ìûÿé†ýÿÿè{ìûÿff.„AUH‰÷H‰ÖH>éATI‰ÌH
դ$USHìÈ
H‹=ô"dH‹%(H‰„$¸
1ÀHD$0LL$pLD$`HDŽ$ˆÇD$H‰D$H„$€ÇD$\
ÇD$ HDŽ$ÿÿÿÿH‰$1ÀHDŽ$˜ÿÿÿÿH‰\$`HDŽ$ ÿÿÿÿHDŽ$¨ÿÿÿÿÇD$0H‰\$pÇD$@ÇD$PH‰œ$€èMêûÿ…À„•
H‹¬$€H9Ý„äH‹Eö€ª€„›H‹E‰D$P¸
‰D$\‹D$\…ÀtHD‹L$PAƒù
†ËHœ$°L|
H
è¾
º
1ÀH‰ßè1ðûÿH‹=šÈ%H‰ÞèëûÿH‹„$ˆH‹„$ˆH‹Œ$¸
dH3%(…;HÄÈ
[]A\A]ÃDH‰ïèÐíûÿH…À„×
H‹P‰T$PH‹HQÿH…ÒH‰t ¸
é@ÿÿÿfDÇD$Pé1ÿÿÿH‹PH‰ÇÿR0ëÔ@L‹D$`H´$¹
º¿èŸêûÿH…ÀH‰Ã„5L‹hH‹„$H;„$˜tMH‹=¶Ç%H5#è*êûÿH;\$`„
ÿÿÿHƒ+
…ÿÿÿH‹CH‰ßÿP0éôþÿÿfD1Àé÷þÿÿf„ƒ|$0
L‹D$pH´$ ‰D$ºH˜¿H‰„$ Ƀá ƒÁèùéûÿH…ÀH‰Å„×
L‹HH‹„$ H9„$tH‹=Ç%H5a'è„éûÿéUÿÿÿ€H‹„$¨H=¼ÁHt$HT$ L‰éH‰4$I‰ð‰D$ ‹D$P…ÀH™ÁHDøHD$@H‰D$AÿÔè.ëûÿH…ÀtÇD$\‹D$\…À„ëþÿÿ‹T$@H=çÛH‰î1ÀèàêûÿH‰„$ˆéÉþÿÿH‹}H‹5eð"H9÷tHè»ìûÿ…Àu?H‹EH÷€¨„Êè½êûÿH…ÀHD2Æ%H5c4H‰Çè£èûÿ1Àé6ýÿÿ@H5տH‰ïèÙçûÿH‰ÃH…Ût¿è¼éûÿH|$PH(4H‰Þè¨üÿ…ÀH‹t$Hƒè
H…ÀH‰…¡ýÿÿH‹CH‰ßÿP0¸
é×üÿÿHƒè
H…ÀH‰…kÿÿÿH‹CH‰ßÿP0é\ÿÿÿèêûÿH…À…þüÿÿH‹=‰Å%H5ú3èýçûÿéæüÿÿH‰ïè`æûÿ…À„&ÿÿÿ1öH‰ïè®èûÿH‰ÃéPÿÿÿèÑéûÿH…À…žýÿÿH‹=AÅ%H54èµçûÿé†ýÿÿè›çûÿff.„AUH‰÷H‰ÖHˆäATI‰ÌH
µŸ$USHìÈ
H‹]ï"dH‹%(H‰„$¸
1ÀHD$0LL$pLD$`HDŽ$ˆÇD$H‰D$H„$€ÇD$\
ÇD$ HDŽ$ÿÿÿÿH‰$1ÀHDŽ$˜ÿÿÿÿH‰\$`HDŽ$ ÿÿÿÿHDŽ$¨ÿÿÿÿÇD$0H‰\$pÇD$@ÇD$PH‰œ$€èmåûÿ…À„•
H‹¬$€H9Ý„äH‹Eö€ª€„›H‹E‰D$P¸
‰D$\‹D$\…ÀtHD‹L$PAƒù
†ËHœ$°Lœ
H
bã¾
º
1ÀH‰ßèQëûÿH‹=ºÃ%H‰Þè2æûÿH‹„$ˆH‹„$ˆH‹Œ$¸
dH3%(…;HÄÈ
[]A\A]ÃDH‰ïèðèûÿH…À„×
H‹P‰T$PH‹HQÿH…ÒH‰t ¸
é@ÿÿÿfDÇD$Pé1ÿÿÿH‹PH‰ÇÿR0ëÔ@L‹D$`H´$¹
º¿è¿åûÿH…ÀH‰Ã„5L‹hH‹„$H;„$˜tMH‹=ÖÂ%H5ŸèJåûÿH;\$`„
ÿÿÿHƒ+
…ÿÿÿH‹CH‰ßÿP0éôþÿÿfD1Àé÷þÿÿf„ƒ|$0
L‹D$pH´$ ‰D$ºH˜¿H‰„$ Ƀá ƒÁèåûÿH…ÀH‰Å„×
L‹HH‹„$ H9„$tH‹=0Â%H5"è¤äûÿéUÿÿÿ€H‹„$¨H=ܼHt$HT$ L‰éH‰4$I‰ð‰D$ ‹D$P…ÀH¹¼HDøHD$@H‰D$AÿÔèNæûÿH…ÀtÇD$\‹D$\…À„ëþÿÿ‹T$@H=×H‰î1ÀèæûÿH‰„$ˆéÉþÿÿH‹}H‹5…ë"H9÷tHèÛçûÿ…Àu?H‹EH÷€¨„ÊèÝåûÿH…ÀHDRÁ%H5c0H‰ÇèÃãûÿ1Àé6ýÿÿ@H5õºH‰ïèùâûÿH‰ÃH…Ût¿èÜäûÿH|$PH(0H‰ÞèÈÿûÿ…ÀH‹t$Hƒè
H…ÀH‰…¡ýÿÿH‹CH‰ßÿP0¸
é×üÿÿHƒè
H…ÀH‰…kÿÿÿH‹CH‰ßÿP0é\ÿÿÿè9åûÿH…À…þüÿÿH‹=©À%H5ú/èãûÿéæüÿÿH‰ïè€áûÿ…À„&ÿÿÿ1öH‰ïèÎãûÿH‰ÃéPÿÿÿèñäûÿH…À…žýÿÿH‹=aÀ%H50èÕâûÿé†ýÿÿè»âûÿff.„AUH‰÷H‰ÖHÒßATI‰ÌH
U$USHìÈ
H‹}ê"dH‹%(H‰„$¸
1ÀHD$@LL$pL„$€HDŽ$˜ÇD$H‰D$H„$ÇD$l
H‰\$pÇD$ H‰$1ÀÇD$0HDŽ$ ÿÿÿÿHDŽ$¨ÿÿÿÿÇD$@H‰œ$€ÇD$PH‰œ$ÇD$`è—àûÿ…À„¯
H‹l$pH9Ý„áH‹Eö€ª€„ H‹E‰D$¸
‰D$l‹D$l…ÀtHD‹L$Aƒù
†¸Hœ$°LÉ
H
¹Þ¾
H‰ߺ
1Àè~æûÿH‹=ç¾%H‰Þè_áûÿH‹„$˜H‹„$˜H‹Œ$¸
dH3%(…ÐHÄÈ
[]A\A]Ãf.„H‰ïèäûÿH…À„¯
H‹P‰T$Hƒ(
„½¸
é@ÿÿÿÇD$é4ÿÿÿƒ|$@
L‹„$€H´$ º¿Ƀá ƒÁèôàûÿH…ÀH‰Å„–H‹´$L‹hH9ÞtwH|$PH“.èÆüûÿ‰D$l‹D$l…À„ÿÿÿD‹L$PH‹„$ IcÑH9ÐtyHœ$°Lª H
–ÝéÄþÿÿfDH‹PH‰ÇÿR0é4ÿÿÿ1ÀéÚþÿÿf„H‹„$ ‰D$Pëè
âûÿH…À…¥þÿÿH‹=}½%H5®-èñßûÿéþÿÿ@ƒè
H=1¸HT$0‰D$0H‹„$¨Ht$ LL$`LD$PL‰é‰D$ ‹D$…ÀHÿ·HDøAÿÔèžáûÿH…ÀtÇD$l‹D$l…À„&þÿÿ‹T$`H=WÒH‰î1ÀèPáûÿH‰„$˜éþÿÿH‹}H‹5Õæ"H9÷tHè+ãûÿ…Àu?H‹EH÷€¨„§è-áûÿH…ÀHD¢¼%H5“,H‰Çèßûÿ1ÀéYýÿÿ@H5E¶H‰ïèIÞûÿH‰ÅH…ít¿è,àûÿH|$HX,H‰îèûûÿ…ÀH‹Et%Hƒè
H…ÀH‰E…ÂýÿÿH‹EH‰ïÿP0¸
éøüÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿH‰ïèóÜûÿ…„HÿÿÿH‰ï1öè@ßûÿH‰ÅérÿÿÿèSÞûÿAWH‰÷H‰ÖH¯ÛAVAUI‰ÍH
S¡$ATUSHì(H‹æ"dH‹%(H‰„$1ÀHD$PLŒ$ÀL„$°HDŽ$øÇD$0H‰D$ H„$àDŽ$ˆ
H‰œ$ÇD$@H‰D$H„$ H‰œ$ HDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿH‰D$H„$ÇD$PH‰œ$°ÇD$`H‰D$H„$ÐH‰œ$ÀDŽ$ŒH‰œ$ÐH‰$1ÀÇD$pH‰œ$àHDŽ$ðÿÿÿÿDŽ$€èÑÛûÿ…À„ù
ƒ|$P
L‹„$°H´$
º¿Ƀá ƒÁè-ÝûÿH…ÀH‰Å„‘
L‹¤$ÀL‹pI‹D$ö€ª€t_I‹D$‰D$`¸
‰„$ˆ‹„$ˆ…ÀuwH‹„$øH‹„$øH‹”$dH3%(…HÄ([]A\A]A^A_ÃfDL‰çè`ßûÿH…À„§H‹P‰T$`H‹8HWÿH…ÒH‰„Ô¸
éyÿÿÿfL¤$ŒH‹´$ÐHñ*L‰çèQøûÿ‰„$ˆ‹„$ˆ…À„TÿÿÿH‹´$àH9Þ„šH|$pHö*èøûÿ‰„$ˆ‹„$ˆ…À„ÿÿÿD‹L$pIcÁH9„$
„Hœ$
L&èH
Ùº
¾
1ÀH‰ßè“àûÿH‹=ü¸%H‰ÞètÛûÿéÈþÿÿ€H‹PH‰ÇÿR0éÿÿÿf„èKÝûÿH…À…›þÿÿH‹=»¸%H5|)è/Ûûÿéƒþÿÿf.„1Àé‚þÿÿf„H‹´$H9Þ„FH|$0HK*è.÷ûÿ‰„$ˆ‹„$ˆ…À„1þÿÿH‹´$ H9Þ„AH|$@HS*èööûÿ‰„$ˆ‹„$ˆ…À„ùýÿÿ‹D$@9D$0H´$ðND$0I‰عº
¿H˜H‰„$ðèªÚûÿH…ÀH‰Ã„î
L‹xH„$€L‰áHT$`Ht$@H|$0H‰D$LL$pM‰ðL‰<$AÿՋD$@9D$0ND$01Ʌ	D$@ëHcÈAƒ,
A
9D$@ïèúÛûÿH…ÀtDŽ$ˆ‹„$ˆ…À„4ýÿÿ‹Œ$€H=©ÌH‰ÚH‰î1Àè ÛûÿH‰„$øéýÿÿI‹|$H‹5$á"H9÷tgèzÝûÿ…Àu^I‹D$H÷€¨„Øè{ÛûÿH…ÀHDð¶%H5
(H‰ÇèaÙûÿ1Àé¡üÿÿf.„H‹„$
‰D$pémýÿÿ€H5u°L‰çèyØûÿI‰ÄM…ät¡è\ÚûÿH|$`H¨'L‰æèHõûÿ…ÀI‹$t&Hƒè
H…ÀI‰$…³üÿÿI‹D$L‰çÿP0¸
é!üÿÿHƒè
H…ÀI‰$…IÿÿÿI‹D$L‰çÿP0é9ÿÿÿH‹„$
‰D$0éÁýÿÿL‰çè×ûÿ…À„ÿÿÿL‰ç1öè^ÙûÿI‰Äé`ÿÿÿH‹„$
‰D$@éÆýÿÿè`ØûÿèkÚûÿH…À…»ûÿÿH‹=۵%H5,(èOØûÿé£ûÿÿf.„AWH‰÷H‰ÖH»ÕAVAUATUSH‰ËH
ϖ$HìXL‹5ùß"dH‹%(H‰„$H1ÀHD$@LŒ$ÐL„$ÀHDŽ$
HDŽ$ 
ÿÿÿÿH‰D$H„$ðDŽ$¼
HDŽ$(
ÿÿÿÿÇD$@
H‰D$H„$àL‰´$ÀÇD$PL‰´$ÐH‰$1ÀÇD$`L‰´$àÇD$pDŽ$€L‰´$ðDŽ$HDŽ$
ÿÿÿÿHDŽ$0
ÿÿÿÿHDŽ$8
ÿÿÿÿDŽ$ HDŽ$
ÿÿÿÿDŽ$°è©Õûÿ…À„
H‹¬$àL9õ„ðH‹Eö€ª€„§H‹E‰D$`¸
‰„$¼‹„$¼…ÀtHD‹L$`Aƒù
†ÁHœ$@
LBìH
+Ô¾
º
1ÀH‰ßè‡ÛûÿH‹=ð³%H‰ÞèhÖûÿH‹„$
H‹„$
H‹œ$HdH3%(…7HÄX[]A\A]A^A_ÀH‰ïè ÙûÿH…À„ç
H‹P‰T$`H‹HQÿH…ÒH‰„ü¸
é0ÿÿÿfÇD$`é(ÿÿÿƒ|$@
L‹„$ÀH´$ 
º¿Ƀá ƒÁ
èôÕûÿH…ÀI‰Ç„ÕH‹´$ÐH‹hL9ö„³H|$PH?&èÂñûÿ‰„$¼‹„$¼…ÀtHD‹L$PAƒù
†¹Hœ$@
L‚êH
þÒ¾
H‰ߺ
1ÀèGÚûÿH‹=°²%H‰Þè(ÕûÿL;¼$À„²þÿÿIƒ/
…¨þÿÿI‹GL‰ÿÿP0é™þÿÿH‹PH‰ÇÿR0éõþÿÿ1Àé‘þÿÿf„ÇD$P
éXÿÿÿèÎÖûÿH…À…]þÿÿH‹=>²%H5%è²ÔûÿéEþÿÿDH‹´$ðL9ö„<
H¼$€Hˆ%èÃðûÿ‰„$¼‹„$¼…À„EÿÿÿD‹Œ$€H‹„$ 
IcÑH9Є

Hœ$@
LÊàH
ÒéëþÿÿfDH‹}H‹5¥Û"H9÷tHèû×ûÿ…Àu?H‹EH÷€¨„rèýÕûÿH…ÀHDr±%H5$H‰ÇèãÓûÿ1Àéýÿÿ@H5«H‰ïèÓûÿH‰ÅH…ít¿èüÔûÿH|$`HØ#H‰îèèïûÿ…ÀH‹Et%Hƒè
H…ÀH‰E…“ýÿÿH‹EH‰ïÿP0¸
é¹üÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿH‹„$ 
‰„$€éËþÿÿƒè
H´$
M‰ð‰„$H‹„$(
¹º
¿‰D$pH˜H‰„$
èHÓûÿH…ÀI‰Ä„"‹t$PH‹@…öH‰D$(„y
‹T$pHcÂH´$0
‰”$ M‰ð¹º¿H‰„$0
H‰„$8
èêÒûÿH…ÀI‰Å„n
H‹@º
H´$
M‰ð¹¿H‰D$0‹D$pD@ÿ…ÀNÂH˜H‰„$
èŸÒûÿH…ÀI‰Â„N
H‹@‹T$`H5—ª‹L$PL„$°H=ˆªL‰T$8LŒ$€H‰D$H„$ …ÒHcªL‰D$ I‰èH‰D$H‹D$0HDòH<©…ÉHŒ$H‰D$H‹D$(HDúHT$pH‰$ÿÓèÉÓûÿH…ÀL‹T$8tDŽ$¼‹„$¼…ÀuJIƒ*
…wüÿÿI‹BL‰×ÿP0éhüÿÿH‰ïèøÏûÿ…À„~ýÿÿH‰ï1öèFÒûÿH‰Åé¨ýÿÿ¸
º
éþÿÿ‹Œ$°H=-ÄL‰êL‰æ1ÀL‰T$(èÓûÿL‹T$(H‰„$
ë‡è+ÓûÿH…À…úûÿÿH‹=›®%H5œ"èÑûÿéâûÿÿèõÐûÿDèûÒûÿH…À…ÊûÿÿH‹=k®%H5´"èßÐûÿé²ûÿÿèÕÒûÿH…Àf…¢ûÿÿH‹=C®%H5ü!è·ÐûÿéŠûÿÿfAWH‰÷H‰ÖH}ÎAVAUI‰ÍH
c“$ATUSHì(H‹iØ"dH‹%(H‰„$1ÀHD$PLŒ$ÀL„$°HDŽ$øÇD$0H‰D$ H„$àDŽ$ˆ
H‰œ$ÇD$@H‰D$H„$ H‰œ$ HDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿH‰D$H„$ÇD$PH‰œ$°ÇD$`H‰D$H„$ÐH‰œ$ÀDŽ$ŒH‰œ$ÐH‰$1ÀÇD$pH‰œ$àHDŽ$ðÿÿÿÿDŽ$€è!Îûÿ…À„ù
ƒ|$P
L‹„$°H´$
º¿Ƀá ƒÁè}ÏûÿH…ÀH‰Å„‘
L‹¤$ÀL‹pI‹D$ö€ª€t_I‹D$‰D$`¸
‰„$ˆ‹„$ˆ…ÀuwH‹„$øH‹„$øH‹”$dH3%(…HÄ([]A\A]A^A_ÃfDL‰çè°ÑûÿH…À„§H‹P‰T$`H‹8HWÿH…ÒH‰„Ô¸
éyÿÿÿfL¤$ŒH‹´$ÐH!L‰çè¡êûÿ‰„$ˆ‹„$ˆ…À„TÿÿÿH‹´$àH9Þ„šH|$pH!èiêûÿ‰„$ˆ‹„$ˆ…À„ÿÿÿD‹L$pIcÁH9„$
„Hœ$
LvÚH
Ü˺
¾
1ÀH‰ßèãÒûÿH‹=L«%H‰ÞèÄÍûÿéÈþÿÿ€H‹PH‰ÇÿR0éÿÿÿf„è›ÏûÿH…À…›þÿÿH‹=«%H5œèÍûÿéƒþÿÿf.„1Àé‚þÿÿf„H‹´$H9Þ„FH|$0Hk è~éûÿ‰„$ˆ‹„$ˆ…À„1þÿÿH‹´$ H9Þ„AH|$@Hs èFéûÿ‰„$ˆ‹„$ˆ…À„ùýÿÿ‹D$@9D$0H´$ðND$0I‰عº
¿H˜H‰„$ðèúÌûÿH…ÀH‰Ã„î
L‹xH„$€L‰áHT$`Ht$@H|$0H‰D$LL$pM‰ðL‰<$AÿՋD$@9D$0ND$01Ʌ	D$@ëHcÈAƒ,
A
9D$@ïèJÎûÿH…ÀtDŽ$ˆ‹„$ˆ…À„4ýÿÿ‹Œ$€H=ù¾H‰ÚH‰î1ÀèðÍûÿH‰„$øéýÿÿI‹|$H‹5tÓ"H9÷tgèÊÏûÿ…Àu^I‹D$H÷€¨„ØèËÍûÿH…ÀHD@©%H5!H‰Çè±Ëûÿ1Àé¡üÿÿf.„H‹„$
‰D$pémýÿÿ€H5ŢL‰çèÉÊûÿI‰ÄM…ät¡è¬ÌûÿH|$`HÈL‰æè˜çûÿ…ÀI‹$t&Hƒè
H…ÀI‰$…³üÿÿI‹D$L‰çÿP0¸
é!üÿÿHƒè
H…ÀI‰$…IÿÿÿI‹D$L‰çÿP0é9ÿÿÿH‹„$
‰D$0éÁýÿÿL‰çè`Éûÿ…À„ÿÿÿL‰ç1öè®ËûÿI‰Äé`ÿÿÿH‹„$
‰D$@éÆýÿÿè°Êûÿè»ÌûÿH…À…»ûÿÿH‹=+¨%H5LèŸÊûÿé£ûÿÿf.„AWH‰÷H‰ÖH‰ÈAVAUI‰ÍH
$ATUSHì(H‹IÒ"dH‹%(H‰„$1ÀHD$PLŒ$ÀL„$°HDŽ$øÇD$0H‰D$ H„$àDŽ$ˆ
H‰œ$ÇD$@H‰D$H„$ H‰œ$ HDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿH‰D$H„$ÇD$PH‰œ$°ÇD$`H‰D$H„$ÐH‰œ$ÀDŽ$ŒH‰œ$ÐH‰$1ÀÇD$pH‰œ$àHDŽ$ðÿÿÿÿDŽ$€è
Èûÿ…À„ù
ƒ|$P
L‹„$°H´$
º¿Ƀá ƒÁè]ÉûÿH…ÀH‰Å„‘
L‹¤$ÀL‹pI‹D$ö€ª€t_I‹D$‰D$`¸
‰„$ˆ‹„$ˆ…ÀuwH‹„$øH‹„$øH‹”$dH3%(…HÄ([]A\A]A^A_ÃfDL‰çèËûÿH…À„§H‹P‰T$`H‹8HWÿH…ÒH‰„Ô¸
éyÿÿÿfL¤$ŒH‹´$ÐHÑL‰çèäûÿ‰„$ˆ‹„$ˆ…À„TÿÿÿH‹´$àH9Þ„šH|$pHÖèIäûÿ‰„$ˆ‹„$ˆ…À„ÿÿÿD‹L$pIcÁH9„$
„Hœ$
LVÔH
èź
¾
1ÀH‰ßèÃÌûÿH‹=,¥%H‰Þè¤ÇûÿéÈþÿÿ€H‹PH‰ÇÿR0éÿÿÿf„è{ÉûÿH…À…›þÿÿH‹=ë¤%H5\è_Çûÿéƒþÿÿf.„1Àé‚þÿÿf„H‹´$H9Þ„FH|$0H+è^ãûÿ‰„$ˆ‹„$ˆ…À„1þÿÿH‹´$ H9Þ„AH|$@H3è&ãûÿ‰„$ˆ‹„$ˆ…À„ùýÿÿ‹D$@9D$0H´$ðND$0I‰عº
¿H˜H‰„$ðèÚÆûÿH…ÀH‰Ã„î
L‹xH„$€L‰áHT$`Ht$@H|$0H‰D$LL$pM‰ðL‰<$AÿՋD$@9D$0ND$01Ʌ	D$@ëHcÈAƒ,
A
9D$@ïè*ÈûÿH…ÀtDŽ$ˆ‹„$ˆ…À„4ýÿÿ‹Œ$€H=ٸH‰ÚH‰î1ÀèÐÇûÿH‰„$øéýÿÿI‹|$H‹5TÍ"H9÷tgèªÉûÿ…Àu^I‹D$H÷€¨„Øè«ÇûÿH…ÀHD £%H5áH‰Çè‘Åûÿ1Àé¡üÿÿf.„H‹„$
‰D$pémýÿÿ€H5¥œL‰çè©ÄûÿI‰ÄM…ät¡èŒÆûÿH|$`HˆL‰æèxáûÿ…ÀI‹$t&Hƒè
H…ÀI‰$…³üÿÿI‹D$L‰çÿP0¸
é!üÿÿHƒè
H…ÀI‰$…IÿÿÿI‹D$L‰çÿP0é9ÿÿÿH‹„$
‰D$0éÁýÿÿL‰çè@Ãûÿ…À„ÿÿÿL‰ç1öèŽÅûÿI‰Äé`ÿÿÿH‹„$
‰D$@éÆýÿÿèÄûÿè›ÆûÿH…À…»ûÿÿH‹=¢%H5èÄûÿé£ûÿÿf.„AWH‰÷H‰ÖH•ÂAVAUATI‰ÌH
d$USHìH‹)Ì"dH‹%(H‰„$1ÀHD$pLŒ$ÐL„$°HDŽ$ØÇD$ H‰D$H„$ÀDŽ$œ
H‰œ$ ÇD$0H‰D$H„$ ÇD$@ÇD$PHDŽ$àÿÿÿÿH‰$1ÀHDŽ$èÿÿÿÿH‰œ$°ÇD$`H‰œ$ÀHDŽ$ðÿÿÿÿHDŽ$øÿÿÿÿÇD$pH‰œ$ÐDŽ$€DŽ$è÷Áûÿ…À„OH‹¬$ H9Ý„æH‹Eö€ª€„¥H‹E‰D$ ¸
‰„$œ‹„$œ…ÀtHD‹L$ Aƒù
†·Hœ$
L õH
$Á¾
º
1ÀH‰ßèÕÇûÿH‹=> %H‰Þè¶ÂûÿH‹„$ØH‹„$ØH‹Œ$dH3%(…ÏHÄ[]A\A]A^A_ÃDH‰ïèpÅûÿH…À„‡H‹P‰T$ Hƒ(
„M
¸
é;ÿÿÿÇD$ é2ÿÿÿƒ|$p
L‹„$ÐH´$ðº¿Ƀá ƒÁèLÂûÿH…ÀI‰Å„ð
L‹„$°H´$à¹
º¿L‹pèÂûÿH…ÀH‰Å„ÁH‹´$ÀL‹xH‹„$ðH9މ„$€„ÈH|$`HTè×Ýûÿ‰„$œ‹„$œ…ÀtRD‹L$`H‹„$àIcÑH9Є¤Hœ$
Lµ
H
µ¿¾
º
1ÀH‰ßèRÆûÿH‹=»ž%H‰Þè3ÁûÿH;¬$°„oþÿÿHƒm
…dþÿÿH‹EH‰ïÿP0éUþÿÿH‹PH‰ÇÿR0é¤þÿÿf„1ÀéCþÿÿf„H‹„$à‰D$`é?ÿÿÿ€ƒè
H=™HL$P‰D$@H‹„$èHT$@Ht$0LL$`M‰øL‰4$‰D$0H‹„$ø‰D$P‹D$ …ÀHϘHDøH„$H‰D$H„$€H‰D$AÿÔèTÂûÿH…ÀtDŽ$œ‹„$œ…À„ÿÿÿ‹”$H=³L‰î1ÀèýÁûÿH‰„$ØéÝþÿÿèÂûÿH…À…LýÿÿH‹={%H5èï¿ûÿé4ýÿÿf.„H‹}H‹5UÇ"H9÷tHè«Ãûÿ…Àu?H‹EH÷€¨„Ðè­ÁûÿH…ÀHD"%H5sH‰Ç蓿ûÿ1Àé|üÿÿ@H5ŖH‰ïèɾûÿH‰ÅH…ít¿è¬ÀûÿH|$ H8H‰îè˜Ûûÿ…ÀH‹Et%Hƒè
H…ÀH‰E…êüÿÿH‹EH‰ïÿP0¸
éüÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿèÁûÿH…À…DüÿÿH‹=sœ%H5Tèç¾ûÿé,üÿÿH‰ïèJ½ûÿ…À„ ÿÿÿH‰ï1ö蘿ûÿH‰ÅéJÿÿÿ諾ûÿff.„AWH‰÷H‰ÖH½AVAUATI‰ÌH

^$USHìH‹iÆ"dH‹%(H‰„$1ÀHD$pLŒ$ÐL„$°HDŽ$ØÇD$ H‰D$H„$ÀDŽ$œ
H‰œ$ ÇD$0H‰D$H„$ ÇD$@ÇD$PHDŽ$àÿÿÿÿH‰$1ÀHDŽ$èÿÿÿÿH‰œ$°ÇD$`H‰œ$ÀHDŽ$ðÿÿÿÿHDŽ$øÿÿÿÿÇD$pH‰œ$ÐDŽ$€DŽ$è7¼ûÿ…À„OH‹¬$ H9Ý„æH‹Eö€ª€„¥H‹E‰D$ ¸
‰„$œ‹„$œ…ÀtHD‹L$ Aƒù
†·Hœ$
L`ïH
¢»¾
º
1ÀH‰ßèÂûÿH‹=~š%H‰Þèö¼ûÿH‹„$ØH‹„$ØH‹Œ$dH3%(…ÏHÄ[]A\A]A^A_ÃDH‰ï谿ûÿH…À„‡H‹P‰T$ Hƒ(
„M
¸
é;ÿÿÿÇD$ é2ÿÿÿƒ|$p
L‹„$ÐH´$ðº¿Ƀá ƒÁ茼ûÿH…ÀI‰Å„ð
L‹„$°H´$à¹
º¿L‹pèX¼ûÿH…ÀH‰Å„ÁH‹´$ÀL‹xH‹„$ðH9މ„$€„ÈH|$`H´èØûÿ‰„$œ‹„$œ…ÀtRD‹L$`H‹„$àIcÑH9Є¤Hœ$
Lõû
H
3º¾
º
1ÀH‰ßè’ÀûÿH‹=û˜%H‰Þès»ûÿH;¬$°„oþÿÿHƒm
…dþÿÿH‹EH‰ïÿP0éUþÿÿH‹PH‰ÇÿR0é¤þÿÿf„1ÀéCþÿÿf„H‹„$à‰D$`é?ÿÿÿ€ƒè
H=Q“HL$P‰D$@H‹„$èHT$@Ht$0LL$`M‰øL‰4$‰D$0H‹„$ø‰D$P‹D$ …ÀH“HDøH„$H‰D$H„$€H‰D$AÿÔ蔼ûÿH…ÀtDŽ$œ‹„$œ…À„ÿÿÿ‹”$H=D­L‰î1Àè=¼ûÿH‰„$ØéÝþÿÿèK¼ûÿH…À…LýÿÿH‹=»—%H5lè/ºûÿé4ýÿÿf.„H‹}H‹5•Á"H9÷tHèë½ûÿ…Àu?H‹EH÷€¨„Ðèí»ûÿH…ÀHDb—%H5ÓH‰Çèӹûÿ1Àé|üÿÿ@H5‘H‰ïè	¹ûÿH‰ÅH…ít¿èìºûÿH|$ H˜H‰îèØÕûÿ…ÀH‹Et%Hƒè
H…ÀH‰E…êüÿÿH‹EH‰ïÿP0¸
éüÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿèF»ûÿH…À…DüÿÿH‹=³–%H5´è'¹ûÿé,üÿÿH‰ï芷ûÿ…À„ ÿÿÿH‰ï1öèعûÿH‰ÅéJÿÿÿèë¸ûÿff.„AWH‰÷H‰ÖH‘·AVAUI‰ÍH
#{$ATUSHì(H‹©À"dH‹%(H‰„$1ÀHD$PLŒ$ÀL„$°HDŽ$øÇD$0H‰D$ H„$àDŽ$ˆ
H‰œ$ÇD$@H‰D$H„$ H‰œ$ HDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿH‰D$H„$ÇD$PH‰œ$°ÇD$`H‰D$H„$ÐH‰œ$ÀDŽ$ŒH‰œ$ÐH‰$1ÀÇD$pH‰œ$àHDŽ$ðÿÿÿÿDŽ$€èa¶ûÿ…À„ù
ƒ|$P
L‹„$°H´$
º¿Ƀá ƒÁ轷ûÿH…ÀH‰Å„‘
L‹¤$ÀL‹pI‹D$ö€ª€t_I‹D$‰D$`¸
‰„$ˆ‹„$ˆ…ÀuwH‹„$øH‹„$øH‹”$dH3%(…HÄ([]A\A]A^A_ÃfDL‰çèð¹ûÿH…À„§H‹P‰T$`H‹8HWÿH…ÒH‰„Ô¸
éyÿÿÿfL¤$ŒH‹´$ÐHQL‰çèáÒûÿ‰„$ˆ‹„$ˆ…À„TÿÿÿH‹´$àH9Þ„šH|$pHVè©Òûÿ‰„$ˆ‹„$ˆ…À„ÿÿÿD‹L$pIcÁH9„$
„Hœ$
L¶ÂH
ð´º
¾
1ÀH‰ßè#»ûÿH‹=Œ“%H‰Þè¶ûÿéÈþÿÿ€H‹PH‰ÇÿR0éÿÿÿf„è۷ûÿH…À…›þÿÿH‹=K“%H5Ü
迵ûÿéƒþÿÿf.„1Àé‚þÿÿf„H‹´$H9Þ„FH|$0H«è¾Ñûÿ‰„$ˆ‹„$ˆ…À„1þÿÿH‹´$ H9Þ„AH|$@H³è†Ñûÿ‰„$ˆ‹„$ˆ…À„ùýÿÿ‹D$@9D$0H´$ðND$0I‰عº
¿H˜H‰„$ðè:µûÿH…ÀH‰Ã„î
L‹xH„$€L‰áHT$`Ht$@H|$0H‰D$LL$pM‰ðL‰<$AÿՋD$@9D$0ND$01Ʌ	D$@ëHcÈAƒ,
A
9D$@ï芶ûÿH…ÀtDŽ$ˆ‹„$ˆ…À„4ýÿÿ‹Œ$€H=9§H‰ÚH‰î1Àè0¶ûÿH‰„$øéýÿÿI‹|$H‹5´»"H9÷tgè
¸ûÿ…Àu^I‹D$H÷€¨„Øè¶ûÿH…ÀHD€‘%H5aH‰Çèñ³ûÿ1Àé¡üÿÿf.„H‹„$
‰D$pémýÿÿ€H5‹L‰çè	³ûÿI‰ÄM…ät¡èì´ûÿH|$`HL‰æèØÏûÿ…ÀI‹$t&Hƒè
H…ÀI‰$…³üÿÿI‹D$L‰çÿP0¸
é!üÿÿHƒè
H…ÀI‰$…IÿÿÿI‹D$L‰çÿP0é9ÿÿÿH‹„$
‰D$0éÁýÿÿL‰ç蠱ûÿ…À„ÿÿÿL‰ç1öèî³ûÿI‰Äé`ÿÿÿH‹„$
‰D$@éÆýÿÿèð²ûÿèû´ûÿH…À…»ûÿÿH‹=k%H5Œè߲ûÿé£ûÿÿf.„AWH‰÷H‰ÖH±AVAUATI‰ÌH
aT$USHì(H‹‰º"dH‹%(H‰„$1ÀH„$€LŒ$àL„$ÀHDŽ$èÇD$ H‰D$HD$`DŽ$¬
H‰œ$°ÇD$0H‰D$H„$ÐÇD$@ÇD$PHDŽ$ðÿÿÿÿH‰D$H„$°HDŽ$øÿÿÿÿÇD$`H‰œ$ÀH‰$1ÀÇD$pH‰œ$ÐHDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿDŽ$€H‰œ$àDŽ$DŽ$ è?°ûÿ…À„H‹¬$°H9Ý„öH‹Eö€ª€„¥H‹E‰D$ ¸
‰„$¬‹„$¬…ÀtHD‹L$ Aƒù
†ÇHœ$
LhãH
°¾
H‰ߺ
1Àè¶ûÿH‹=†Ž%H‰Þèþ°ûÿH‹„$èH‹„$èH‹”$dH3%(…HÄ([]A\A]A^A_ÃDH‰ï踳ûÿH…À„GH‹P‰T$ H‹HQÿH…ÒH‰„
¸
é2ÿÿÿf.„ÇD$ é"ÿÿÿƒ¼$€
L‹„$àH´$
º¿Ƀá ƒÁ聰ûÿH…ÀH‰Å„ 
ƒ|$`
L‹„$ÀH´$ðº¿L‹pɃá ƒÁèE°ûÿH…ÀI‰Å„fH‹´$ÐL‹xH‹„$
H9މ„$tyH|$pH¥
èÌûÿ‰„$¬‹„$¬…À„´þÿÿD‹L$pH‹„$ðIcÑH9ÐtMHœ$
Læï
H
®éaþÿÿfH‹PH‰ÇÿR0éÝþÿÿ1Àé{þÿÿf„H‹„$ð‰D$pë‘fƒè
H=™‡HL$P‰D$@H‹„$øHT$@Ht$0LL$pM‰øL‰4$‰D$0H‹„$
‰D$P‹D$ …ÀHW‡HDøH„$ H‰D$H„$H‰D$AÿÔèܰûÿH…ÀtDŽ$¬‹„$¬…À„¿ýÿÿ‹Œ$ H=‹¡H‰êL‰î1À肰ûÿH‰„$èé—ýÿÿ萰ûÿH…À…‰ýÿÿH‹=Œ%H5±èt®ûÿéqýÿÿ€H‹}H‹5ݵ"H9÷tHè3²ûÿ…Àu?H‹EH÷€¨„Íè5°ûÿH…ÀHDª‹%H5H‰Çè®ûÿ1Àé¼üÿÿ@H5M…H‰ïèQ­ûÿH‰ÅH…ít¿è4¯ûÿH|$ HàH‰îè Êûÿ…ÀH‹Et%Hƒè
H…ÀH‰E…3ýÿÿH‹EH‰ïÿP0¸
é[üÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿ莯ûÿH…À…‡üÿÿH‹=þŠ%H5ÿèr­ûÿéoüÿÿH‰ïèիûÿ…À„ ÿÿÿH‰ï1öè ®ûÿH‰ÅéJÿÿÿè3­ûÿAWH‰÷H‰ÖHI¬AVAUATUSH‰ËH
l$HìXL‹5ù´"dH‹%(H‰„$H1ÀHD$@LŒ$ÐL„$ÀHDŽ$
HDŽ$ 
ÿÿÿÿH‰D$H„$ðDŽ$¼
HDŽ$(
ÿÿÿÿÇD$@
H‰D$H„$àL‰´$ÀÇD$PL‰´$ÐH‰$1ÀÇD$`L‰´$àÇD$pDŽ$€L‰´$ðDŽ$HDŽ$
ÿÿÿÿHDŽ$0
ÿÿÿÿHDŽ$8
ÿÿÿÿDŽ$ HDŽ$
ÿÿÿÿDŽ$°詪ûÿ…À„
H‹¬$àL9õ„ðH‹Eö€ª€„§H‹E‰D$`¸
‰„$¼‹„$¼…ÀtHD‹L$`Aƒù
†ÁHœ$@
LBÁH
¹ª¾
º
1ÀH‰ß臰ûÿH‹=ðˆ%H‰Þèh«ûÿH‹„$
H‹„$
H‹œ$HdH3%(…7HÄX[]A\A]A^A_ÀH‰ïè ®ûÿH…À„ç
H‹P‰T$`H‹HQÿH…ÒH‰„ü¸
é0ÿÿÿfÇD$`é(ÿÿÿƒ|$@
L‹„$ÀH´$ 
º¿Ƀá ƒÁ
èôªûÿH…ÀI‰Ç„ÕH‹´$ÐH‹hL9ö„³H|$PH/èÂÆûÿ‰„$¼‹„$¼…ÀtHD‹L$PAƒù
†¹Hœ$@
L‚¿H
Œ©¾
H‰ߺ
1ÀèG¯ûÿH‹=°‡%H‰Þè(ªûÿL;¼$À„²þÿÿIƒ/
…¨þÿÿI‹GL‰ÿÿP0é™þÿÿH‹PH‰ÇÿR0éõþÿÿ1Àé‘þÿÿf„ÇD$P
éXÿÿÿèΫûÿH…À…]þÿÿH‹=>‡%H5販ûÿéEþÿÿDH‹´$ðL9ö„<
H¼$€HxèÃÅûÿ‰„$¼‹„$¼…À„EÿÿÿD‹Œ$€H‹„$ 
IcÑH9Є

Hœ$@
LʵH
“¨éëþÿÿfDH‹}H‹5¥°"H9÷tHèû¬ûÿ…Àu?H‹EH÷€¨„rèýªûÿH…ÀHDr†%H5H‰Çèã¨ûÿ1Àéýÿÿ@H5€H‰ïè¨ûÿH‰ÅH…ít¿èü©ûÿH|$`HÈH‰îèèÄûÿ…ÀH‹Et%Hƒè
H…ÀH‰E…“ýÿÿH‹EH‰ïÿP0¸
é¹üÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿH‹„$ 
‰„$€éËþÿÿƒè
H´$
M‰ð‰„$H‹„$(
¹º
¿‰D$pH˜H‰„$
èH¨ûÿH…ÀI‰Ä„"‹t$PH‹@…öH‰D$(„y
‹T$pHcÂH´$0
‰”$ M‰ð¹º¿H‰„$0
H‰„$8
èê§ûÿH…ÀI‰Å„n
H‹@º
H´$
M‰ð¹¿H‰D$0‹D$pD@ÿ…ÀNÂH˜H‰„$
蟧ûÿH…ÀI‰Â„N
H‹@‹T$`H5—‹L$PL„$°H=ˆL‰T$8LŒ$€H‰D$H„$ …ÒHcL‰D$ I‰èH‰D$H‹D$0HDòH<~…ÉHŒ$H‰D$H‹D$(HDúHT$pH‰$ÿÓèɨûÿH…ÀL‹T$8tDŽ$¼‹„$¼…ÀuJIƒ*
…wüÿÿI‹BL‰×ÿP0éhüÿÿH‰ïèø¤ûÿ…À„~ýÿÿH‰ï1öèF§ûÿH‰Åé¨ýÿÿ¸
º
éþÿÿ‹Œ$°H=-™L‰êL‰æ1ÀL‰T$(è¨ûÿL‹T$(H‰„$
ë‡è+¨ûÿH…À…úûÿÿH‹=›ƒ%H5Œè¦ûÿéâûÿÿèõ¥ûÿDèû§ûÿH…À…ÊûÿÿH‹=kƒ%H5¤èߥûÿé²ûÿÿèէûÿH…Àf…¢ûÿÿH‹=Cƒ%H5ì
跥ûÿéŠûÿÿfAWH‰÷H‰ÖH¥AVAUATUH‰ÍH
 m$SHì8H‹i­"H„$ðHDŽ$DŽ$DŽ$L

HDŽ$`
LŒ$°
H‰œ$P
H‰œ$p
L„$ 
HDŽ$€
H‰œ$
DŽ$ÀHDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$ÐH‰œ$ 
DŽ$àHDŽ$ ÿÿÿÿHDŽ$(ÿÿÿÿDŽ$ðH‰œ$°
DŽ$
HDŽ$À
ÿÿÿÿHDŽ$Ð
ÿÿÿÿDŽ$
H‰œ$à
HDŽ$ð
ÿÿÿÿDŽ$ 
HDŽ$ÿÿÿÿH‰D$(H„$ÐDŽ$0
DŽ$@
H‰D$ H„$à
H‰D$H„$
H‰D$H„$p
H‰D$H„$P
H‰$1À蠢ûÿ…À„èL‹¤$P
I9Ü„—I‹D$ö€ª€tII‹D$‰„$¸
‰„$L
‹„$L
…Àu|H‹„$H‹„$HÄ8[]A\A]A^A_Ã@L‰çèx¦ûÿH…À„H‹P‰”$H‹HQÿH…ÒH‰„A¸
ë’f.„‹„$L
DŽ$
…Àt„H‹Œ$
H´$°H¼$€
LSHW{DŽ$°
èT^þÿ‰„$L
‹„$L
…À„8ÿÿÿH‹Œ$p
H´$ H¼$`
LgH{DŽ$ 
è^þÿ‰„$L
‹„$L
…À„eƒ¼$Ð
L‹„$ 
H´$º¿Ƀá Á蠢ûÿH…ÀI‰Ä„uH‹@H´$À
I‰عº
¿H‰D$`H‹„$‰„$ÀH˜H‰„$À
èS¢ûÿH…ÀI‰Å„WH‹@H´$I‰ؿH‰D$h‹„$À€‰„$à¯
QDA
‰”$0
HcÒH‰”$¹º
‰„$ 
èë¡ûÿH…ÀI‰Ç„×H‹´$à
H‹@H9ÞH‰D$p„~H¼$
Hf豽ûÿ‰„$L
‹„$L
…À„ƒ¼$ð
Hc„$ÀH´$ L‹„$°
º¿ÉH‰„$ H‰„$(ƒá Á
èQ¡ûÿH…ÀI‰Æ„H‹@H´$Ð
I‰عº
¿H‰„$€Hc„$
H‰„$Ð
è
¡ûÿH…ÀI‰Ã„H‹@H´$ð
I‰عº
¿L‰\$xH‰„$ˆHc„$ 
H‰„$ð
辠ûÿH…ÀH‰ÃL‹\$x„ý‹”$ÀH‹@HŒ$ÀL‰\$xH¼$LŒ$àL‹D$`H‹´$`
‰”$
Hc”$°H‰D$(H„$
H‰D$ H‹„$ˆH‰T$XHc”$ H‰D$H‹D$hH‰T$PH”$@
H‰D$H„$
H‰T$HH”$0
H‰D$H‹„$€H‰T$@H‹T$pH‰$H‰T$8H”$ 
H‰T$0H‹”$€
ÿÕ蕡ûÿH…ÀL‹\$xtDŽ$L
‹„$L
…À…1Hƒ+
„YIƒ+
„L;´$°
t
Iƒ.
„ë
Iƒ/
„Q
H‹¼$`
H…ÿt轝ûÿH‹¼$€
H…ÿ„vûÿÿ觝ûÿélûÿÿfH‹PH‰ÇÿR0é°ûÿÿ1Àécûÿÿf„I‹|$H‹5d¦"H9÷tO躢ûÿ…ÀuFI‹D$H÷€¨„@
軠ûÿH…ÀHD0|%H5±û
H‰Ç衞ûÿ1Àéâúÿÿf.„H5ÍuL‰çèѝûÿI‰ÄM…ät¹负ûÿH¼$Hmû
L‰æ蝺ûÿ…ÀI‹$t-Hƒè
H…ÀI‰$…óúÿÿI‹D$L‰çÿP0¸
éwúÿÿ€Hƒè
H…ÀI‰$…WÿÿÿI‹D$L‰çÿP0éGÿÿÿ‹”$ÀB¯‰„$
é„üÿÿI‹GL‰ÿÿP0é þÿÿèڟûÿH…À…’þÿÿH‹=J{%H5Ëû
辝ûÿézþÿÿf„諟ûÿH…À…cþÿÿH‹={%H5ìû
菝ûÿéKþÿÿf.„L‰çèè›ûÿ…À„°þÿÿL‰ç1öè6žûÿI‰ÄéàþÿÿI‹FL‰÷ÿP0éþÿÿI‹CL‰ßÿP0éãýÿÿ‹Œ$@
H=L‰êL‰æ1ÀL‰\$`èŸûÿL‹\$`H‰„$éýÿÿH‹CL‰\$`H‰ßÿP0L‹\$`éŽýÿÿèðžûÿH…À…žýÿÿH‹=`z%H5	ü
èԜûÿé†ýÿÿ€èÞûÿH…À…{ýÿÿH‹=3z%H5Lû
觜ûÿécýÿÿf蛞ûÿH…À…5ýÿÿH‹=z%H5ü
èœûÿéýÿÿf.„L‰\$`èfžûÿH…ÀL‹\$`…ñüÿÿH‹=Ñy%H5ü
èEœûÿL‹\$`éÔüÿÿff.„AWH‰÷H‰ÖH¥›AVAUATI‰ÌH
A>$USHì(H‹é£"dH‹%(H‰„$1ÀH„$€LŒ$àL„$ÀHDŽ$èÇD$ H‰D$HD$`DŽ$¬
H‰œ$°ÇD$0H‰D$H„$ÐÇD$@ÇD$PHDŽ$ðÿÿÿÿH‰D$H„$°HDŽ$øÿÿÿÿÇD$`H‰œ$ÀH‰$1ÀÇD$pH‰œ$ÐHDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿDŽ$€H‰œ$àDŽ$DŽ$ 蟙ûÿ…À„H‹¬$°H9Ý„öH‹Eö€ª€„¥H‹E‰D$ ¸
‰„$¬‹„$¬…ÀtHD‹L$ Aƒù
†ÇHœ$
LÈÌH
š¾
H‰ߺ
1Àè}ŸûÿH‹=æw%H‰Þè^šûÿH‹„$èH‹„$èH‹”$dH3%(…HÄ([]A\A]A^A_ÃDH‰ïèûÿH…À„GH‹P‰T$ H‹HQÿH…ÒH‰„
¸
é2ÿÿÿf.„ÇD$ é"ÿÿÿƒ¼$€
L‹„$àH´$
º¿Ƀá ƒÁèá™ûÿH…ÀH‰Å„ 
ƒ|$`
L‹„$ÀH´$ðº¿L‹pɃá ƒÁ襙ûÿH…ÀI‰Å„fH‹´$ÐL‹xH‹„$
H9މ„$tyH|$pH-ú
èhµûÿ‰„$¬‹„$¬…À„´þÿÿD‹L$pH‹„$ðIcÑH9ÐtMHœ$
LFÙ
H
•˜éaþÿÿfH‹PH‰ÇÿR0éÝþÿÿ1Àé{þÿÿf„H‹„$ð‰D$pë‘fƒè
H=ùpHL$P‰D$@H‹„$øHT$@Ht$0LL$pM‰øL‰4$‰D$0H‹„$
‰D$P‹D$ …ÀH·pHDøH„$ H‰D$H„$H‰D$AÿÔè<šûÿH…ÀtDŽ$¬‹„$¬…À„¿ýÿÿ‹Œ$ H=ëŠH‰êL‰î1Àèâ™ûÿH‰„$èé—ýÿÿèð™ûÿH…À…‰ýÿÿH‹=`u%H59ø
èԗûÿéqýÿÿ€H‹}H‹5=Ÿ"H9÷tH蓛ûÿ…Àu?H‹EH÷€¨„Í蕙ûÿH…ÀHD
u%H5£÷
H‰Çè{—ûÿ1Àé¼üÿÿ@H5­nH‰ï豖ûÿH‰ÅH…ít¿蔘ûÿH|$ Hh÷
H‰î耳ûÿ…ÀH‹Et%Hƒè
H…ÀH‰E…3ýÿÿH‹EH‰ïÿP0¸
é[üÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿèî˜ûÿH…À…‡üÿÿH‹=^t%H5‡÷
èҖûÿéoüÿÿH‰ïè5•ûÿ…À„ ÿÿÿH‰ï1ö耗ûÿH‰ÅéJÿÿÿ蓖ûÿAWH‰÷H‰ÖHQ–AVAUATUH‰ÍH
ð^$SHì8H‹Yž"H„$ðHDŽ$DŽ$DŽ$L

HDŽ$`
LŒ$°
H‰œ$P
H‰œ$p
L„$ 
HDŽ$€
H‰œ$
DŽ$ÀHDŽ$ÿÿÿÿHDŽ$ÿÿÿÿDŽ$ÐH‰œ$ 
DŽ$àHDŽ$ ÿÿÿÿHDŽ$(ÿÿÿÿDŽ$ðH‰œ$°
DŽ$
HDŽ$À
ÿÿÿÿHDŽ$Ð
ÿÿÿÿDŽ$
H‰œ$à
HDŽ$ð
ÿÿÿÿDŽ$ 
HDŽ$ÿÿÿÿH‰D$(H„$ÐDŽ$0
DŽ$@
H‰D$ H„$à
H‰D$H„$
H‰D$H„$p
H‰D$H„$P
H‰$1À萓ûÿ…À„èL‹¤$P
I9Ü„—I‹D$ö€ª€tII‹D$‰„$¸
‰„$L
‹„$L
…Àu|H‹„$H‹„$HÄ8[]A\A]A^A_Ã@L‰çèh—ûÿH…À„H‹P‰”$H‹HQÿH…ÒH‰„A¸
ë’f.„‹„$L
DŽ$
…Àt„H‹Œ$
H´$°H¼$€
L{õ
HGlDŽ$°
èDOþÿ‰„$L
‹„$L
…À„8ÿÿÿH‹Œ$p
H´$ H¼$`
Lõ
HÿkDŽ$ 
èøNþÿ‰„$L
‹„$L
…À„eƒ¼$Ð
L‹„$ 
H´$º¿Ƀá Á萓ûÿH…ÀI‰Ä„uH‹@H´$À
I‰عº
¿H‰D$`H‹„$‰„$ÀH˜H‰„$À
èC“ûÿH…ÀI‰Å„WH‹@H´$I‰ؿH‰D$h‹„$À€‰„$à¯
QDA
‰”$0
HcÒH‰”$¹º
‰„$ 
èےûÿH…ÀI‰Ç„×H‹´$à
H‹@H9ÞH‰D$p„~H¼$
HŽõ
衮ûÿ‰„$L
‹„$L
…À„ƒ¼$ð
Hc„$ÀH´$ L‹„$°
º¿ÉH‰„$ H‰„$(ƒá Á
èA’ûÿH…ÀI‰Æ„H‹@H´$Ð
I‰عº
¿H‰„$€Hc„$
H‰„$Ð
èú‘ûÿH…ÀI‰Ã„H‹@H´$ð
I‰عº
¿L‰\$xH‰„$ˆHc„$ 
H‰„$ð
讑ûÿH…ÀH‰ÃL‹\$x„ý‹”$ÀH‹@HŒ$ÀL‰\$xH¼$LŒ$àL‹D$`H‹´$`
‰”$
Hc”$°H‰D$(H„$
H‰D$ H‹„$ˆH‰T$XHc”$ H‰D$H‹D$hH‰T$PH”$@
H‰D$H„$
H‰T$HH”$0
H‰D$H‹„$€H‰T$@H‹T$pH‰$H‰T$8H”$ 
H‰T$0H‹”$€
ÿÕ腒ûÿH…ÀL‹\$xtDŽ$L
‹„$L
…À…1Hƒ+
„YIƒ+
„L;´$°
t
Iƒ.
„ë
Iƒ/
„Q
H‹¼$`
H…ÿt譎ûÿH‹¼$€
H…ÿ„vûÿÿ藎ûÿélûÿÿfH‹PH‰ÇÿR0é°ûÿÿ1Àécûÿÿf„I‹|$H‹5T—"H9÷tO誓ûÿ…ÀuFI‹D$H÷€¨„@
諑ûÿH…ÀHD m%H5Ùð
H‰Ç葏ûÿ1Àéâúÿÿf.„H5½fL‰çèNûÿI‰ÄM…ät¹褐ûÿH¼$H•ð
L‰æ荫ûÿ…ÀI‹$t-Hƒè
H…ÀI‰$…óúÿÿI‹D$L‰çÿP0¸
éwúÿÿ€Hƒè
H…ÀI‰$…WÿÿÿI‹D$L‰çÿP0éGÿÿÿ‹”$ÀB¯‰„$
é„üÿÿI‹GL‰ÿÿP0é þÿÿèʐûÿH…À…’þÿÿH‹=:l%H5óð
讎ûÿézþÿÿf„蛐ûÿH…À…cþÿÿH‹=l%H5ñ
èŽûÿéKþÿÿf.„L‰çè،ûÿ…À„°þÿÿL‰ç1öè&ûÿI‰ÄéàþÿÿI‹FL‰÷ÿP0éþÿÿI‹CL‰ßÿP0éãýÿÿ‹Œ$@
H=þ€L‰êL‰æ1ÀL‰\$`èðûÿL‹\$`H‰„$éýÿÿH‹CL‰\$`H‰ßÿP0L‹\$`éŽýÿÿèàûÿH…À…žýÿÿH‹=Pk%H51ñ
èčûÿé†ýÿÿ€賏ûÿH…À…{ýÿÿH‹=#k%H5tð
藍ûÿécýÿÿf苏ûÿH…À…5ýÿÿH‹=ûj%H5,ñ
èoûÿéýÿÿf.„L‰\$`èVûÿH…ÀL‹\$`…ñüÿÿH‹=Áj%H5Bñ
è5ûÿL‹\$`éÔüÿÿff.„AWH‰÷H‰ÖHëŒAVAUATI‰ÌH
ñ,$USHìH‹ٔ"dH‹%(H‰„$1ÀHD$pLŒ$ÐL„$°HDŽ$ØÇD$ H‰D$H„$ÀDŽ$œ
H‰œ$ ÇD$0H‰D$H„$ ÇD$@ÇD$PHDŽ$àÿÿÿÿH‰$1ÀHDŽ$èÿÿÿÿH‰œ$°ÇD$`H‰œ$ÀHDŽ$ðÿÿÿÿHDŽ$øÿÿÿÿÇD$pH‰œ$ÐDŽ$€DŽ$觊ûÿ…À„OH‹¬$ H9Ý„æH‹Eö€ª€„¥H‹E‰D$ ¸
‰„$œ‹„$œ…ÀtHD‹L$ Aƒù
†·Hœ$
LнH
z‹¾
º
1ÀH‰ß腐ûÿH‹=îh%H‰Þèf‹ûÿH‹„$ØH‹„$ØH‹Œ$dH3%(…ÏHÄ[]A\A]A^A_ÃDH‰ïè ŽûÿH…À„‡H‹P‰T$ Hƒ(
„M
¸
é;ÿÿÿÇD$ é2ÿÿÿƒ|$p
L‹„$ÐH´$ðº¿Ƀá ƒÁèüŠûÿH…ÀI‰Å„ð
L‹„$°H´$à¹
º¿L‹pèȊûÿH…ÀH‰Å„ÁH‹´$ÀL‹xH‹„$ðH9މ„$€„ÈH|$`H„ï
臦ûÿ‰„$œ‹„$œ…ÀtRD‹L$`H‹„$àIcÑH9Є¤Hœ$
LeÊ
H
Š¾
º
1ÀH‰ßèûÿH‹=kg%H‰Þèã‰ûÿH;¬$°„oþÿÿHƒm
…dþÿÿH‹EH‰ïÿP0éUþÿÿH‹PH‰ÇÿR0é¤þÿÿf„1ÀéCþÿÿf„H‹„$à‰D$`é?ÿÿÿ€ƒè
H=ÁaHL$P‰D$@H‹„$èHT$@Ht$0LL$`M‰øL‰4$‰D$0H‹„$ø‰D$P‹D$ …ÀHaHDøH„$H‰D$H„$€H‰D$AÿÔè‹ûÿH…ÀtDŽ$œ‹„$œ…À„ÿÿÿ‹”$H=´{L‰î1À譊ûÿH‰„$ØéÝþÿÿ車ûÿH…À…LýÿÿH‹=+f%H5<í
蟈ûÿé4ýÿÿf.„H‹}H‹5"H9÷tHè[Œûÿ…Àu?H‹EH÷€¨„Ðè]ŠûÿH…ÀHDÒe%H5£ì
H‰ÇèCˆûÿ1Àé|üÿÿ@H5u_H‰ïèy‡ûÿH‰ÅH…ít¿è\‰ûÿH|$ Hhì
H‰îèH¤ûÿ…ÀH‹Et%Hƒè
H…ÀH‰E…êüÿÿH‹EH‰ïÿP0¸
éüÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿ趉ûÿH…À…DüÿÿH‹=#e%H5„ì
藇ûÿé,üÿÿH‰ïèú…ûÿ…À„ ÿÿÿH‰ï1öèHˆûÿH‰ÅéJÿÿÿè[‡ûÿff.„AWH‰÷H‰ÖHi‡AVAUATI‰ÌH
ñ&$USHìH‹"dH‹%(H‰„$1ÀHD$pLŒ$ÐL„$°HDŽ$ØÇD$ H‰D$H„$ÀDŽ$œ
H‰œ$ ÇD$0H‰D$H„$ ÇD$@ÇD$PHDŽ$àÿÿÿÿH‰$1ÀHDŽ$èÿÿÿÿH‰œ$°ÇD$`H‰œ$ÀHDŽ$ðÿÿÿÿHDŽ$øÿÿÿÿÇD$pH‰œ$ÐDŽ$€DŽ$èç„ûÿ…À„OH‹¬$ H9Ý„æH‹Eö€ª€„¥H‹E‰D$ ¸
‰„$œ‹„$œ…ÀtHD‹L$ Aƒù
†·Hœ$
L¸H
ø…¾
º
1ÀH‰ßèŊûÿH‹=.c%H‰Þ覅ûÿH‹„$ØH‹„$ØH‹Œ$dH3%(…ÏHÄ[]A\A]A^A_ÃDH‰ïè`ˆûÿH…À„‡H‹P‰T$ Hƒ(
„M
¸
é;ÿÿÿÇD$ é2ÿÿÿƒ|$p
L‹„$ÐH´$ðº¿Ƀá ƒÁè<…ûÿH…ÀI‰Å„ð
L‹„$°H´$à¹
º¿L‹pè…ûÿH…ÀH‰Å„ÁH‹´$ÀL‹xH‹„$ðH9މ„$€„ÈH|$`Häê
èǠûÿ‰„$œ‹„$œ…ÀtRD‹L$`H‹„$àIcÑH9Є¤Hœ$
L¥Ä
H
‰„¾
º
1ÀH‰ßèB‰ûÿH‹=«a%H‰Þè#„ûÿH;¬$°„oþÿÿHƒm
…dþÿÿH‹EH‰ïÿP0éUþÿÿH‹PH‰ÇÿR0é¤þÿÿf„1ÀéCþÿÿf„H‹„$à‰D$`é?ÿÿÿ€ƒè
H=
\HL$P‰D$@H‹„$èHT$@Ht$0LL$`M‰øL‰4$‰D$0H‹„$ø‰D$P‹D$ …ÀH¿[HDøH„$H‰D$H„$€H‰D$AÿÔèD…ûÿH…ÀtDŽ$œ‹„$œ…À„ÿÿÿ‹”$H=ôuL‰î1Àèí„ûÿH‰„$ØéÝþÿÿèû„ûÿH…À…LýÿÿH‹=k`%H5œè
è߂ûÿé4ýÿÿf.„H‹}H‹5EŠ"H9÷tH蛆ûÿ…Àu?H‹EH÷€¨„Ð蝄ûÿH…ÀHD`%H5è
H‰Ç胂ûÿ1Àé|üÿÿ@H5µYH‰ï蹁ûÿH‰ÅH…ít¿蜃ûÿH|$ HÈç
H‰î舞ûÿ…ÀH‹Et%Hƒè
H…ÀH‰E…êüÿÿH‹EH‰ïÿP0¸
éüÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿèöƒûÿH…À…DüÿÿH‹=c_%H5äç
èׁûÿé,üÿÿH‰ïè:€ûÿ…À„ ÿÿÿH‰ï1ö舂ûÿH‰ÅéJÿÿÿ蛁ûÿff.„UH‰÷H‰ÖHèSHìH‹k‰"dH‹%(H‰„$ø1ÀHÇÀÿÿÿÿH‰L$XHDŽ$ø
H‰„$H‰„$LŒ$ 
H‰„$°
H‰„$À
L„$p
H‰„$H‰„$H
>$H‰„$Ð
H‰„$ð
H„$
DŽ$H

DŽ$ÐH‰D$(H„$€
H‰œ$P
DŽ$àH‰œ$`
H‰œ$p
HDŽ$€
HDŽ$
DŽ$ðDŽ$
H‰œ$ 
DŽ$L
DŽ$
DŽ$ 
DŽ$0
H‰œ$à
DŽ$@
H‰D$ H‹:‡"H‰D$H„$à
H‰D$H„$`
H‰D$H„$P
H‰$1Àè°~ûÿ…À„¨
H‹¬$`
H9Ý„÷H‹Eö€ª€„¦H‹E‰„$à¸
‰„$H
‹„$H
…ÀtKD‹Œ$àAƒù
†ÂHœ$ðLCJ
H
û¾
H‰ߺ
1À舄ûÿH‹=ñ\%H‰ÞèiûÿH‹„$ø
H‹„$ø
H‹Œ$ødH3%(…ÅHÄ[]ÄH‰ïè(‚ûÿH…À„
H‹P‰”$àH‹HQÿH…ÒH‰„™¸
é1ÿÿÿ€DŽ$àé!ÿÿÿH‹´$P
H;5¹†"tWH¼$ÐH˜å
èûšûÿ‰„$H
‹„$H
…À„<ÿÿÿD‹Œ$ÐAƒù
vWHœ$ðLøI
H
éðþÿÿ@DŽ$Ð
ë·H‹PH‰ÇÿR0éXÿÿÿf„1Àéðþÿÿf„ƒ¼$

L‹„$ 
H´$º¿Ƀá ÁèN~ûÿH…ÀH‰D$`t7H‹@H‰D$hH‹„$H9„$„
H‹=^[%H5×I
èÒ}ûÿédþÿÿèÈûÿH…ÀD…QþÿÿH‹=3[%H5Ìä
è§}ûÿé9þÿÿfH‹}H‹5…"H9÷tHèkûÿ…Àu?H‹EH÷€¨„BèmûÿH…ÀHDâZ%H5óã
H‰ÇèS}ûÿ1Àé†ýÿÿ@H5…TH‰ïè‰|ûÿH‰ÃH…Ût¿èl~ûÿH¼$àHµã
H‰ÞèU™ûÿ…ÀH‹t$Hƒè
H…ÀH‰…ýýÿÿH‹CH‰ßÿP0¸
é$ýÿÿHƒè
H…ÀH‰…hÿÿÿH‹CH‰ßÿP0éYÿÿÿH‹¼$p
DŽ$
è{ûÿ…À…H‹
„„"H‹´$€
L
-Z
H‹¼$p
L„$
º‹
‰D$tè¥Þýÿ…À„ýÿÿH‹”$p
H‹~ƒ"H¼$ H‹5¿ƒ"ƒ¼$Ð
H‹(„"H‹H‰H‹»ƒ"H‹”$
I‰ØH‰Œ$p
H‹H‰º
H‹„$H‰Œ$
¹óH¥‰„$L
H‹„$H´$À
¿DЉ„$ðH˜‰”$ 
º
H‰„$À
±èú{ûÿH…ÀH‰D$x„ÔH‹@H´$I‰عº¿H‰„$˜Hc„$ 
H‰„$Hc„$ðH‰„$è¡{ûÿH…ÀH‰„$ˆ„­H‹@H´$°
I‰عº
¿H‰„$¨Hc„$ðH‰„$°
èU{ûÿH…ÀH‰„$„ŒH‹@H´$ð
I‰عº
¿H‰„$°Hc„$ðH‰„$ð
è	{ûÿH…ÀH‰„$€„ØH‹´$à
H‹@H9ÞH‰„$¸„­
H¼$0
H$ã
èǖûÿ‰„$H
‹„$H
…À„ÁLcŒ$0
Aƒùÿt‹„$ðº

ÀNÂA9ÁŒÖL‹(‚"E…ɸ
H´$Ð
IOyº
¿H‰„$Ð
èPzûÿH…ÀH‰„$À„EH‹@H‹=d"H‰„$Èè÷zûÿ…À„•
DŽ$H
èÏ{ûÿH…ÀtDŽ$H
‹„$H
…À…}H‹”$€H‹H‰„$ Hƒè
H…ÀH‰„ÛH‹”$p
H‹ž€"H‹
ÿ€"H‰H‹Hƒ*
toH‹”$
H‹ä€"H´$ ¹H‹=¸€"óH¥H‰H‹"‹T$t‰éÇùÿÿH‰ïè˜wûÿ…À„®ûÿÿ1öH‰ïèæyûÿH‰ÃéØûÿÿH‹¼$p
èÁ}ûÿéQüÿÿH‹9H‹GÿP0f냋„$ð@‰„$0
éXþÿÿèÓzûÿH…À…=ÿÿÿH‹=CV%H5,à
è·xûÿé%ÿÿÿH‹BH‰×ÿP0éÿÿÿèžzûÿH…À…ÿÿÿH‹=V%H5?à
è‚xûÿéðþÿÿèhxûÿ„èkzûÿH…À…ÕþÿÿH‹=ÛU%H5Tà
èOxûÿé½þÿÿƒ¼$àH†OH5\H=„PHŒ$ðÇD$P
ÇD$H
LŒ$L
L‹D$hH‘ýÿHDðƒ¼$ÐHDøH„$@
H‰D$@H‹„$¸H‰D$8H„$0
H‰D$0H‹„$ÈH‰D$(H„$ 
H‰D$ H‹„$¨H‰D$H‹„$˜H‰D$H‹„$°H‰D$H„$
H‰$H‹D$XÿÐéýÿÿHœ$ðLE
H
õwº
¾
1ÀH‰ßèW|ûÿH‹=ÀT%H‰Þè8wûÿéƒýÿÿ‹„$@
L‹Œ$ˆH=ägL‹D$xH‹Œ$‹”$
H‹t$`‰D$H‹„$ÀH‰$1ÀèÍxûÿH‰„$ø
é0ýÿÿèÛxûÿH…À…EýÿÿH‹=KT%H5ß
è¿vûÿé-ýÿÿèµxûÿH…Àf…úüÿÿH‹=#T%H5tß
è—vûÿéâüÿÿfAWH‰÷H‰ÖH.wAVAUATI‰ÌH
á$USHì(H‹I~"dH‹%(H‰„$1ÀH„$€LŒ$àL„$ÀHDŽ$èÇD$ H‰D$HD$`DŽ$¬
H‰œ$°ÇD$0H‰D$H„$ÐÇD$@ÇD$PHDŽ$ðÿÿÿÿH‰D$H„$°HDŽ$øÿÿÿÿÇD$`H‰œ$ÀH‰$1ÀÇD$pH‰œ$ÐHDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿDŽ$€H‰œ$àDŽ$DŽ$ èÿsûÿ…À„H‹¬$°H9Ý„öH‹Eö€ª€„¥H‹E‰D$ ¸
‰„$¬‹„$¬…ÀtHD‹L$ Aƒù
†ÇHœ$
L(§H
¥u¾
H‰ߺ
1ÀèÝyûÿH‹=FR%H‰Þè¾tûÿH‹„$èH‹„$èH‹”$dH3%(…HÄ([]A\A]A^A_ÃDH‰ïèxwûÿH…À„GH‹P‰T$ H‹HQÿH…ÒH‰„
¸
é2ÿÿÿf.„ÇD$ é"ÿÿÿƒ¼$€
L‹„$àH´$
º¿Ƀá ƒÁèAtûÿH…ÀH‰Å„ 
ƒ|$`
L‹„$ÀH´$ðº¿L‹pɃá ƒÁètûÿH…ÀI‰Å„fH‹´$ÐL‹xH‹„$
H9މ„$tyH|$pHÝ
èȏûÿ‰„$¬‹„$¬…À„´þÿÿD‹L$pH‹„$ðIcÑH9ÐtMHœ$
L¦³
H
téaþÿÿfH‹PH‰ÇÿR0éÝþÿÿ1Àé{þÿÿf„H‹„$ð‰D$pë‘fƒè
H=YKHL$P‰D$@H‹„$øHT$@Ht$0LL$pM‰øL‰4$‰D$0H‹„$
‰D$P‹D$ …ÀHKHDøH„$ H‰D$H„$H‰D$AÿÔèœtûÿH…ÀtDŽ$¬‹„$¬…À„¿ýÿÿ‹Œ$ H=KeH‰êL‰î1ÀèBtûÿH‰„$èé—ýÿÿèPtûÿH…À…‰ýÿÿH‹=ÀO%H5™Û
è4rûÿéqýÿÿ€H‹}H‹5y"H9÷tHèóuûÿ…Àu?H‹EH÷€¨„ÍèõsûÿH…ÀHDjO%H5Û
H‰ÇèÛqûÿ1Àé¼üÿÿ@H5
IH‰ïèqûÿH‰ÅH…ít¿èôrûÿH|$ HÈÚ
H‰îèàûÿ…ÀH‹Et%Hƒè
H…ÀH‰E…3ýÿÿH‹EH‰ïÿP0¸
é[üÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿèNsûÿH…À…‡üÿÿH‹=¾N%H5çÚ
è2qûÿéoüÿÿH‰ïè•oûÿ…À„ ÿÿÿH‰ï1öèàqûÿH‰ÅéJÿÿÿèópûÿAWH‰÷H‰ÖHÚqAVAUATI‰ÌH
Ñ$USHì(H‹¹x"dH‹%(H‰„$1ÀH„$€LŒ$àL„$ÀHDŽ$èÇD$ H‰D$HD$`DŽ$¬
H‰œ$°ÇD$0H‰D$H„$ÐÇD$@ÇD$PHDŽ$ðÿÿÿÿH‰D$H„$°HDŽ$øÿÿÿÿÇD$`H‰œ$ÀH‰$1ÀÇD$pH‰œ$ÐHDŽ$
ÿÿÿÿHDŽ$
ÿÿÿÿDŽ$€H‰œ$àDŽ$DŽ$ èonûÿ…À„H‹¬$°H9Ý„öH‹Eö€ª€„¥H‹E‰D$ ¸
‰„$¬‹„$¬…ÀtHD‹L$ Aƒù
†ÇHœ$
L˜¡H
Qp¾
H‰ߺ
1ÀèMtûÿH‹=¶L%H‰Þè.oûÿH‹„$èH‹„$èH‹”$dH3%(…HÄ([]A\A]A^A_ÃDH‰ïèèqûÿH…À„GH‹P‰T$ H‹HQÿH…ÒH‰„
¸
é2ÿÿÿf.„ÇD$ é"ÿÿÿƒ¼$€
L‹„$àH´$
º¿Ƀá ƒÁè±nûÿH…ÀH‰Å„ 
ƒ|$`
L‹„$ÀH´$ðº¿L‹pɃá ƒÁèunûÿH…ÀI‰Å„fH‹´$ÐL‹xH‹„$
H9މ„$tyH|$pHÙ
è8Šûÿ‰„$¬‹„$¬…À„´þÿÿD‹L$pH‹„$ðIcÑH9ÐtMHœ$
L®
H
ÊnéaþÿÿfH‹PH‰ÇÿR0éÝþÿÿ1Àé{þÿÿf„H‹„$ð‰D$pë‘fƒè
H=ÉEHL$P‰D$@H‹„$øHT$@Ht$0LL$pM‰øL‰4$‰D$0H‹„$
‰D$P‹D$ …ÀH‡EHDøH„$ H‰D$H„$H‰D$AÿÔèoûÿH…ÀtDŽ$¬‹„$¬…À„¿ýÿÿ‹Œ$ H=»_H‰êL‰î1Àè²nûÿH‰„$èé—ýÿÿèÀnûÿH…À…‰ýÿÿH‹=0J%H5)×
è¤lûÿéqýÿÿ€H‹}H‹5
t"H9÷tHècpûÿ…Àu?H‹EH÷€¨„ÍèenûÿH…ÀHDÚI%H5“Ö
H‰ÇèKlûÿ1Àé¼üÿÿ@H5}CH‰ïèkûÿH‰ÅH…ít¿èdmûÿH|$ HXÖ
H‰îèPˆûÿ…ÀH‹Et%Hƒè
H…ÀH‰E…3ýÿÿH‹EH‰ïÿP0¸
é[üÿÿHƒè
H…ÀH‰E…hÿÿÿH‹EH‰ïÿP0éYÿÿÿè¾mûÿH…À…‡üÿÿH‹=.I%H5wÖ
è¢kûÿéoüÿÿH‰ïèjûÿ…À„ ÿÿÿH‰ï1öèPlûÿH‰ÅéJÿÿÿèckûÿAWH‰÷H‰ÖH†lAVAUATUH‰ÍH
€*$SHì¸H‹)s"dH‹%(H‰„$¨1ÀHD$`HDŽ$x
HDŽ$€
ÿÿÿÿDŽ$ü
HDŽ$ˆ
ÿÿÿÿLŒ$
ÇD$`
H‰œ$
L„$
ÇD$pH‰œ$
DŽ$€H‰œ$ 
DŽ$DŽ$ H‰œ$0
DŽ$°HDŽ$@
ÿÿÿÿHDŽ$
ÿÿÿÿHDŽ$˜
ÿÿÿÿDŽ$ÀHDŽ$P
ÿÿÿÿDŽ$ÐHDŽ$`
ÿÿÿÿDŽ$àH‰œ$p
DŽ$ðH‰D$H„$p
H‰D$H„$0
H‰D$H„$ 
H‰$1Àèœhûÿ…À„L‹¤$ 
I9Ü„óI‹D$ö€ª€„±I‹D$‰„$€¸
‰„$ü‹„$ü…ÀtKD‹Œ$€Aƒù
†¼Hœ$ 
L-H
³j¾
º
1ÀH‰ßèrnûÿH‹=ÛF%H‰ÞèSiûÿH‹„$x
H‹„$x
H‹Œ$¨dH3%(…NHĸ[]A\A]A^A_Ãf.„L‰çèlûÿH…À„ß
H‹P‰”$€Hƒ(
„ú¸
é0ÿÿÿDŽ$€é'ÿÿÿƒ|$`
L‹„$
H´$€
º¿Ƀá ƒÁ
èähûÿH…ÀI‰Ç„ÕH‹´$
L‹`H9Þ„³H|$pHgÔ
貄ûÿ‰„$ü‹„$ü…ÀtHD‹L$pAƒù
†¹Hœ$ 
Lr}H
Œi¾
H‰ߺ
1Àè7mûÿH‹= E%H‰ÞèhûÿL;¼$
„·þÿÿIƒ/
…­þÿÿI‹GL‰ÿÿP0éžþÿÿH‹PH‰ÇÿR0é÷þÿÿ1Àé–þÿÿf„ÇD$p
éXÿÿÿè¾iûÿH…À…bþÿÿH‹=.E%H5GÓ
è¢gûÿéJþÿÿDH‹´$0
H9Þ„I
H¼$ H°Ó
賃ûÿ‰„$ü‹„$ü…À„EÿÿÿD‹Œ$ H‹„$€
IcÑH9Є
Hœ$ 
LºsH
”héëþÿÿfDI‹|$H‹5”n"H9÷tOèêjûÿ…ÀuFI‹D$H÷€¨„èëhûÿH…ÀHD`D%H59Ò
H‰ÇèÑfûÿ1Àéýÿÿf.„H5ý=L‰çè
fûÿI‰ÄM…ät¹èägûÿH¼$€HõÑ
L‰æè͂ûÿ…ÀI‹$t&Hƒè
H…ÀI‰$…ŠýÿÿI‹D$L‰çÿP0¸
é¯üÿÿHƒè
H…ÀI‰$…^ÿÿÿI‹D$L‰çÿP0éNÿÿÿH‹„$€
‰„$ é¾þÿÿƒè
H´$@
I‰؉„$°H‹„$ˆ
¹º
¿‰„$H˜H‰„$@
è(fûÿH…ÀI‰Å„D‹D$pH‹@E…ÀH‰D$@„
‹”$HcÂH´$
‰”$ÀI‰عº¿H‰„$
H‰„$˜
èÅeûÿH…ÀI‰Æ„Ç‹|$pH‹@…ÿH‰D$H„Ä‹”$H‹´$p
D¯ƒÀ
H9މ„$ЄRH¼$àH4Ò
ègûÿ‰„$ü‹„$ü…À„ùüÿÿ‹t$p¸
…öt‹„$D€D‹Œ$àD9È~~Hœ$ 
L-Ò
H
Rfé–üÿÿL‰çè9cûÿ…À„ÑýÿÿL‰ç1öè‡eûÿI‰Äé
þÿÿ¸
º
éåþÿÿ‹„$H‹´$p

ÀH9މ„$Ð…Dÿÿÿ¸
‰„$àéNÿÿÿHc„$ÐH´$P
I‰عº
¿H‰„$P
èdûÿH…ÀH‰D$P„Þ
L‹HHc„$àH´$`
I‰عº
¿L‰L$XH‰„$`
è9dûÿH…ÀH‰ÃL‹L$X„»
H‹@‹”$€L„$ð‹L$pH5<H=<L‰D$8L„$àL‰L$H‰D$(H„$ЅÒHð;L‰D$0LŒ$ H‰D$ H„$ÀM‰àHDòH¾:…ÉH‰D$H‹D$HHŒ$°HDúH”$H‰D$H‹D$@H‰$ÿÕè>eûÿH…ÀtDŽ$ü‹„$ü…À…¤Hƒ+
„‰H‹L$PH‹
H‰D$@Hƒè
H…ÀH‰
…àúÿÿH‹AH‰ÏÿP0éÑúÿÿ’ƒÀédþÿÿèÉbûÿèÔdûÿH……²úÿÿH‹=C@%H54Ï
è·bûÿéšúÿÿè­dûÿH…À…ŒúÿÿH‹=@%H5VÏ
è‘bûÿétúÿÿH‹CH‰ßÿP0féfÿÿÿ‹Œ$ðH=IUL‰òL‰î1Àè@dûÿH‰„$x
é4ÿÿÿèNdûÿH…À…-úÿÿH‹=¾?%H5ÇÏ
è2bûÿéúÿÿè(dûÿH…ÀD…ÿÿÿH‹=“?%H5ìÏ
èbûÿéíþÿÿfAWH‰÷H‰ÖH‚cAVAUATUH‰ÍH
P!$SHì¸H‹¹i"dH‹%(H‰„$¨1ÀHD$`HDŽ$x
HDŽ$€
ÿÿÿÿDŽ$ü
HDŽ$ˆ
ÿÿÿÿLŒ$
ÇD$`
H‰œ$
L„$
ÇD$pH‰œ$
DŽ$€H‰œ$ 
DŽ$DŽ$ H‰œ$0
DŽ$°HDŽ$@
ÿÿÿÿHDŽ$
ÿÿÿÿHDŽ$˜
ÿÿÿÿDŽ$ÀHDŽ$P
ÿÿÿÿDŽ$ÐHDŽ$`
ÿÿÿÿDŽ$àH‰œ$p
DŽ$ðH‰D$H„$p
H‰D$H„$0
H‰D$H„$ 
H‰$1Àè,_ûÿ…À„L‹¤$ 
I9Ü„óI‹D$ö€ª€„±I‹D$‰„$€¸
‰„$ü‹„$ü…ÀtKD‹Œ$€Aƒù
†¼Hœ$ 
L½uH
¯a¾
º
1ÀH‰ßèeûÿH‹=k=%H‰Þèã_ûÿH‹„$x
H‹„$x
H‹Œ$¨dH3%(…NHĸ[]A\A]A^A_Ãf.„L‰çè˜bûÿH…À„ß
H‹P‰”$€Hƒ(
„ú¸
é0ÿÿÿDŽ$€é'ÿÿÿƒ|$`
L‹„$
H´$€
º¿Ƀá ƒÁ
èt_ûÿH…ÀI‰Ç„ÕH‹´$
L‹`H9Þ„³H|$pHÇÍ
èB{ûÿ‰„$ü‹„$ü…ÀtHD‹L$pAƒù
†¹Hœ$ 
LtH
ˆ`¾
H‰ߺ
1ÀèÇcûÿH‹=0<%H‰Þè¨^ûÿL;¼$
„·þÿÿIƒ/
…­þÿÿI‹GL‰ÿÿP0éžþÿÿH‹PH‰ÇÿR0é÷þÿÿ1Àé–þÿÿf„ÇD$p
éXÿÿÿèN`ûÿH…À…bþÿÿH‹=¾;%H5§Ì
è2^ûÿéJþÿÿDH‹´$0
H9Þ„I
H¼$ HÍ
èCzûÿ‰„$ü‹„$ü…À„EÿÿÿD‹Œ$ H‹„$€
IcÑH9Є
Hœ$ 
LJjH
_éëþÿÿfDI‹|$H‹5$e"H9÷tOèzaûÿ…ÀuFI‹D$H÷€¨„è{_ûÿH…ÀHDð:%H5™Ë
H‰Çèa]ûÿ1Àéýÿÿf.„H54L‰çè‘\ûÿI‰ÄM…ät¹èt^ûÿH¼$€HUË
L‰æè]yûÿ…ÀI‹$t&Hƒè
H…ÀI‰$…ŠýÿÿI‹D$L‰çÿP0¸
é¯üÿÿHƒè
H…ÀI‰$…^ÿÿÿI‹D$L‰çÿP0éNÿÿÿH‹„$€
‰„$ é¾þÿÿƒè
H´$@
I‰؉„$°H‹„$ˆ
¹º
¿‰„$H˜H‰„$@
è¸\ûÿH…ÀI‰Å„D‹D$pH‹@E…ÀH‰D$@„
‹”$HcÂH´$
‰”$ÀI‰عº¿H‰„$
H‰„$˜
èU\ûÿH…ÀI‰Æ„Ç‹|$pH‹@…ÿH‰D$H„Ä‹”$H‹´$p
D¯ƒÀ
H9މ„$ЄRH¼$àH”Ë
è÷wûÿ‰„$ü‹„$ü…À„ùüÿÿ‹t$p¸
…öt‹„$D€D‹Œ$àD9È~~Hœ$ 
L½È
H
N]é–üÿÿL‰çèÉYûÿ…À„ÑýÿÿL‰ç1öè\ûÿI‰Äé
þÿÿ¸
º
éåþÿÿ‹„$H‹´$p

ÀH9މ„$Ð…Dÿÿÿ¸
‰„$àéNÿÿÿHc„$ÐH´$P
I‰عº
¿H‰„$P
è[ûÿH…ÀH‰D$P„Þ
L‹HHc„$àH´$`
I‰عº
¿L‰L$XH‰„$`
èÉZûÿH…ÀH‰ÃL‹L$X„»
H‹@‹”$€L„$ð‹L$pH5­2H=ª2L‰D$8L„$àL‰L$H‰D$(H„$ЅÒH€2L‰D$0LŒ$ H‰D$ H„$ÀM‰àHDòHN1…ÉH‰D$H‹D$HHŒ$°HDúH”$H‰D$H‹D$@H‰$ÿÕèÎ[ûÿH…ÀtDŽ$ü‹„$ü…À…¤Hƒ+
„‰H‹L$PH‹
H‰D$@Hƒè
H…ÀH‰
…àúÿÿH‹AH‰ÏÿP0éÑúÿÿ’ƒÀédþÿÿèYYûÿèd[ûÿH……²úÿÿH‹=Ó6%H5”È
èGYûÿéšúÿÿè=[ûÿH…À…ŒúÿÿH‹=­6%H5¶È
è!YûÿétúÿÿH‹CH‰ßÿP0féfÿÿÿ‹Œ$ðH=ÙKL‰òL‰î1ÀèÐZûÿH‰„$x
é4ÿÿÿèÞZûÿH…À…-úÿÿH‹=N6%H5çÈ
èÂXûÿéúÿÿè¸ZûÿH…ÀD…ÿÿÿH‹=#6%H5É
è—XûÿéíþÿÿfAUH‰÷I‰ÍH‰ÖH
ž$HtZAT1ÀUSHƒì8H‹N`"LD$ HÇD$(HÇD$ÇD$
H‰\$ èíVûÿ‰Â1Ò„
H‹l$ H9Ý„Ë
H‹ì_"H‹}H‹H‹pH9÷t|èç[ûÿ…ÀusH‹Eö€«„"
HƒE
¿ècZûÿH…ÀH‰Ã„Hu$Æ@
ºH‰Çè‚Vûÿ€;ÆC
uÆ H‹EA¼
Hď
H…ÀH‰EucH‹EH‰ïÿP0ëWöE@
„V
¿èüYûÿH…ÀH‰Ã„
Æ@
H‹uH…ö„_
ºH‰ÇèVûÿ€;ÆC
…2
Æ A¼
D‰d$‹D$…ÀuH‹D$(H‹D$(HƒÄ8[]A\A]Ãf.„H|$º
H‰ÞAÿÕèûXûÿH…ÀtÇD$‹D$…ÀufH…Ût²H‰ßèiUûÿ먀H‰ï1Ûè†VûÿH…ÀH‰Å…Íþÿÿf.„è«XûÿH…ÀHD 4%H5YÇ
E1äH‰ÇèŽVûÿéMÿÿÿf„òD$H=
2¸
èIXûÿH‰D$(éyÿÿÿ€¿èÎXûÿH…ÀH‰Ãtf1ÀA¼
f‰Æ é÷þÿÿH‹]"H5*<
1ÛH‹8èVûÿécÿÿÿA¼
éÌþÿÿ„H‹9]"H5MIH‹8èêUûÿé5ÿÿÿDH‹]"H5IH‹8èÊUûÿéÿÿÿH‹þ\"H5IH‹8è¯UûÿHƒm
…ôþÿÿH‹EH‰ïÿP0éåþÿÿDAUH‰÷I‰ÍH‰ÖH
®$H†WAT1ÀUSHƒì(H‹N]"LD$HÇD$Ç$ÇD$
H‰\$èïSûÿ‰Â1Ò„
H‹l$H9Ý„Í
H‹î\"H‹}H‹H‹pH9÷t~èéXûÿ…ÀuuH‹Eö€«„$
HƒE
¿èeWûÿH…ÀH‰Ã„Hu$Æ@
ºH‰Çè„Sûÿ€;ÆC
uÆ H‹EA¼
Hď
H…ÀH‰EueH‹EH‰ïÿP0ëYDöE@
„V
¿èüVûÿH…ÀH‰Ã„
Æ@
H‹uH…ö„_
ºH‰ÇèSûÿ€;ÆC
…2
Æ A¼
D‰d$‹D$…ÀuH‹D$H‹D$HƒÄ([]A\A]Ãf.„H‰çº
H‰ÞAÿÕèýUûÿH…ÀtÇD$‹D$…ÀuhH…Ût´H‰ßèkRûÿëªf„H‰ï1Ûè†SûÿH…ÀH‰Å…Ëþÿÿf.„è«UûÿH…ÀHD 1%H5¹Ä
E1äH‰ÇèŽSûÿéMÿÿÿf„ó$H=,W¸
ZÀèGUûÿH‰D$éuÿÿÿD¿èÎUûÿH…ÀH‰Ãtf1ÀA¼
f‰Æ é÷þÿÿH‹Z"H5*9
1ÛH‹8èSûÿécÿÿÿA¼
éÌþÿÿ„H‹9Z"H5MFH‹8èêRûÿé5ÿÿÿDH‹Z"H5FH‹8èÊRûÿéÿÿÿH‹þY"H5FH‹8è¯RûÿHƒm
…ôþÿÿH‹EH‰ïÿP0éåþÿÿDATH5×/%H=¡T1É1ÒA¸õUSè¯QûÿH‹Z"H‰Ñ/%I‰ÄH‹wZ"H=zTH‰PèWTûÿH…ÀH‰Å„ÁH5tTH‰Çè|QûÿH‰ÃH‹EHPÿH…ÒH‰UtXH…Û„ãH‹àY"H9CteH‹3Y"H5œÃ
H‹8èìQûÿHƒ+
t6H‹Z"èJRûÿH‹;H5PÃ
[]A\éÇQûÿ€H‹EH‰ïÿP0ëœ@H‹CH‰ßÿP0H‹ßY"ë¾H‰ßèõTûÿH‹-^Y"H‰EHƒ+
„Ê
H‹EH…À„rÿ=	
H‹E…»
ÿ˜ƒø	H‹E†
ÿ…À„7ƒø
…Ù
è3SûÿH…Àt[H‹fY"H5Ä
]A\H‹8éQûÿL‰çèLUûÿH=€SH‰Åè]RûÿH5~SH‰ÂH‰ïèkOûÿH=Ä
è?RûÿH5lSH‰ÂH‰ïH‰ÃèJOûÿH=_S1Ò1öèêQûÿHƒ+
H‰/.%„äHƒ=ñ$t6Hè$„H‰ßHÃp
è1SûÿH‹³þÿÿH‰ÂH‰ïèïNûÿHƒ;uÙH5jRH‰ïèºRûÿH‹=SX"1öH‰ÃèiOûÿH5íRH‰ÂH‰ßè§OûÿH=8Rè‹QûÿH5ÙRH‰ÂH‰ßè‰OûÿH5,RH‰ïèjRûÿH‹=›X"1öH‰ÃèOûÿH5RH‰ÂH‰ßèWOûÿH=úQè;QûÿH‰ßH5†RH‰Â[]A\é5OûÿH‹CH‰ßÿP0é
ÿÿÿH‹CH‰ßÿP0é'þÿÿÿH5nÁ
‰z	
H‹ÈV"H‹81Àè–SûÿH‹¿W"é›ýÿÿH‹³W"H5ìÀ
H‹;èdOûÿé€ýÿÿH5èÁ
H‹‰V"H‹81ÀèWSûÿé\ýÿÿÿ˜º
‰ÁH5FÁ
ë•H‹uW"H5iQH‹8èOûÿH‹OW"é+ýÿÿH5cÁ
ë©H‹2V"H5SQH‹8èëNûÿH‹$W"éýÿÿf.„DHƒ>H‹U,%uHǀX
ÀH‰¸X
ÄAWAVA‰öAUI‰ÕATI‰üUSHƒì(‹_…Û…·E…ö¾
ŽÊ1ۿ
A9Þ~]HcÉÙM‹DÅIƒø
ÔƒÁ
A9Î~,HcÁIDÅL‹Iƒø
·…ÛˆëƒÁ
HÇ
A9ÎԅÛxH‰ðH™H÷ÿH¯øI‰DÝH9÷„qHçù
I‰ðH‰ùH‹’V"¾
H‹81ÀèRûÿHƒÄ(¸
[]A\A]A^A_ÃH‹U"H‹ÿØ
Ic\$H‰ÆA9ޏãA9Þ„˜1ÿ…Û~"I‹L$ 1À1ÿfDHƒ<Á
W
OúHƒÀ
9ÃíIcÆM|ÅøIƒ?x	A9þŒNE…öŽÊL‰è1ÉE1ÒDA9Ú}6I‹l$ IcÒL‹\ÕIƒû
~éMcÚN‹\ÝIƒû
îAƒÂ
A9Ú|åHƒ8A¹
ˆ-uHÇ
A‹\$ƒÁ
HƒÀD9ñu›D9ó~gM‹E‰ð„A9Ú}5I‹D$ IcÒH‹ÐHƒú
~é@IcÊH‹ÈHƒú
ïAƒÂ
A9Ú|æº
I¯ÑAƒÀ
I‰A‹\$D9Ã~I‰Ñë§E…öŽL‰èHÁà<HÁè?D9ðAGÆAƒþ‰ÂD‰ð‡ƒø
I‹M†ªI¯Mƒø†‘I¯Mƒø†xI¯Mƒø†_I¯M ƒø†FI¯M(ƒø†-I¯M0A¹D9ð„ÆE‰ò‰ÂA)ÂE‰ÐAÑèE‰ÃE
Û„£ITÕfo¯û
1ÀDfo
foÐfoàƒÀ
foÙHƒÂfôÑD9ÀfsÔ fôÌfsÓ fôÃfÔÁfsð fÔÂrÁfoèE
ÙfoØfsÝfoÕfoÍfoåfsÓ fôÈfôÓfsÔ fôÄfÔÂfsð fÔÈfÖL$H¯L$E9Út	McÉK¯LÍH9ñ„ŠH‹-¸S"‰\$Hø
‰<$I‰ð1ÀE‰ñ¾
H‹}èOûÿAFÿE…öI\Å~*fDI‹MH‹}Hðù
1>
IƒÅèéNûÿI9ÝuÜH‹MH=Áù
º¾
1Ûè¸NûÿA‹D$…À~4€I‹D$ HcÓH‹}¾
ƒÃ
H‹ÐHù
1Àè’NûÿA9\$ÓH‹MH=|ù
º¾
èaNûÿHƒÄ(¸
[]A\A]A^A_ÃDL‹D‰ÒAƒÂ
M‰ÙM…ÀxFM9È„ýÿÿH‹®R"‰$HÌö
¾
H‹81ÀèNûÿHƒÄ(¸
[]A\A]A^A_Ãf„L‰A‹\$éÔüÿÿ…ÛŽä
1ɿ
Aº
ë@Iƒù
~BM9ÁugƒÁ
I¯ù9ٍ%ûÿÿI‹T$ HcÁL‹ÂIDÅL‹M…ÀyÍM…ÉMDÊL‰Ic\$ëÇ@M…À…Ô
HÇ
A¹
Ic\$ë¦HcÙéèúÿÿ‰ÁH‹×Q"H¨ô
¾
H‹81ÀèIMûÿ¸
HƒÄ([]A\A]A^A_ÃE…öŽ±19
ëIƒù
~CM9Áu­HƒÀ
I¯ÉA9ÆŽŽM‹DÅI‹T$ M…ÀL‹ÂyÑM‰LÅëÕf.„AƒÂ
éüÿÿM…À…#
IÇDÅ
A¹
ë¨HƒÄ(1À[]A\A]A^A_ÃH‹Q"H&ô
¾
H‹81ÀèLûÿHƒÄ(¸
[]A\A]A^A_ù
H9ñt´I‰ðH‡ô
éAúÿÿ1ÀE1Ʌҹ
„:üÿÿ‰ÐéÌûÿÿf„H‹±P"A‰øH—ô
E‰ñ‰پ
H‹81ÀèLûÿ¸
éÍþÿÿ¹
é·üÿÿ¿
éiùÿÿA¹éÓûÿÿA¹éÈûÿÿA¹é½ûÿÿA¹é²ûÿÿA¹é§ûÿÿA¹
éœûÿÿE1Òé úÿÿM‰ÁéÞýÿÿM‰ÁéŽþÿÿSH5JHƒìè¯FûÿH‰Ãè—HûÿH…ÛtbH‹Cö€«u5H={ö
è™HûÿH‹HQÿH…ÒH‰uH‹SH‰D$H‰ßÿR0H‹D$HƒÄ[ÃH‰ßè(IûÿH=1ö
H‰Æ1ÀèGJûÿë¼DHƒÄH="ö
[é?Hûÿffffff.„SH‹G H‰ûH…ÀtH‹HQÿH…ÒH‰uH‹ H‹GÿP0H‰ß[é°EûÿHƒìH‹Gƒxÿu"L‹€`
M…Àt5H‹ˆX
HƒÄAÿà„H‹ÑM"H5Òó
H‹81ÀèhJûÿ1ÀHƒÄÃH‹‚M"H5‘õ
H‹81ÀèIJûÿë߀H…Òté¦DûÿfDHƒìH‹½N"Hpõ
H‰ñ¾
H‹81Àè,Jûÿè÷GûÿH…Àtfè[Fûÿè&Gûÿ¸ÿÿÿÿHƒÄÃfff.„UH‰ýSHƒìH‹=àM"è+IûÿH…ÀH‰Ãt#èÎHûÿH…ÀH‰C tÇC
H‰kH‰ØHƒÄ[]Ã1Àëõfff.„AUATUH‰ýSHƒì(H…ötÿÖH‹=…M"èÐHûÿH…ÀH‰Ã„L
èoHûÿH…ÀH‰C „:
ÇCHƒ}„(
¸
‰IC@
HcÑHiÒp
Hƒ|uæƒù„ýH‰kŽS
I‰èE1í1íëfH‹¹L"IPE1ÀH‹H‹xHÇD$ÇD$Ç$ÿèI‰ÅM…í„©H‹CH‹{ L‰êJ‹4 èCûÿ‹KƒÅ
9͍¯L‹CLcåMiäp
M
àA‹pƒþÿt}M‹ˆX
M…ÉtÏA‹ˆP
ƒù…iÿÿÿH‹"L"ƒî
IPHcÎH‹H‹xHÇD$ÇD$I‹LÈE1	$¹ÿèI‰ÅM…í…]ÿÿÿfD1ÀHƒÄ([]A\A]ÃL‰Çè FûÿH…ÀI‰Å…3ÿÿÿëÚfM…ít3I‹EHPÿH‰ØH…ÒI‰UuÁI‹UH‰\$L‰ïÿR0H‹D$HƒÄ([]A\A]ÃH‰ØëAWA‰ÿAVAUATA‰ÌUH‰õS‰ÓHì
dH‹%(H‰„$ø1ÀöÁ…
‰ÈM‰ƃà‰D$$„¾
L;57K"„ùL‹-K"D‰ÿI‹Eÿh
‹p ‰t$(¶p@ˆt$/H‹0HVÿH…ÒH‰„"I‹EI‹~H‹pH9÷„…
èØFûÿ…À…x
Aր
…I‹EAÁäD‰ÿAÁüAÄL‹¨(ÿh
E1ÉE‰à1É1ÒH‰ÆL‰÷AÿÕH…ÀI‰Ä„ÙH‰ê‰ÞH‰Çèôóÿÿ…À…ÄL‰ãf„H‹´$ødH34%(H‰Ø…]	HÄ
[]A\A]A^A_Ã@1À1҅Û~$„Hƒ|ōJ
NÑHƒÀ
9Ãì…Ò…ÜL‹-íI"1ÒAöÄ@”ÂD‰ùE1ÉE1	ÞI‹EH‹x‰T$H‰êHÇD$Ç$ÿèH…À„AƒäH‰Ã…NÿÿÿH‹@8‹sH‹{ Hch I‹EÿðH¯ÅH‹{1öH‰ÂèCBûÿéÿÿÿfDö@„FþÿÿL;5pI"…9þÿÿé-ÿÿÿD‹D$$…ÀtPA‹F…ÀtAöF@„M‹n8‹t$(A;u ¢H‰ê‰ÞL‰÷èžòÿÿ…À…nAƒätIƒ
L‰óé¤þÿÿ@H‰ê‰ÞL‰÷èsòÿÿ…À…CAöÄ …±I‹N8‹D$(9A … ‹APÿƒú	w	AWÿƒú	v+Põƒú†#ƒø„Pòƒúw	AWòƒúvD	øuaA÷ÄI‹F…éA÷Ä…)A÷ľ…AöÄ@A‹F@„z%
1Ò=
„z„Ò…#ÿÿÿf„D‰áƒá@AöÄ…îI‹E…ÉI‹V ”ÁA‹vE1ɶÉE1ÀH‹x‰L$D‰ùHÇD$Ç$ÿèH…ÀH‰Å„1I‹EL‰öH‰ïÿ…À… A÷Ä
H‰ë„QýÿÿH‹UI‹FI‰V‹UH‰EA‹FA‰VH‹U ‰EI‹F I‰V H‹U(H‰E I‹F(I‰V(H‹U0H‰E(I‹F0I‰V0H‹U8H‰E0I‹F8I‰V8‹U@H‰E8A‹F@A‰V@Hƒm
‰E@…$þÿÿH‹EH‰ïÿP0éþÿÿH¸failed tDŽ$ˆt (H‰D$0H¸o createH‰D$8H¸ intent(H‰D$@H¸cache|hiH‰D$HH¸de)|optiH‰D$PH¸onal arrH‰D$XH¸ay-- musH‰D$`H¸t have dH‰D$hH¸efined dH‰D$pH¸imensionH‰D$xH¸s but goH‰„$€CÿH\$0LdÅ„H‰ًHƒÁ‚ÿþþþ÷Ò!Ð%€€€€té‰ÂHyL‹EÁê©€€¾
DÂHEùH
µí
ÀHÇÂÿÿÿÿHƒß1ÀHƒÅè9CûÿL9åu¤H5ù&ºÈH‰ßèP<ûÿH‹aE"H‰Þ1ÛH‹8èü=ûÿéwûÿÿ€H‹PH‰ÇÿR0éÏúÿÿH‹BE"H5ì
H‹8èË=ûÿ1ÛéAûÿÿHƒm
uòH‹EH‰ï1ÛÿP0é)ûÿÿH¿failed tH¾e) array…ÀH‰|$0H¿o initiaH‰t$PH‰|$8H¿lize intÆD$XH‰|$@H¿ent(cachH\$0H‰|$HukMcM D9L$(Ž1ÿÿÿH‰ڋ
HƒÂÿþþþ÷Ñ!È%€€€€té‰ÁD‹D$(¾
Áé©€€DÁHJHDÑÀH
¿ê
HƒÚ1ÀH‰×HÇÂÿÿÿÿèúAûÿéÕþÿÿAöF@uŽH\$0H5jê
ºÈH‰ßè;ûÿépÿÿÿH¸failed tÆD$XM‹n8H‰D$0H¸o initiaH‰D$8H¸lize intH‰D$@H¸ent(cachH‰D$HH¸e) arrayH‰D$P댾1ÒH÷öH…Ò…üÿÿéÑûÿÿH¸failed t…ÉÆD$XH‰D$0H¸o initiaH‰D$8H¸lize intH‰D$@H¸ent(inouH‰D$HH¸t) arrayH‰D$PA‹F@„¢
%
I‹V8=
…€z>H\$0„ø
LcJ D;L$(t[H‰ڋ
HƒÂÿþþþ÷Ñ!È%€€€€té‰ÁD‹D$(¾
Áé©€€DÁHJHDÑÀH
vé
HƒÚ1ÀH‰×HÇÂÿÿÿÿè@ûÿI‹V8‹BHÿƒù	w	AOÿƒù	v/Hõƒù†Ýƒø„ԍHòƒùw	AOòƒùv	A	Ç…¿
A÷ÄI‹F„ˆ¨A¸„ûüÿÿH‰ڋ
HƒÂÿþþþ÷Ñ!È%€€€€té‰ÁHz¾
Áé©€€DÁHEúH
Iê
ÀHÇÂÿÿÿÿHƒß1ÀèÌ?ûÿé§üÿÿ¾éHþÿÿAWõƒú†ïùÿÿAƒÿ…ÏùÿÿéàùÿÿA÷Ä„â¨A¸…kÿÿÿéaüÿÿAOõƒù†9ÿÿÿAƒÿ…ÿÿÿé*ÿÿÿ%I‹V8=„ÀH\$0H¾ -- inpuH¿t not foH‰t$XH¾rtran coH‰{0H¿ntiguousH‰s8H‰{@ÆCHé&þÿÿ%1Ò=…†ùÿÿ€y>•ÂézùÿÿH\$0H¿ -- inpuH‰|$XH¿t not coH‰{0H¿ntiguousÆC@H‰{8éÏýÿÿAä„…ûÿÿ¨A¸…|þÿÿérûÿÿf€z>H\$0…žýÿÿé+ÿÿÿH‰ً1HƒÁ†ÿþþþ÷Ö!ð%€€€€té‰ÆD¾BD¾L$/Áî©€€HÇÂÿÿÿÿDÆHqHDÎ>
HƒÙ1ÀH‰ÏH
+ç
è>ûÿéßýÿÿèô8ûÿ@AWAVI‰þAUATI‰ôUSHìh
‹GH‰T$…ÀŽ‰
ď
H‹_HiÀp
I‰ßL¬p
ëfDIÇp
M9ï„X
I‹7L‰ýL‰çH)Ýèç9ûÿ…ÀuÛA‹Gƒøÿ„¾M‹`
M…É„~H‹\$H;R@"H\$ L‰=î%„™
1ɅÀH‰Þ~€HÇÿÿÿÿA‹GƒÁ
HƒÆ9ÈêA‹¿P
L‹D$¹
‰ÂH‰ÞèW8ûÿH…ÀI‰Ä„
H‰èIFHL$I‹t$ H#éÿÿHxÿ`
H‰îIv‹NH~HcÑH‰ÞHÁâèŒ9ûÿH‰ïI~Hƒ¿X
„çH‹€?"HƒÇA‹t$H‹ÿðHƒøÿ„„
H…ÀxwI‹VI‹t$H‹¼*X
I‹T$8HcR H¯Ðè,9ûÿH…ÀtOL;d$tIƒ,$
„
1Àë#I‹~ H…ÿ„
Hƒ|$t<H‹T$L‰æè®5ûÿHÄh
[]A\A]A^A_Ã@L;d$tIƒ,$
„³¸ÿÿÿÿëÑL‰æèG;ûÿ…ÀyÅH‹<?"H5uå
‰D$H‹:èÙ6ûÿ‹D$ë¥1ÀHƒ¿`
”À÷Ø둅À~H‰Ú1ÀfDHǃÀ
HƒÂA9GìHL$HÀçÿÿH‰ÞIAÿÑH‰îIv1ÀH‰ڋN…É~HÇÿÿÿÿ‹NƒÀ
HƒÂ9ÁëE1äétþÿÿI‹D$L‰çÿP0é=ÿÿÿI‹D$L‰çÿP01ÀéÿÿÿèL9ûÿH…ÀH‰ÇI‰F …Ùþÿÿéÿÿÿ€H‹A‹t$I‹|$ ÿðédþÿÿA‹¿P
L‹D$Iw¹
‰Âè6ûÿH…ÀI‰Ä…þÿÿéÅþÿÿH‹>"H5Lå
‰D$H‹:è®5ûÿ‹D$éwþÿÿDH‹i="H‰úH‰÷H‰ÖH‹H‹€ÿà@éë6ûÿff.„AWAVAUI‰ýATUSHìèH‹ H‰t$H…ÿt&è©7ûÿH…ÀtHƒ
HÄè[]A\A]A^A_ÃfDA‹E…	D$(Ž=
ď
I‹mL‰l$ HiÀp
L‹t$I‰íL¤p
ëIÅp
M9å„
I‹uL‰ëL‰÷H)ëè6ûÿ…ÀuÚM‰îI‰ßL‹l$ A‹Fƒøÿ„×I‹–`
H…Ò„…ÀŽ1À„HcЃÀ
IÇDÖÿÿÿÿM‰þMuA;F|äI‹†`
L‰5ö%HŒ$pIvI~HåÿÿÿÐM}ƒ¼$p„šA‹wM‹X
M…É„ÅH‹ð;"A‹P
IWE1ÀH‹H‹xHÇD$ÇD$Ç$ÿèé¨þÿÿ„L‹l$ H‹t$H=~ã
¹	ó¦tVH‹t$H=N6¹ó¦tRH‹t$H=P6¹
ó¦uƒ|$(
„ŠH‹T$H=5%L‰îè8ûÿé8þÿÿ„I‹E Hƒ
I‹E éþÿÿH=Jè³4ûÿA‹MH‰„$€…ÉŽþH„$E1öL‰l$(H‰D$@H„$€H‰D$XH„$pH‰D$`H„$H‰D$hH„$H‰D$pH„$ H‰D$xé‹@H…í„ŽH‰ïè¯2ûÿL‹|$ I‰ÄI9ÇŒöH‰îH‰ÂH‰ßèp4ûÿL‰øJ4#L)àH‰ñH)ÙHƒø
Ž$Æ
HĮ
H‰ßH)Þèä0ûÿH‰ßH‰Åè‰1ûÿH‰îH‹|$XAƒÆ
è˜1ûÿH‹D$(D;p¨H‹L$(IcÆH‹|$@HiÀp
HA¹.H‰ÆH‹¨h
D‹hóH¥H‹L‹¸X
H…íH‰L$P‹ˆP
‰L$4„)H‰ïèá1ûÿL`dL‰d$ L‰çè6ûÿH…ÀH‰Ã„ŽAƒýÿ„úþÿÿH‹£9"‹|$4H‹ÿh
¾HHŠá
H‰D$8L‰æ1ÀH‰ßèi2ûÿL‹D$8LcàIƒ(
„×
H‹L$ L9áŽÁ
L‰àHÁè?„À…²
J#H‰D$8H‰ÈL)àM…ÿH‰D$H„[E…íŽ<
H‹D$PL‰¼$è
¹.H‰¬$ø
D‰¬$˜Há
H‹|$`H‹t$@H‰„$‹D$4L‹|$HH‹l$8‰„$à
1ÀóH¥L‰þH‰ïH‹Œ$€è¬1ûÿ…ÀxnH˜I9Ç~gI)ÇAƒý
Ld„:
H‹|$`H‹L$hAEþHoL,Áë!€H˜L9ø}/HƒÅI
ÄI)ÇL9í„

H‹MHjà
1ÀL‰þL‰çè>1ûÿ…ÀyÊH‹L$8H)ÙH‹9"L‹D$ Hß
¾
H‹81Àè€4ûÿH‰ßèX/ûÿ1öéËýÿÿH‰ÂI‹} H‹t$è°.ûÿ‰Â1ÒHD„$€éÜúÿÿ@Hƒ|$H~–H‹D$8ºarÇscalf‰PHpH‹D$HHƒèéDýÿÿf.„A¼dHÇD$ déÔýÿÿ@1ÉéOÿÿÿI‹@L‰ÇÿP0éþÿÿI‰ÅH‹”$€écÿÿÿA‹Gp
é^ûÿÿM…ÿŽÿÿÿML$
L+L$8CÆ<)ˆýþÿÿH‹t$8H‹D$HL
ÎL)Èé¼üÿÿH‹C7"éúÿÿèñ.ûÿH‰ÆéÓüÿÿH‹L$PHõÞ
H‰ÇL‰æ1Àèð/ûÿH‹L$ H˜H9ÁŽXÿÿÿH‰ÂHÁê?„Ò…IÿÿÿH)ÁH4H‰Èé\üÿÿH‹D$PD‰¬$˜¹.HDŽ$è
H‰¬$ø
HªÞ
H‹|$pH‹t$@H‰„$‹D$4‰„$à
1ÀóH¥H‹t$HH‹|$8H‹Œ$è\/ûÿ…ÀxrL‹|$HH˜I9Ç~fH‹L$8I)ÇAƒý
L$
Ž¡H‹D$pH‹L$xHhAEþL,ÁëfDH˜L9ø}+HƒÅI
ÄI)ÇL9ítmH‹MHÞ
1ÀL‰þL‰çèê.ûÿ…Àyξ
¸
H‹L$HHt$8H)ÁH‰ÈéaûÿÿI‹E1öH‹¸X
è-ûÿI‹} H‹t$H‰ÂH‰Ãèa,ûÿ…ÀuTH‰Øé•øÿÿM…ÿf~¨CÆ<)Iƒï
Iƒÿv™H¸, not alI‰D$
H¸locatedI‰D$	ID$H;D$8”À¶ÀH‰Æémÿÿÿ1ÀéBøÿÿH‰Ðé
ùÿÿf.„éË0ûÿff.„H‹15"H9G”À¶ÀÃf.„@1Àéé0ûÿf„1Àé)2ûÿf„1ÀéI0ûÿf„1Àéù/ûÿf„1ÀéY,ûÿf„1Àé¹,ûÿf„1Àéi0ûÿf„1Àé™.ûÿf„1ÀéÙ-ûÿf„1Àé91ûÿf„1Àé)/ûÿf„1ÀéÙ,ûÿf„1ÀÇD$
é!-ûÿ1ÀÇD$
éQ1ûÿA¹
1Àés,ûÿ1ÀÇD$
ÇD$
é)-ûÿf„1ÀÇD$
ÇD$
é),ûÿf„A¹
1ÀÇD$
éË/ûÿff.„A¹
1Àéó.ûÿA¸
1ÀéS,ûÿ1ÀÇD$
ÇD$
éi-ûÿf„A¹
1ÀÇD$
é0ûÿff.„1ÀÇD$
ÇD$
é9.ûÿf„1ÀÇD$(
ÇD$ 
ÇD$
éA-ûÿ1ÀÇD$
ÇD$
ÇD$
é
0ûÿ1ÀÇD$(
ÇD$ 
ÇD$
éÁ*ûÿ1Àéi/ûÿf„1ÀÇD$
éq,ûÿ1ÀÇD$
é)ûÿA¹
1Àé£-ûÿA¹
1Àé“)ûÿ1ÀÇD$
ÇD$
éé,ûÿf„A¹
1ÀÇD$
é»*ûÿff.„A¸
1Àé3.ûÿ1ÀÇD$
ÇD$
é9)ûÿf„1ÀÇD$(
ÇD$ 
ÇD$
é¡,ûÿ1ÀÇD$
ÇD$
ÇD$
é¡*ûÿ1ÀÇD$(
ÇD$ 
ÇD$
é‘,ûÿ1ÀéÉ*ûÿf„1Àé/ûÿf„¾
1ÀéD.ûÿ@1Àéé.ûÿf„S1ÀH‰ûH‰÷¾
è},ûÿò[ÀS1ÀH‰ûH‰÷¾
è].ûÿó[ÃHƒìHƒÄÃOO|ii:_flapack.zgesvOO|ii:_flapack.cgesvOO|ii:_flapack.dgesvOO|ii:_flapack.sgesvO|i:_flapack.zgetrfO|i:_flapack.cgetrfO|i:_flapack.dgetrfO|i:_flapack.sgetrfrealCNTOOOOO|OOOOi:_flapack.zgbtrs%s: zgbtrs:ldb=%d%s: zgbtrs:ldab=%dOOOOO|OOOOi:_flapack.cgbtrs%s: cgbtrs:ldb=%d%s: cgbtrs:ldab=%dOOOOO|OOOOi:_flapack.dgbtrs%s: dgbtrs:ldb=%d%s: dgbtrs:ldab=%dOOOOO|OOOOi:_flapack.sgbtrs%s: sgbtrs:ldb=%d%s: sgbtrs:ldab=%dLUVO|OOOOOi:_flapack.zhbevd%s: zhbevd:compute_v=%d%s: zhbevd:lower=%d%s: zhbevd:ldab=%d(n>0) failed for hidden n%s: zhbevd:n=%d%s: zhbevd:liwork=%d%s: zhbevd:lrwork=%dO|OOOOOi:_flapack.chbevd%s: chbevd:compute_v=%d%s: chbevd:lower=%d%s: chbevd:ldab=%d%s: chbevd:n=%d%s: chbevd:liwork=%d%s: chbevd:lrwork=%dOO|OOOii:_flapack.zggev%s: zggev:compute_vr=%d%s: zggev:compute_vl=%d%s: zggev:lwork=%dOO|OOOii:_flapack.cggev%s: cggev:compute_vr=%d%s: cggev:compute_vl=%d%s: cggev:lwork=%dOO|OOOii:_flapack.dggev%s: dggev:compute_vr=%d%s: dggev:compute_vl=%d%s: dggev:lwork=%dOO|OOOii:_flapack.sggev%s: sggev:compute_vr=%d%s: sggev:compute_vl=%d%s: sggev:lwork=%dOO|OOOOi:_flapack.zlaswp%s: zlaswp:k1=%d%s: zlaswp:inc=%d%s: zlaswp:off=%d%s: zlaswp:m=%d%s: zlaswp:k2=%dOO|OOOOi:_flapack.claswp%s: claswp:k1=%d%s: claswp:inc=%d%s: claswp:off=%d%s: claswp:m=%d%s: claswp:k2=%dOO|OOOOi:_flapack.dlaswp%s: dlaswp:k1=%d%s: dlaswp:inc=%d%s: dlaswp:off=%d%s: dlaswp:m=%d%s: dlaswp:k2=%dOO|OOOOi:_flapack.slaswp%s: slaswp:k1=%d%s: slaswp:inc=%d%s: slaswp:off=%d%s: slaswp:m=%d%s: slaswp:k2=%dO|OOi:_flapack.zpotrf%s: zpotrf:lower=%d%s: zpotrf:clean=%dO|OOi:_flapack.cpotrf%s: cpotrf:lower=%d%s: cpotrf:clean=%dO|OOi:_flapack.dpotrf%s: dpotrf:lower=%d%s: dpotrf:clean=%dO|OOi:_flapack.spotrf%s: spotrf:lower=%d%s: spotrf:clean=%dOO|Oii:_flapack.zposv%s: zposv:lower=%dOO|Oii:_flapack.cposv%s: cposv:lower=%dOO|Oii:_flapack.dposv%s: dposv:lower=%dOO|Oii:_flapack.sposv%s: sposv:lower=%dO|OOOi:_flapack.zheevd%s: zheevd:lower=%d%s: zheevd:compute_v=%d%s: zheevd:lwork=%dO|OOOi:_flapack.cheevd%s: cheevd:lower=%d%s: cheevd:compute_v=%d%s: cheevd:lwork=%dO|OOOi:_flapack.dsyevd%s: dsyevd:lower=%d%s: dsyevd:compute_v=%d%s: dsyevd:lwork=%dO|OOOi:_flapack.ssyevd%s: ssyevd:lower=%d%s: ssyevd:compute_v=%d%s: ssyevd:lwork=%dO|OOOi:_flapack.zheev%s: zheev:lower=%d%s: zheev:compute_v=%d%s: zheev:lwork=%dO|OOOi:_flapack.cheev%s: cheev:lower=%d%s: cheev:compute_v=%d%s: cheev:lwork=%dO|OOOi:_flapack.dsyev%s: dsyev:lower=%d%s: dsyev:compute_v=%d%s: dsyev:lwork=%dO|OOOi:_flapack.ssyev%s: ssyev:lower=%d%s: ssyev:compute_v=%d%s: ssyev:lwork=%dOO|OOOii:_flapack.zgegv%s: zgegv:compute_vr=%d%s: zgegv:compute_vl=%d%s: zgegv:lwork=%dOO|OOOii:_flapack.cgegv%s: cgegv:compute_vr=%d%s: cgegv:compute_vl=%d%s: cgegv:lwork=%dOO|OOOii:_flapack.dgegv%s: dgegv:compute_vr=%d%s: dgegv:compute_vl=%d%s: dgegv:lwork=%dOO|OOOii:_flapack.sgegv%s: sgegv:compute_vr=%d%s: sgegv:compute_vl=%d%s: sgegv:lwork=%dO|OOOi:_flapack.zgeev%s: zgeev:compute_vr=%d%s: zgeev:compute_vl=%d%s: zgeev:lwork=%dO|OOOi:_flapack.cgeev%s: cgeev:compute_vr=%d%s: cgeev:compute_vl=%d%s: cgeev:lwork=%dO|OOOi:_flapack.dgeev%s: dgeev:compute_vr=%d%s: dgeev:compute_vl=%d%s: dgeev:lwork=%dO|OOOi:_flapack.sgeev%s: sgeev:compute_vr=%d%s: sgeev:compute_vl=%d%s: sgeev:lwork=%dSAO|OOOi:_flapack.zgesdd%s: zgesdd:full_matrices=%d%s: zgesdd:compute_uv=%dO|OOOi:_flapack.cgesdd%s: cgesdd:full_matrices=%d%s: cgesdd:compute_uv=%dO|OOOi:_flapack.dgesdd%s: dgesdd:full_matrices=%d%s: dgesdd:compute_uv=%dO|OOOi:_flapack.sgesdd%s: sgesdd:full_matrices=%d%s: sgesdd:compute_uv=%dOO|Oi:_flapack.zgetri%s: zgetri:lwork=%dOO|Oi:_flapack.cgetri%s: cgetri:lwork=%dOO|Oi:_flapack.dgetri%s: dgetri:lwork=%dOO|Oi:_flapack.sgetri%s: sgetri:lwork=%dO|OOOi:_flapack.zgehrd%s: zgehrd:lwork=%dO|OOOi:_flapack.cgehrd%s: cgehrd:lwork=%dO|OOOi:_flapack.dgehrd%s: dgehrd:lwork=%dO|OOOi:_flapack.sgehrd%s: sgehrd:lwork=%dPBO|OOi:_flapack.zgebal(m>=n) failed for hidden m%s: zgebal:m=%dNiiNiO|OOi:_flapack.cgebal%s: cgebal:m=%dO|OOi:_flapack.dgebal%s: dgebal:m=%dO|OOi:_flapack.sgebal%s: sgebal:m=%dOO|OOOOi:_flapack.ztrtrs%s: ztrtrs:lower=%d%s: ztrtrs:unitdiag=%d%s: ztrtrs:trans=%d%s: ztrtrs:lda=%dOO|OOOOi:_flapack.ctrtrs%s: ctrtrs:lower=%d%s: ctrtrs:unitdiag=%d%s: ctrtrs:trans=%d%s: ctrtrs:lda=%dOO|OOOOi:_flapack.dtrtrs%s: dtrtrs:lower=%d%s: dtrtrs:unitdiag=%d%s: dtrtrs:trans=%d%s: dtrtrs:lda=%dOO|OOOOi:_flapack.strtrs%s: strtrs:lower=%d%s: strtrs:unitdiag=%d%s: strtrs:trans=%d%s: strtrs:lda=%ddselectdselect_extra_args()capi_return is NULL
(N)sselectsselect_extra_argszselectzselect_extra_argscselectcselect_extra_argsOO|Oi:_flapack.zungrq%s: zungrq:lwork=%dOO|Oi:_flapack.cungrq%s: cungrq:lwork=%dOO|Oi:_flapack.dorgrq%s: dorgrq:lwork=%dOO|Oi:_flapack.sorgrq%s: sorgrq:lwork=%dOO|Oi:_flapack.zungqr%s: zungqr:lwork=%dOO|Oi:_flapack.cungqr%s: cungqr:lwork=%dOO|Oi:_flapack.dorgqr%s: dorgqr:lwork=%dOO|Oi:_flapack.sorgqr%s: sorgqr:lwork=%dO|Oi:_flapack.zgerqf%s: zgerqf:lwork=%dO|Oi:_flapack.cgerqf%s: cgerqf:lwork=%dO|Oi:_flapack.dgerqf%s: dgerqf:lwork=%dO|Oi:_flapack.sgerqf%s: sgerqf:lwork=%dO|Oi:_flapack.zgeqrf%s: zgeqrf:lwork=%dO|Oi:_flapack.cgeqrf%s: cgeqrf:lwork=%dO|Oi:_flapack.dgeqrf%s: dgeqrf:lwork=%dO|Oi:_flapack.sgeqrf%s: sgeqrf:lwork=%dO|Oi:_flapack.zgeqp3%s: zgeqp3:lwork=%dO|Oi:_flapack.cgeqp3%s: cgeqp3:lwork=%dO|Oi:_flapack.dgeqp3%s: dgeqp3:lwork=%dO|Oi:_flapack.sgeqp3%s: sgeqp3:lwork=%dOOO|Oi:_flapack.zgetrs%s: zgetrs:trans=%dOOO|Oi:_flapack.cgetrs%s: cgetrs:trans=%dOOO|Oi:_flapack.dgetrs%s: dgetrs:trans=%dOOO|Oi:_flapack.sgetrs%s: sgetrs:trans=%dOOOOO|OOOOOOi:_flapack.zhbevx%s: zhbevx:compute_v=%d%s: zhbevx:lower=%d%s: zhbevx:range=%d%s: zhbevx:ldab=%d%s: zhbevx:il=%d%s: zhbevx:iu=%dOOOOO|OOOOOOi:_flapack.chbevx%s: chbevx:compute_v=%d%s: chbevx:lower=%d%s: chbevx:range=%d%s: chbevx:ldab=%d%s: chbevx:il=%d%s: chbevx:iu=%dOOOOO|OOOOOOi:_flapack.ssbevx%s: ssbevx:compute_v=%d%s: ssbevx:lower=%d%s: ssbevx:range=%d%s: ssbevx:ldab=%d%s: ssbevx:il=%d%s: ssbevx:iu=%dOO|OOii:_flapack.cgelss%s: cgelss:lwork=%dNNNiNiOO|OOii:_flapack.sgelss%s: sgelss:lwork=%dOOOOO|OOOOOOi:_flapack.dsbevx%s: dsbevx:compute_v=%d%s: dsbevx:lower=%d%s: dsbevx:range=%d%s: dsbevx:ldab=%d%s: dsbevx:il=%d%s: dsbevx:iu=%dOO|OOii:_flapack.zgelss%s: zgelss:lwork=%dOO|OOii:_flapack.dgelss%s: dgelss:lwork=%dim_func__call__fortranfunc_codeco_argcountfunc_defaultsOO|OOOO!i:_flapack.sgees%s: sgees:sort_t=%d%s: sgees:compute_v=%d%s: sgees:lwork=%dNiNNNNiOO|OOOO!i:_flapack.zgees%s: zgees:sort_t=%d%s: zgees:compute_v=%d%s: zgees:lwork=%dNiNNNiOO|OOOO!i:_flapack.cgees%s: cgees:sort_t=%d%s: cgees:compute_v=%d%s: cgees:lwork=%dOOO|OOOOOOO!ii:_flapack.zgges%s: zgges:jobvsr=%d%s: zgges:sort_t=%d%s: zgges:jobvsl=%d%s: zgges:lwork=%dNNiNNNNNiOOO|OOOOOOO!ii:_flapack.cgges%s: cgges:jobvsr=%d%s: cgges:sort_t=%d%s: cgges:jobvsl=%d%s: cgges:lwork=%dOOO|OOOOOOO!ii:_flapack.dgges%s: dgges:jobvsr=%d%s: dgges:sort_t=%d%s: dgges:jobvsl=%d%s: dgges:lwork=%dNNiNNNNNNiOOO|OOOOOOO!ii:_flapack.sgges%s: sgges:jobvsr=%d%s: sgges:sort_t=%d%s: sgges:jobvsl=%d%s: sgges:lwork=%dout of memoryNULL pointer foundOOOOOO|i:_flapack.sormqrOOOOOO|i:_flapack.dormqrOOOOOO|i:_flapack.cunmqrOOOOOO|i:_flapack.zunmqrOOO|OOOi:_flapack.strsyl%s: strsyl:isgn=%dNfiOOO|OOOi:_flapack.dtrsyl%s: dtrsyl:isgn=%dNdiOOO|OOOi:_flapack.ctrsyl%s: ctrsyl:isgn=%dOOO|OOOi:_flapack.ztrsyl%s: ztrsyl:isgn=%dO|OOOOOOi:_flapack.ssyevr%s: ssyevr:ldz=%dO|OOOOOOi:_flapack.dsyevr%s: dsyevr:ldz=%dO|OOOOOOi:_flapack.cheevr%s: cheevr:ldz=%dO|OOOOOOi:_flapack.zheevr%s: zheevr:ldz=%dOO|OOOii:_flapack.ssygvOO|OOOii:_flapack.dsygvOO|OOOii:_flapack.chegvOO|OOOii:_flapack.zhegvOO|OOOOii:_flapack.ssygvdOO|OOOOii:_flapack.dsygvdOOO|OOOOOii:_flapack.ssygvx%s: ssygvx:ldz=%dOOO|OOOOOii:_flapack.dsygvx%s: dsygvx:ldz=%dOOO|OOOOOii:_flapack.chegvx%s: chegvx:ldz=%dOOO|OOOOOii:_flapack.zhegvx%s: zhegvx:ldz=%dO:_flapack.sgetri_lworkO:_flapack.zgetri_lworkO:_flapack.cgetri_lworkO:_flapack.dgetri_lworkO|OO:_flapack.zgehrd_lworkO|OO:_flapack.cgehrd_lworkOOOO|ii:_flapack.zgbsvOOOO|ii:_flapack.cgbsvOOOO|ii:_flapack.dgbsvOOOO|ii:_flapack.sgbsvOO|OO:_flapack.dgesdd_lworkOO|OO:_flapack.sgesdd_lworkO|OO:_flapack.dgehrd_lworkO|OO:_flapack.sgehrd_lworkO|OOi:_flapack.dtrtri%s: dtrtri:lower=%d%s: dtrtri:unitdiag=%dO|OOi:_flapack.ztrtri%s: ztrtri:lower=%d%s: ztrtri:unitdiag=%dO|OOi:_flapack.ctrtri%s: ctrtri:lower=%d%s: ctrtri:unitdiag=%dO|OOi:_flapack.strtri%s: strtri:lower=%d%s: strtri:unitdiag=%dO|OO:_flapack.zgeev_lwork%s: zgeev_lwork:compute_vr=%d%s: zgeev_lwork:compute_vl=%dOO|Oi:_flapack.spotrs%s: spotrs:lower=%dOO|OO:_flapack.zgesdd_lworkO|OOi:_flapack.spbtrf%s: spbtrf:lower=%d%s: spbtrf:ldab=%dO|OOi:_flapack.cpbtrf%s: cpbtrf:lower=%d%s: cpbtrf:ldab=%dOO|OO:_flapack.cgesdd_lworkO|OOi:_flapack.zpbtrf%s: zpbtrf:lower=%d%s: zpbtrf:ldab=%dO|Oi:_flapack.spotri%s: spotri:lower=%dO|OO:_flapack.dgeev_lwork%s: dgeev_lwork:compute_vr=%d%s: dgeev_lwork:compute_vl=%dO|OO:_flapack.cgeev_lwork%s: cgeev_lwork:compute_vr=%d%s: cgeev_lwork:compute_vl=%dO|Oi:_flapack.dpotri%s: dpotri:lower=%dO|Oi:_flapack.zpotri%s: zpotri:lower=%dO|Oi:_flapack.cpotri%s: cpotri:lower=%dO|Oi:_flapack.zlauum%s: zlauum:lower=%dO|Oi:_flapack.clauum%s: clauum:lower=%dO|Oi:_flapack.dlauum%s: dlauum:lower=%dO|Oi:_flapack.slauum%s: slauum:lower=%dO|OO:_flapack.sgeev_lwork%s: sgeev_lwork:compute_vr=%d%s: sgeev_lwork:compute_vl=%dOO|Oi:_flapack.dpotrs%s: dpotrs:lower=%dOO|Oi:_flapack.zpotrs%s: zpotrs:lower=%dOO|Oi:_flapack.cpotrs%s: cpotrs:lower=%dO|OOi:_flapack.dpbtrf%s: dpbtrf:lower=%d%s: dpbtrf:ldab=%dOOO|OOOi:_flapack.zgbtrf%s: zgbtrf:ldab=%dO|OOOi:_flapack.ssbev%s: ssbev:lower=%d%s: ssbev:compute_v=%d%s: ssbev:ldab=%dOOO|OOOi:_flapack.cgbtrf%s: cgbtrf:ldab=%dOOO|OOOi:_flapack.dgbtrf%s: dgbtrf:ldab=%dOO|OOi:_flapack.zpbtrs%s: zpbtrs:lower=%d%s: zpbtrs:ldab=%dOO|OOi:_flapack.spbtrs%s: spbtrs:lower=%d%s: spbtrs:ldab=%dOOO|OOOi:_flapack.sgbtrf%s: sgbtrf:ldab=%dOO|OOii:_flapack.dpbsv%s: dpbsv:lower=%d%s: dpbsv:ldab=%dO|OOOi:_flapack.dsbev%s: dsbev:lower=%d%s: dsbev:compute_v=%d%s: dsbev:ldab=%dOO|OOOOii:_flapack.chegvdOO|OOii:_flapack.zpbsv%s: zpbsv:lower=%d%s: zpbsv:ldab=%dOO|OOOOii:_flapack.zhegvdOO|OOi:_flapack.cpbtrs%s: cpbtrs:lower=%d%s: cpbtrs:ldab=%dOO|OOi:_flapack.dpbtrs%s: dpbtrs:lower=%d%s: dpbtrs:ldab=%dOO|OOOO!i:_flapack.dgees%s: dgees:sort_t=%d%s: dgees:compute_v=%d%s: dgees:lwork=%dOO|OOii:_flapack.spbsv%s: spbsv:lower=%d%s: spbsv:ldab=%dOO|OOii:_flapack.cpbsv%s: cpbsv:lower=%d%s: cpbsv:ldab=%dO|OOOOi:_flapack.ssbevd%s: ssbevd:lower=%d%s: ssbevd:compute_v=%d%s: ssbevd:ldab=%d%s: ssbevd:liwork=%dO|OOOOi:_flapack.dsbevd%s: dsbevd:lower=%d%s: dsbevd:compute_v=%d%s: dsbevd:ldab=%d%s: dsbevd:liwork=%dO:_flapack.dlamchO:_flapack.slamch_flapacknumpy.core.multiarray_ARRAY_API_ARRAY_API not found_ARRAY_API is NULL pointer$Revision: $__version____doc___flapack.error_cpointer__name__jobvsljobvsrsort_tldvslldvsroverwrite_aoverwrite_blowerldaboverwrite_abtransunitdiagldascalepermutehiklkuoverwrite_lucompute_uvfull_matricescondtausideoverwrite_ccompute_vlcompute_vrcompute_vcleantranatranbisgnk1k2offincliworkvuiliurangeabstolmmaxlrworkcmachipivldbjobzuploitypefailed in converting 1st argument `a' of _flapack.zgesv to C/Fortran array(shape(a,0)==shape(a,1)) failed for 1st argument afailed in converting 2nd argument `b' of _flapack.zgesv to C/Fortran array(shape(a,0)==shape(b,0)) failed for 2nd argument bfailed in converting hidden `piv' of _flapack.zgesv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cgesv to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.cgesv to C/Fortran arrayfailed in converting hidden `piv' of _flapack.cgesv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dgesv to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.dgesv to C/Fortran arrayfailed in converting hidden `piv' of _flapack.dgesv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.sgesv to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.sgesv to C/Fortran arrayfailed in converting hidden `piv' of _flapack.sgesv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zgetrf to C/Fortran arrayfailed in converting hidden `piv' of _flapack.zgetrf to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cgetrf to C/Fortran arrayfailed in converting hidden `piv' of _flapack.cgetrf to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dgetrf to C/Fortran arrayfailed in converting hidden `piv' of _flapack.dgetrf to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.sgetrf to C/Fortran arrayfailed in converting hidden `piv' of _flapack.sgetrf to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.zgbtrs to C/Fortran array_flapack.zgbtrs() 2nd argument (kl) can't be converted to int_flapack.zgbtrs() 1st keyword (trans) can't be converted to intfailed in converting 4th argument `b' of _flapack.zgbtrs to C/Fortran array_flapack.zgbtrs() 3rd argument (ku) can't be converted to int_flapack.zgbtrs() 4th keyword (ldb) can't be converted to int(shape(b,0)==ldb) failed for 4th keyword ldb_flapack.zgbtrs() 3rd keyword (ldab) can't be converted to int(shape(ab,0)==ldab) failed for 3rd keyword ldab_flapack.zgbtrs() 2nd keyword (n) can't be converted to intfailed in converting 5th argument `ipiv' of _flapack.zgbtrs to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.cgbtrs to C/Fortran array_flapack.cgbtrs() 2nd argument (kl) can't be converted to int_flapack.cgbtrs() 1st keyword (trans) can't be converted to intfailed in converting 4th argument `b' of _flapack.cgbtrs to C/Fortran array_flapack.cgbtrs() 3rd argument (ku) can't be converted to int_flapack.cgbtrs() 4th keyword (ldb) can't be converted to int_flapack.cgbtrs() 3rd keyword (ldab) can't be converted to int_flapack.cgbtrs() 2nd keyword (n) can't be converted to intfailed in converting 5th argument `ipiv' of _flapack.cgbtrs to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.dgbtrs to C/Fortran array_flapack.dgbtrs() 2nd argument (kl) can't be converted to int_flapack.dgbtrs() 1st keyword (trans) can't be converted to intfailed in converting 4th argument `b' of _flapack.dgbtrs to C/Fortran array_flapack.dgbtrs() 3rd argument (ku) can't be converted to int_flapack.dgbtrs() 4th keyword (ldb) can't be converted to int_flapack.dgbtrs() 3rd keyword (ldab) can't be converted to int_flapack.dgbtrs() 2nd keyword (n) can't be converted to intfailed in converting 5th argument `ipiv' of _flapack.dgbtrs to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.sgbtrs to C/Fortran array_flapack.sgbtrs() 2nd argument (kl) can't be converted to int_flapack.sgbtrs() 1st keyword (trans) can't be converted to intfailed in converting 4th argument `b' of _flapack.sgbtrs to C/Fortran array_flapack.sgbtrs() 3rd argument (ku) can't be converted to int_flapack.sgbtrs() 4th keyword (ldb) can't be converted to int_flapack.sgbtrs() 3rd keyword (ldab) can't be converted to int_flapack.sgbtrs() 2nd keyword (n) can't be converted to intfailed in converting 5th argument `ipiv' of _flapack.sgbtrs to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.zhbevd to C/Fortran array_flapack.zhbevd() 1st keyword (compute_v) can't be converted to int(compute_v==1||compute_v==0) failed for 1st keyword compute_v_flapack.zhbevd() 2nd keyword (lower) can't be converted to int(lower==0||lower==1) failed for 2nd keyword lower_flapack.zhbevd() 3rd keyword (ldab) can't be converted to intfailed in converting hidden `w' of _flapack.zhbevd to C/Fortran array_flapack.zhbevd() 5th keyword (liwork) can't be converted to int(liwork>=(compute_v?3+5*n:1)) failed for 5th keyword liworkfailed in converting hidden `iwork' of _flapack.zhbevd to C/Fortran array_flapack.zhbevd() 4th keyword (lrwork) can't be converted to int(lrwork>=(compute_v?1+5*n+2*n*n:n)) failed for 4th keyword lrworkfailed in converting hidden `work' of _flapack.zhbevd to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.zhbevd to C/Fortran arrayfailed in converting hidden `z' of _flapack.zhbevd to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.chbevd to C/Fortran array_flapack.chbevd() 1st keyword (compute_v) can't be converted to int_flapack.chbevd() 2nd keyword (lower) can't be converted to int_flapack.chbevd() 3rd keyword (ldab) can't be converted to intfailed in converting hidden `w' of _flapack.chbevd to C/Fortran array_flapack.chbevd() 5th keyword (liwork) can't be converted to intfailed in converting hidden `iwork' of _flapack.chbevd to C/Fortran array_flapack.chbevd() 4th keyword (lrwork) can't be converted to intfailed in converting hidden `work' of _flapack.chbevd to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.chbevd to C/Fortran arrayfailed in converting hidden `z' of _flapack.chbevd to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zggev to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.zggev to C/Fortran array(shape(b,0)==shape(b,1)) failed for 2nd argument b_flapack.zggev() 2nd keyword (compute_vr) can't be converted to int(compute_vr==1||compute_vr==0) failed for 2nd keyword compute_vr_flapack.zggev() 1st keyword (compute_vl) can't be converted to int(compute_vl==1||compute_vl==0) failed for 1st keyword compute_vlfailed in converting hidden `alpha' of _flapack.zggev to C/Fortran array_flapack.zggev() 3rd keyword (lwork) can't be converted to int((lwork==-1) || (lwork>=MAX(1,2*n))) failed for 3rd keyword lworkfailed in converting hidden `work' of _flapack.zggev to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.zggev to C/Fortran arrayfailed in converting hidden `beta' of _flapack.zggev to C/Fortran arrayfailed in converting hidden `vr' of _flapack.zggev to C/Fortran arrayfailed in converting hidden `vl' of _flapack.zggev to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cggev to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.cggev to C/Fortran array_flapack.cggev() 2nd keyword (compute_vr) can't be converted to int_flapack.cggev() 1st keyword (compute_vl) can't be converted to intfailed in converting hidden `alpha' of _flapack.cggev to C/Fortran array_flapack.cggev() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.cggev to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.cggev to C/Fortran arrayfailed in converting hidden `beta' of _flapack.cggev to C/Fortran arrayfailed in converting hidden `vr' of _flapack.cggev to C/Fortran arrayfailed in converting hidden `vl' of _flapack.cggev to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dggev to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.dggev to C/Fortran array_flapack.dggev() 2nd keyword (compute_vr) can't be converted to int_flapack.dggev() 1st keyword (compute_vl) can't be converted to intfailed in converting hidden `alphai' of _flapack.dggev to C/Fortran array_flapack.dggev() 3rd keyword (lwork) can't be converted to int((lwork==-1) || (lwork>=MAX(1,8*n))) failed for 3rd keyword lworkfailed in converting hidden `alphar' of _flapack.dggev to C/Fortran arrayfailed in converting hidden `work' of _flapack.dggev to C/Fortran arrayfailed in converting hidden `vl' of _flapack.dggev to C/Fortran arrayfailed in converting hidden `beta' of _flapack.dggev to C/Fortran arrayfailed in converting hidden `vr' of _flapack.dggev to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.sggev to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.sggev to C/Fortran array_flapack.sggev() 2nd keyword (compute_vr) can't be converted to int_flapack.sggev() 1st keyword (compute_vl) can't be converted to intfailed in converting hidden `alphai' of _flapack.sggev to C/Fortran array_flapack.sggev() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `alphar' of _flapack.sggev to C/Fortran arrayfailed in converting hidden `work' of _flapack.sggev to C/Fortran arrayfailed in converting hidden `vl' of _flapack.sggev to C/Fortran arrayfailed in converting hidden `beta' of _flapack.sggev to C/Fortran arrayfailed in converting hidden `vr' of _flapack.sggev to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zlaswp to C/Fortran array_flapack.zlaswp() 1st keyword (k1) can't be converted to int(0<=k1) failed for 1st keyword k1_flapack.zlaswp() 4th keyword (inc) can't be converted to int(inc>0||inc<0) failed for 4th keyword incfailed in converting 2nd argument `piv' of _flapack.zlaswp to C/Fortran array(len(piv)<=nrows) failed for 2nd argument piv_flapack.zlaswp() 3rd keyword (off) can't be converted to int(off>=0 && off<len(piv)) failed for 3rd keyword off(len(piv)-off>(m-1)*abs(inc)) failed for hidden m_flapack.zlaswp() 2nd keyword (k2) can't be converted to int(k1<=k2 && k2<len(piv)-off) failed for 2nd keyword k2failed in converting 1st argument `a' of _flapack.claswp to C/Fortran array_flapack.claswp() 1st keyword (k1) can't be converted to int_flapack.claswp() 4th keyword (inc) can't be converted to intfailed in converting 2nd argument `piv' of _flapack.claswp to C/Fortran array_flapack.claswp() 3rd keyword (off) can't be converted to int_flapack.claswp() 2nd keyword (k2) can't be converted to intfailed in converting 1st argument `a' of _flapack.dlaswp to C/Fortran array_flapack.dlaswp() 1st keyword (k1) can't be converted to int_flapack.dlaswp() 4th keyword (inc) can't be converted to intfailed in converting 2nd argument `piv' of _flapack.dlaswp to C/Fortran array_flapack.dlaswp() 3rd keyword (off) can't be converted to int_flapack.dlaswp() 2nd keyword (k2) can't be converted to intfailed in converting 1st argument `a' of _flapack.slaswp to C/Fortran array_flapack.slaswp() 1st keyword (k1) can't be converted to int_flapack.slaswp() 4th keyword (inc) can't be converted to intfailed in converting 2nd argument `piv' of _flapack.slaswp to C/Fortran array_flapack.slaswp() 3rd keyword (off) can't be converted to int_flapack.slaswp() 2nd keyword (k2) can't be converted to intfailed in converting 1st argument `a' of _flapack.zpotrf to C/Fortran array_flapack.zpotrf() 1st keyword (lower) can't be converted to int(lower==0||lower==1) failed for 1st keyword lower_flapack.zpotrf() 2nd keyword (clean) can't be converted to int(clean==0||clean==1) failed for 2nd keyword cleanfailed in converting 1st argument `a' of _flapack.cpotrf to C/Fortran array_flapack.cpotrf() 1st keyword (lower) can't be converted to int_flapack.cpotrf() 2nd keyword (clean) can't be converted to intfailed in converting 1st argument `a' of _flapack.dpotrf to C/Fortran array_flapack.dpotrf() 1st keyword (lower) can't be converted to int_flapack.dpotrf() 2nd keyword (clean) can't be converted to intfailed in converting 1st argument `a' of _flapack.spotrf to C/Fortran array_flapack.spotrf() 1st keyword (lower) can't be converted to int_flapack.spotrf() 2nd keyword (clean) can't be converted to intfailed in converting 1st argument `a' of _flapack.zposv to C/Fortran array_flapack.zposv() 1st keyword (lower) can't be converted to intfailed in converting 2nd argument `b' of _flapack.zposv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cposv to C/Fortran array_flapack.cposv() 1st keyword (lower) can't be converted to intfailed in converting 2nd argument `b' of _flapack.cposv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dposv to C/Fortran array_flapack.dposv() 1st keyword (lower) can't be converted to intfailed in converting 2nd argument `b' of _flapack.dposv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.sposv to C/Fortran array_flapack.sposv() 1st keyword (lower) can't be converted to intfailed in converting 2nd argument `b' of _flapack.sposv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zheevd to C/Fortran array_flapack.zheevd() 2nd keyword (lower) can't be converted to int_flapack.zheevd() 1st keyword (compute_v) can't be converted to intfailed in converting hidden `w' of _flapack.zheevd to C/Fortran array_flapack.zheevd() 3rd keyword (lwork) can't be converted to int(lwork>=(compute_v?2*n+n*n:n+1)) failed for 3rd keyword lworkfailed in converting hidden `work' of _flapack.zheevd to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.zheevd to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.zheevd to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cheevd to C/Fortran array_flapack.cheevd() 2nd keyword (lower) can't be converted to int_flapack.cheevd() 1st keyword (compute_v) can't be converted to intfailed in converting hidden `w' of _flapack.cheevd to C/Fortran array_flapack.cheevd() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.cheevd to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.cheevd to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.cheevd to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dsyevd to C/Fortran array_flapack.dsyevd() 2nd keyword (lower) can't be converted to int_flapack.dsyevd() 1st keyword (compute_v) can't be converted to intfailed in converting hidden `w' of _flapack.dsyevd to C/Fortran array_flapack.dsyevd() 3rd keyword (lwork) can't be converted to int(lwork>=(compute_v?1+6*n+2*n*n:2*n+1)) failed for 3rd keyword lworkfailed in converting hidden `work' of _flapack.dsyevd to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.dsyevd to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.ssyevd to C/Fortran array_flapack.ssyevd() 2nd keyword (lower) can't be converted to int_flapack.ssyevd() 1st keyword (compute_v) can't be converted to intfailed in converting hidden `w' of _flapack.ssyevd to C/Fortran array_flapack.ssyevd() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.ssyevd to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.ssyevd to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zheev to C/Fortran array_flapack.zheev() 2nd keyword (lower) can't be converted to int_flapack.zheev() 1st keyword (compute_v) can't be converted to intfailed in converting hidden `w' of _flapack.zheev to C/Fortran array_flapack.zheev() 3rd keyword (lwork) can't be converted to int(lwork>=2*n-1) failed for 3rd keyword lworkfailed in converting hidden `work' of _flapack.zheev to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.zheev to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cheev to C/Fortran array_flapack.cheev() 2nd keyword (lower) can't be converted to int_flapack.cheev() 1st keyword (compute_v) can't be converted to intfailed in converting hidden `w' of _flapack.cheev to C/Fortran array_flapack.cheev() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.cheev to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.cheev to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dsyev to C/Fortran array_flapack.dsyev() 2nd keyword (lower) can't be converted to int_flapack.dsyev() 1st keyword (compute_v) can't be converted to intfailed in converting hidden `w' of _flapack.dsyev to C/Fortran array_flapack.dsyev() 3rd keyword (lwork) can't be converted to int(lwork>=3*n-1) failed for 3rd keyword lworkfailed in converting hidden `work' of _flapack.dsyev to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.ssyev to C/Fortran array_flapack.ssyev() 2nd keyword (lower) can't be converted to int_flapack.ssyev() 1st keyword (compute_v) can't be converted to intfailed in converting hidden `w' of _flapack.ssyev to C/Fortran array_flapack.ssyev() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.ssyev to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zgegv to C/Fortran array_flapack.zgegv() 2nd keyword (compute_vr) can't be converted to int_flapack.zgegv() 1st keyword (compute_vl) can't be converted to intfailed in converting hidden `alpha' of _flapack.zgegv to C/Fortran array_flapack.zgegv() 3rd keyword (lwork) can't be converted to int(lwork>=2*n) failed for 3rd keyword lworkfailed in converting 2nd argument `b' of _flapack.zgegv to C/Fortran array(shape(b,0)==shape(b,1) && shape(b,0)==n) failed for 2nd argument bfailed in converting hidden `work' of _flapack.zgegv to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.zgegv to C/Fortran arrayfailed in converting hidden `beta' of _flapack.zgegv to C/Fortran arrayfailed in converting hidden `vr' of _flapack.zgegv to C/Fortran arrayfailed in converting hidden `vl' of _flapack.zgegv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cgegv to C/Fortran array_flapack.cgegv() 2nd keyword (compute_vr) can't be converted to int_flapack.cgegv() 1st keyword (compute_vl) can't be converted to intfailed in converting hidden `alpha' of _flapack.cgegv to C/Fortran array_flapack.cgegv() 3rd keyword (lwork) can't be converted to intfailed in converting 2nd argument `b' of _flapack.cgegv to C/Fortran arrayfailed in converting hidden `work' of _flapack.cgegv to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.cgegv to C/Fortran arrayfailed in converting hidden `beta' of _flapack.cgegv to C/Fortran arrayfailed in converting hidden `vr' of _flapack.cgegv to C/Fortran arrayfailed in converting hidden `vl' of _flapack.cgegv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dgegv to C/Fortran array_flapack.dgegv() 2nd keyword (compute_vr) can't be converted to int_flapack.dgegv() 1st keyword (compute_vl) can't be converted to intfailed in converting hidden `alphai' of _flapack.dgegv to C/Fortran array_flapack.dgegv() 3rd keyword (lwork) can't be converted to int(lwork>=8*n) failed for 3rd keyword lworkfailed in converting hidden `alphar' of _flapack.dgegv to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.dgegv to C/Fortran arrayfailed in converting hidden `work' of _flapack.dgegv to C/Fortran arrayfailed in converting hidden `vl' of _flapack.dgegv to C/Fortran arrayfailed in converting hidden `beta' of _flapack.dgegv to C/Fortran arrayfailed in converting hidden `vr' of _flapack.dgegv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.sgegv to C/Fortran array_flapack.sgegv() 2nd keyword (compute_vr) can't be converted to int_flapack.sgegv() 1st keyword (compute_vl) can't be converted to intfailed in converting hidden `alphai' of _flapack.sgegv to C/Fortran array_flapack.sgegv() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `alphar' of _flapack.sgegv to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.sgegv to C/Fortran arrayfailed in converting hidden `work' of _flapack.sgegv to C/Fortran arrayfailed in converting hidden `vl' of _flapack.sgegv to C/Fortran arrayfailed in converting hidden `beta' of _flapack.sgegv to C/Fortran arrayfailed in converting hidden `vr' of _flapack.sgegv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zgeev to C/Fortran array_flapack.zgeev() 2nd keyword (compute_vr) can't be converted to int_flapack.zgeev() 1st keyword (compute_vl) can't be converted to intfailed in converting hidden `w' of _flapack.zgeev to C/Fortran array_flapack.zgeev() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.zgeev to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.zgeev to C/Fortran arrayfailed in converting hidden `vr' of _flapack.zgeev to C/Fortran arrayfailed in converting hidden `vl' of _flapack.zgeev to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cgeev to C/Fortran array_flapack.cgeev() 2nd keyword (compute_vr) can't be converted to int_flapack.cgeev() 1st keyword (compute_vl) can't be converted to intfailed in converting hidden `w' of _flapack.cgeev to C/Fortran array_flapack.cgeev() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.cgeev to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.cgeev to C/Fortran arrayfailed in converting hidden `vr' of _flapack.cgeev to C/Fortran arrayfailed in converting hidden `vl' of _flapack.cgeev to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dgeev to C/Fortran array_flapack.dgeev() 2nd keyword (compute_vr) can't be converted to int_flapack.dgeev() 1st keyword (compute_vl) can't be converted to intfailed in converting hidden `wr' of _flapack.dgeev to C/Fortran array_flapack.dgeev() 3rd keyword (lwork) can't be converted to int(lwork>=((compute_vl||compute_vr)?4*n:3*n)) failed for 3rd keyword lworkfailed in converting hidden `work' of _flapack.dgeev to C/Fortran arrayfailed in converting hidden `vl' of _flapack.dgeev to C/Fortran arrayfailed in converting hidden `wi' of _flapack.dgeev to C/Fortran arrayfailed in converting hidden `vr' of _flapack.dgeev to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.sgeev to C/Fortran array_flapack.sgeev() 2nd keyword (compute_vr) can't be converted to int_flapack.sgeev() 1st keyword (compute_vl) can't be converted to intfailed in converting hidden `wr' of _flapack.sgeev to C/Fortran array_flapack.sgeev() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.sgeev to C/Fortran arrayfailed in converting hidden `vl' of _flapack.sgeev to C/Fortran arrayfailed in converting hidden `wi' of _flapack.sgeev to C/Fortran arrayfailed in converting hidden `vr' of _flapack.sgeev to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zgesdd to C/Fortran array_flapack.zgesdd() 2nd keyword (full_matrices) can't be converted to int(full_matrices==0||full_matrices==1) failed for 2nd keyword full_matrices_flapack.zgesdd() 1st keyword (compute_uv) can't be converted to int(compute_uv==0||compute_uv==1) failed for 1st keyword compute_uvfailed in converting hidden `s' of _flapack.zgesdd to C/Fortran arrayfailed in converting hidden `u' of _flapack.zgesdd to C/Fortran arrayfailed in converting hidden `vt' of _flapack.zgesdd to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.zgesdd to C/Fortran array_flapack.zgesdd() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `rwork' of _flapack.zgesdd to C/Fortran arrayfailed in converting hidden `work' of _flapack.zgesdd to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cgesdd to C/Fortran array_flapack.cgesdd() 2nd keyword (full_matrices) can't be converted to int_flapack.cgesdd() 1st keyword (compute_uv) can't be converted to intfailed in converting hidden `s' of _flapack.cgesdd to C/Fortran arrayfailed in converting hidden `u' of _flapack.cgesdd to C/Fortran arrayfailed in converting hidden `vt' of _flapack.cgesdd to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.cgesdd to C/Fortran array_flapack.cgesdd() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `rwork' of _flapack.cgesdd to C/Fortran arrayfailed in converting hidden `work' of _flapack.cgesdd to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dgesdd to C/Fortran array_flapack.dgesdd() 2nd keyword (full_matrices) can't be converted to int_flapack.dgesdd() 1st keyword (compute_uv) can't be converted to intfailed in converting hidden `s' of _flapack.dgesdd to C/Fortran arrayfailed in converting hidden `u' of _flapack.dgesdd to C/Fortran arrayfailed in converting hidden `vt' of _flapack.dgesdd to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.dgesdd to C/Fortran array_flapack.dgesdd() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.dgesdd to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.sgesdd to C/Fortran array_flapack.sgesdd() 2nd keyword (full_matrices) can't be converted to int_flapack.sgesdd() 1st keyword (compute_uv) can't be converted to intfailed in converting hidden `s' of _flapack.sgesdd to C/Fortran arrayfailed in converting hidden `u' of _flapack.sgesdd to C/Fortran arrayfailed in converting hidden `vt' of _flapack.sgesdd to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.sgesdd to C/Fortran array_flapack.sgesdd() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.sgesdd to C/Fortran arrayfailed in converting 1st argument `lu' of _flapack.zgetri to C/Fortran array(shape(lu,0)==shape(lu,1)) failed for 1st argument lu_flapack.zgetri() 1st keyword (lwork) can't be converted to int(lwork>=n) failed for 1st keyword lworkfailed in converting hidden `work' of _flapack.zgetri to C/Fortran arrayfailed in converting 2nd argument `piv' of _flapack.zgetri to C/Fortran arrayfailed in converting 1st argument `lu' of _flapack.cgetri to C/Fortran array_flapack.cgetri() 1st keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.cgetri to C/Fortran arrayfailed in converting 2nd argument `piv' of _flapack.cgetri to C/Fortran arrayfailed in converting 1st argument `lu' of _flapack.dgetri to C/Fortran array_flapack.dgetri() 1st keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.dgetri to C/Fortran arrayfailed in converting 2nd argument `piv' of _flapack.dgetri to C/Fortran arrayfailed in converting 1st argument `lu' of _flapack.sgetri to C/Fortran array_flapack.sgetri() 1st keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.sgetri to C/Fortran arrayfailed in converting 2nd argument `piv' of _flapack.sgetri to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zgehrd to C/Fortran array_flapack.zgehrd() 1st keyword (lo) can't be converted to int_flapack.zgehrd() 2nd keyword (hi) can't be converted to int_flapack.zgehrd() 3rd keyword (lwork) can't be converted to int(lwork>=MAX(n,1)) failed for 3rd keyword lworkfailed in converting hidden `tau' of _flapack.zgehrd to C/Fortran arrayfailed in converting hidden `work' of _flapack.zgehrd to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cgehrd to C/Fortran array_flapack.cgehrd() 1st keyword (lo) can't be converted to int_flapack.cgehrd() 2nd keyword (hi) can't be converted to int_flapack.cgehrd() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `tau' of _flapack.cgehrd to C/Fortran arrayfailed in converting hidden `work' of _flapack.cgehrd to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dgehrd to C/Fortran array_flapack.dgehrd() 1st keyword (lo) can't be converted to int_flapack.dgehrd() 2nd keyword (hi) can't be converted to int_flapack.dgehrd() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `tau' of _flapack.dgehrd to C/Fortran arrayfailed in converting hidden `work' of _flapack.dgehrd to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.sgehrd to C/Fortran array_flapack.sgehrd() 1st keyword (lo) can't be converted to int_flapack.sgehrd() 2nd keyword (hi) can't be converted to int_flapack.sgehrd() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `tau' of _flapack.sgehrd to C/Fortran arrayfailed in converting hidden `work' of _flapack.sgehrd to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zgebal to C/Fortran array_flapack.zgebal() 1st keyword (scale) can't be converted to int_flapack.zgebal() 2nd keyword (permute) can't be converted to intfailed in converting hidden `pivscale' of _flapack.zgebal to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cgebal to C/Fortran array_flapack.cgebal() 1st keyword (scale) can't be converted to int_flapack.cgebal() 2nd keyword (permute) can't be converted to intfailed in converting hidden `pivscale' of _flapack.cgebal to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dgebal to C/Fortran array_flapack.dgebal() 1st keyword (scale) can't be converted to int_flapack.dgebal() 2nd keyword (permute) can't be converted to intfailed in converting hidden `pivscale' of _flapack.dgebal to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.sgebal to C/Fortran array_flapack.sgebal() 1st keyword (scale) can't be converted to int_flapack.sgebal() 2nd keyword (permute) can't be converted to intfailed in converting hidden `pivscale' of _flapack.sgebal to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.ztrtrs to C/Fortran array_flapack.ztrtrs() 1st keyword (lower) can't be converted to int_flapack.ztrtrs() 3rd keyword (unitdiag) can't be converted to int(unitdiag==0||unitdiag==1) failed for 3rd keyword unitdiag_flapack.ztrtrs() 2nd keyword (trans) can't be converted to int(trans>=0 && trans <=2) failed for 2nd keyword transfailed in converting 2nd argument `b' of _flapack.ztrtrs to C/Fortran array_flapack.ztrtrs() 4th keyword (lda) can't be converted to int(shape(a,0)==lda) failed for 4th keyword ldafailed in converting 1st argument `a' of _flapack.ctrtrs to C/Fortran array_flapack.ctrtrs() 1st keyword (lower) can't be converted to int_flapack.ctrtrs() 3rd keyword (unitdiag) can't be converted to int_flapack.ctrtrs() 2nd keyword (trans) can't be converted to intfailed in converting 2nd argument `b' of _flapack.ctrtrs to C/Fortran array_flapack.ctrtrs() 4th keyword (lda) can't be converted to intfailed in converting 1st argument `a' of _flapack.dtrtrs to C/Fortran array_flapack.dtrtrs() 1st keyword (lower) can't be converted to int_flapack.dtrtrs() 3rd keyword (unitdiag) can't be converted to int_flapack.dtrtrs() 2nd keyword (trans) can't be converted to intfailed in converting 2nd argument `b' of _flapack.dtrtrs to C/Fortran array_flapack.dtrtrs() 4th keyword (lda) can't be converted to intfailed in converting 1st argument `a' of _flapack.strtrs to C/Fortran array_flapack.strtrs() 1st keyword (lower) can't be converted to int_flapack.strtrs() 3rd keyword (unitdiag) can't be converted to int_flapack.strtrs() 2nd keyword (trans) can't be converted to intfailed in converting 2nd argument `b' of _flapack.strtrs to C/Fortran array_flapack.strtrs() 4th keyword (lda) can't be converted to intcb: Callback dselect not defined (as an argument or module _flapack attribute).
Failed to convert _flapack.dselect_extra_args to tuple.
Callback dselect argument list is not set.
int_from_pyobj failed in converting return_value of call-back function cb_dselect_in_gees__user__routines to C int
Call-back cb_dselect_in_gees__user__routines failed.
cb: Callback sselect not defined (as an argument or module _flapack attribute).
Failed to convert _flapack.sselect_extra_args to tuple.
Callback sselect argument list is not set.
int_from_pyobj failed in converting return_value of call-back function cb_sselect_in_gees__user__routines to C int
Call-back cb_sselect_in_gees__user__routines failed.
int_from_pyobj failed in converting return_value of call-back function cb_dselect_in_gges__user__routines to C int
Call-back cb_dselect_in_gges__user__routines failed.
int_from_pyobj failed in converting return_value of call-back function cb_sselect_in_gges__user__routines to C int
Call-back cb_sselect_in_gges__user__routines failed.
cb: Callback zselect not defined (as an argument or module _flapack attribute).
Failed to convert _flapack.zselect_extra_args to tuple.
Callback zselect argument list is not set.
int_from_pyobj failed in converting return_value of call-back function cb_zselect_in_gees__user__routines to C int
Call-back cb_zselect_in_gees__user__routines failed.
cb: Callback cselect not defined (as an argument or module _flapack attribute).
Failed to convert _flapack.cselect_extra_args to tuple.
Callback cselect argument list is not set.
int_from_pyobj failed in converting return_value of call-back function cb_cselect_in_gees__user__routines to C int
Call-back cb_cselect_in_gees__user__routines failed.
int_from_pyobj failed in converting return_value of call-back function cb_zselect_in_gges__user__routines to C int
Call-back cb_zselect_in_gges__user__routines failed.
int_from_pyobj failed in converting return_value of call-back function cb_cselect_in_gges__user__routines to C int
Call-back cb_cselect_in_gges__user__routines failed.
failed in converting 1st argument `a' of _flapack.zungrq to C/Fortran arrayfailed in converting 2nd argument `tau' of _flapack.zungrq to C/Fortran array_flapack.zungrq() 1st keyword (lwork) can't be converted to int(lwork>=m||lwork==-1) failed for 1st keyword lworkfailed in converting hidden `work' of _flapack.zungrq to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cungrq to C/Fortran arrayfailed in converting 2nd argument `tau' of _flapack.cungrq to C/Fortran array_flapack.cungrq() 1st keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.cungrq to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dorgrq to C/Fortran arrayfailed in converting 2nd argument `tau' of _flapack.dorgrq to C/Fortran array_flapack.dorgrq() 1st keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.dorgrq to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.sorgrq to C/Fortran arrayfailed in converting 2nd argument `tau' of _flapack.sorgrq to C/Fortran array_flapack.sorgrq() 1st keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.sorgrq to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zungqr to C/Fortran arrayfailed in converting 2nd argument `tau' of _flapack.zungqr to C/Fortran array_flapack.zungqr() 1st keyword (lwork) can't be converted to int(lwork>=n||lwork==-1) failed for 1st keyword lworkfailed in converting hidden `work' of _flapack.zungqr to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cungqr to C/Fortran arrayfailed in converting 2nd argument `tau' of _flapack.cungqr to C/Fortran array_flapack.cungqr() 1st keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.cungqr to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dorgqr to C/Fortran arrayfailed in converting 2nd argument `tau' of _flapack.dorgqr to C/Fortran array_flapack.dorgqr() 1st keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.dorgqr to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.sorgqr to C/Fortran arrayfailed in converting 2nd argument `tau' of _flapack.sorgqr to C/Fortran array_flapack.sorgqr() 1st keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.sorgqr to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zgerqf to C/Fortran array_flapack.zgerqf() 1st keyword (lwork) can't be converted to intfailed in converting hidden `tau' of _flapack.zgerqf to C/Fortran arrayfailed in converting hidden `work' of _flapack.zgerqf to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cgerqf to C/Fortran array_flapack.cgerqf() 1st keyword (lwork) can't be converted to intfailed in converting hidden `tau' of _flapack.cgerqf to C/Fortran arrayfailed in converting hidden `work' of _flapack.cgerqf to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dgerqf to C/Fortran array_flapack.dgerqf() 1st keyword (lwork) can't be converted to intfailed in converting hidden `tau' of _flapack.dgerqf to C/Fortran arrayfailed in converting hidden `work' of _flapack.dgerqf to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.sgerqf to C/Fortran array_flapack.sgerqf() 1st keyword (lwork) can't be converted to intfailed in converting hidden `tau' of _flapack.sgerqf to C/Fortran arrayfailed in converting hidden `work' of _flapack.sgerqf to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zgeqrf to C/Fortran arrayfailed in converting hidden `tau' of _flapack.zgeqrf to C/Fortran array_flapack.zgeqrf() 1st keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.zgeqrf to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cgeqrf to C/Fortran arrayfailed in converting hidden `tau' of _flapack.cgeqrf to C/Fortran array_flapack.cgeqrf() 1st keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.cgeqrf to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dgeqrf to C/Fortran arrayfailed in converting hidden `tau' of _flapack.dgeqrf to C/Fortran array_flapack.dgeqrf() 1st keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.dgeqrf to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.sgeqrf to C/Fortran arrayfailed in converting hidden `tau' of _flapack.sgeqrf to C/Fortran array_flapack.sgeqrf() 1st keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.sgeqrf to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zgeqp3 to C/Fortran array_flapack.zgeqp3() 1st keyword (lwork) can't be converted to intfailed in converting hidden `tau' of _flapack.zgeqp3 to C/Fortran arrayfailed in converting hidden `jpvt' of _flapack.zgeqp3 to C/Fortran arrayfailed in converting hidden `work' of _flapack.zgeqp3 to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.zgeqp3 to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cgeqp3 to C/Fortran array_flapack.cgeqp3() 1st keyword (lwork) can't be converted to intfailed in converting hidden `tau' of _flapack.cgeqp3 to C/Fortran arrayfailed in converting hidden `jpvt' of _flapack.cgeqp3 to C/Fortran arrayfailed in converting hidden `work' of _flapack.cgeqp3 to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.cgeqp3 to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dgeqp3 to C/Fortran array_flapack.dgeqp3() 1st keyword (lwork) can't be converted to intfailed in converting hidden `tau' of _flapack.dgeqp3 to C/Fortran arrayfailed in converting hidden `jpvt' of _flapack.dgeqp3 to C/Fortran arrayfailed in converting hidden `work' of _flapack.dgeqp3 to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.sgeqp3 to C/Fortran array_flapack.sgeqp3() 1st keyword (lwork) can't be converted to intfailed in converting hidden `tau' of _flapack.sgeqp3 to C/Fortran arrayfailed in converting hidden `jpvt' of _flapack.sgeqp3 to C/Fortran arrayfailed in converting hidden `work' of _flapack.sgeqp3 to C/Fortran arrayfailed in converting 1st argument `lu' of _flapack.zgetrs to C/Fortran array_flapack.zgetrs() 1st keyword (trans) can't be converted to int(trans>=0 && trans <=2) failed for 1st keyword transfailed in converting 3rd argument `b' of _flapack.zgetrs to C/Fortran array(shape(lu,0)==shape(b,0)) failed for 3rd argument bfailed in converting 2nd argument `piv' of _flapack.zgetrs to C/Fortran arrayfailed in converting 1st argument `lu' of _flapack.cgetrs to C/Fortran array_flapack.cgetrs() 1st keyword (trans) can't be converted to intfailed in converting 3rd argument `b' of _flapack.cgetrs to C/Fortran arrayfailed in converting 2nd argument `piv' of _flapack.cgetrs to C/Fortran arrayfailed in converting 1st argument `lu' of _flapack.dgetrs to C/Fortran array_flapack.dgetrs() 1st keyword (trans) can't be converted to intfailed in converting 3rd argument `b' of _flapack.dgetrs to C/Fortran arrayfailed in converting 2nd argument `piv' of _flapack.dgetrs to C/Fortran arrayfailed in converting 1st argument `lu' of _flapack.sgetrs to C/Fortran array_flapack.sgetrs() 1st keyword (trans) can't be converted to intfailed in converting 3rd argument `b' of _flapack.sgetrs to C/Fortran arrayfailed in converting 2nd argument `piv' of _flapack.sgetrs to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.zhbevx to C/Fortran array_flapack.zhbevx() 2nd argument (vl) can't be converted to double_flapack.zhbevx() 3rd argument (vu) can't be converted to double_flapack.zhbevx() 2nd keyword (compute_v) can't be converted to int(compute_v==1||compute_v==0) failed for 2nd keyword compute_v_flapack.zhbevx() 4th keyword (lower) can't be converted to int(lower==0||lower==1) failed for 4th keyword lower_flapack.zhbevx() 5th keyword (abstol) can't be converted to double_flapack.zhbevx() 3rd keyword (range) can't be converted to int(range==2||range==1||range==0) failed for 3rd keyword range_flapack.zhbevx() 1st keyword (ldab) can't be converted to int(shape(ab,0)==ldab) failed for 1st keyword ldabfailed in converting hidden `w' of _flapack.zhbevx to C/Fortran array_flapack.zhbevx() 4th argument (il) can't be converted to int((il>=1 && il<=n)) failed for 4th argument ilfailed in converting hidden `ifail' of _flapack.zhbevx to C/Fortran array_flapack.zhbevx() 5th argument (iu) can't be converted to int((iu>=1 && iu<=n && iu>=il)) failed for 5th argument iufailed in converting hidden `iwork' of _flapack.zhbevx to C/Fortran array_flapack.zhbevx() 6th keyword (mmax) can't be converted to intfailed in converting hidden `work' of _flapack.zhbevx to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.zhbevx to C/Fortran arrayfailed in converting hidden `q' of _flapack.zhbevx to C/Fortran arrayfailed in converting hidden `z' of _flapack.zhbevx to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.chbevx to C/Fortran array_flapack.chbevx() 2nd argument (vl) can't be converted to float_flapack.chbevx() 3rd argument (vu) can't be converted to float_flapack.chbevx() 2nd keyword (compute_v) can't be converted to int_flapack.chbevx() 4th keyword (lower) can't be converted to int_flapack.chbevx() 5th keyword (abstol) can't be converted to float_flapack.chbevx() 3rd keyword (range) can't be converted to int_flapack.chbevx() 1st keyword (ldab) can't be converted to intfailed in converting hidden `w' of _flapack.chbevx to C/Fortran array_flapack.chbevx() 4th argument (il) can't be converted to intfailed in converting hidden `ifail' of _flapack.chbevx to C/Fortran array_flapack.chbevx() 5th argument (iu) can't be converted to intfailed in converting hidden `iwork' of _flapack.chbevx to C/Fortran array_flapack.chbevx() 6th keyword (mmax) can't be converted to intfailed in converting hidden `work' of _flapack.chbevx to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.chbevx to C/Fortran arrayfailed in converting hidden `q' of _flapack.chbevx to C/Fortran arrayfailed in converting hidden `z' of _flapack.chbevx to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.ssbevx to C/Fortran array_flapack.ssbevx() 2nd argument (vl) can't be converted to float_flapack.ssbevx() 3rd argument (vu) can't be converted to float_flapack.ssbevx() 2nd keyword (compute_v) can't be converted to int_flapack.ssbevx() 4th keyword (lower) can't be converted to int_flapack.ssbevx() 5th keyword (abstol) can't be converted to float_flapack.ssbevx() 3rd keyword (range) can't be converted to int_flapack.ssbevx() 1st keyword (ldab) can't be converted to intfailed in converting hidden `w' of _flapack.ssbevx to C/Fortran array_flapack.ssbevx() 4th argument (il) can't be converted to intfailed in converting hidden `ifail' of _flapack.ssbevx to C/Fortran array_flapack.ssbevx() 5th argument (iu) can't be converted to intfailed in converting hidden `iwork' of _flapack.ssbevx to C/Fortran array_flapack.ssbevx() 6th keyword (mmax) can't be converted to intfailed in converting hidden `work' of _flapack.ssbevx to C/Fortran arrayfailed in converting hidden `q' of _flapack.ssbevx to C/Fortran arrayfailed in converting hidden `z' of _flapack.ssbevx to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cgelss to C/Fortran array_flapack.cgelss() 1st keyword (cond) can't be converted to floatfailed in converting hidden `s' of _flapack.cgelss to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.cgelss to C/Fortran array(maxmn==shape(b,0)) failed for 2nd argument b_flapack.cgelss() 2nd keyword (lwork) can't be converted to int(lwork>=1||lwork==-1) failed for 2nd keyword lworkfailed in converting hidden `work' of _flapack.cgelss to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.cgelss to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.sgelss to C/Fortran array_flapack.sgelss() 1st keyword (cond) can't be converted to floatfailed in converting hidden `s' of _flapack.sgelss to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.sgelss to C/Fortran array_flapack.sgelss() 2nd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.sgelss to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.dsbevx to C/Fortran array_flapack.dsbevx() 2nd argument (vl) can't be converted to double_flapack.dsbevx() 3rd argument (vu) can't be converted to double_flapack.dsbevx() 2nd keyword (compute_v) can't be converted to int_flapack.dsbevx() 4th keyword (lower) can't be converted to int_flapack.dsbevx() 5th keyword (abstol) can't be converted to double_flapack.dsbevx() 3rd keyword (range) can't be converted to int_flapack.dsbevx() 1st keyword (ldab) can't be converted to intfailed in converting hidden `w' of _flapack.dsbevx to C/Fortran array_flapack.dsbevx() 4th argument (il) can't be converted to intfailed in converting hidden `ifail' of _flapack.dsbevx to C/Fortran array_flapack.dsbevx() 5th argument (iu) can't be converted to intfailed in converting hidden `iwork' of _flapack.dsbevx to C/Fortran array_flapack.dsbevx() 6th keyword (mmax) can't be converted to intfailed in converting hidden `work' of _flapack.dsbevx to C/Fortran arrayfailed in converting hidden `q' of _flapack.dsbevx to C/Fortran arrayfailed in converting hidden `z' of _flapack.dsbevx to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zgelss to C/Fortran array_flapack.zgelss() 1st keyword (cond) can't be converted to doublefailed in converting hidden `s' of _flapack.zgelss to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.zgelss to C/Fortran array_flapack.zgelss() 2nd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.zgelss to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.zgelss to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dgelss to C/Fortran array_flapack.dgelss() 1st keyword (cond) can't be converted to doublefailed in converting hidden `s' of _flapack.dgelss to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.dgelss to C/Fortran array_flapack.dgelss() 2nd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.dgelss to C/Fortran arrayextra arguments tuple cannot be used with CObject call-back
Call-back argument must be function|instance|instance.__call__|f2py-function but got %s.
create_cb_arglist: Failed to build argument list (siz) with enough arguments (tot-opt) required by user-supplied function (siz,tot,opt=%d,%d,%d).
_flapack.sgees() 2nd keyword (sort_t) can't be converted to int(sort_t==0||sort_t==1) failed for 2nd keyword sort_tfailed in processing argument list for call-back sselect._flapack.sgees() 1st keyword (compute_v) can't be converted to int(compute_v==0||compute_v==1) failed for 1st keyword compute_vfailed in converting 2nd argument `a' of _flapack.sgees to C/Fortran array(shape(a,0)==shape(a,1)) failed for 2nd argument afailed in converting hidden `wi' of _flapack.sgees to C/Fortran arrayfailed in converting hidden `vs' of _flapack.sgees to C/Fortran arrayfailed in converting hidden `wr' of _flapack.sgees to C/Fortran arrayfailed in converting hidden `bwork' of _flapack.sgees to C/Fortran array_flapack.sgees() 3rd keyword (lwork) can't be converted to int((lwork==-1)||(lwork >= MAX(1,2*n))) failed for 3rd keyword lworkfailed in converting hidden `work' of _flapack.sgees to C/Fortran arrayfailed in converting 2nd argument `a' of _flapack.zgees to C/Fortran array_flapack.zgees() 2nd keyword (sort_t) can't be converted to intfailed in processing argument list for call-back zselect._flapack.zgees() 1st keyword (compute_v) can't be converted to intfailed in converting hidden `w' of _flapack.zgees to C/Fortran arrayfailed in converting hidden `bwork' of _flapack.zgees to C/Fortran array_flapack.zgees() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.zgees to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.zgees to C/Fortran arrayfailed in converting hidden `vs' of _flapack.zgees to C/Fortran arrayfailed in converting 2nd argument `a' of _flapack.cgees to C/Fortran array_flapack.cgees() 2nd keyword (sort_t) can't be converted to intfailed in processing argument list for call-back cselect._flapack.cgees() 1st keyword (compute_v) can't be converted to intfailed in converting hidden `w' of _flapack.cgees to C/Fortran arrayfailed in converting hidden `bwork' of _flapack.cgees to C/Fortran array_flapack.cgees() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.cgees to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.cgees to C/Fortran arrayfailed in converting hidden `vs' of _flapack.cgees to C/Fortran array_flapack.zgges() 2nd keyword (jobvsr) can't be converted to int(jobvsr==0||jobvsr==1) failed for 2nd keyword jobvsr_flapack.zgges() 3rd keyword (sort_t) can't be converted to int(sort_t==0||sort_t==1) failed for 3rd keyword sort_tfailed in converting 2nd argument `a' of _flapack.zgges to C/Fortran arrayfailed in converting 3rd argument `b' of _flapack.zgges to C/Fortran array_flapack.zgges() 1st keyword (jobvsl) can't be converted to int(jobvsl==0||jobvsl==1) failed for 1st keyword jobvsl_flapack.zgges() 4th keyword (ldvsl) can't be converted to intfailed in converting hidden `beta' of _flapack.zgges to C/Fortran arrayfailed in converting hidden `alpha' of _flapack.zgges to C/Fortran arrayfailed in converting hidden `bwork' of _flapack.zgges to C/Fortran array_flapack.zgges() 6th keyword (lwork) can't be converted to int(lwork>=MAX(1,2*n)||lwork==-1) failed for 6th keyword lwork_flapack.zgges() 5th keyword (ldvsr) can't be converted to intfailed in converting hidden `vsl' of _flapack.zgges to C/Fortran arrayfailed in converting hidden `work' of _flapack.zgges to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.zgges to C/Fortran arrayfailed in converting hidden `vsr' of _flapack.zgges to C/Fortran array_flapack.cgges() 2nd keyword (jobvsr) can't be converted to int_flapack.cgges() 3rd keyword (sort_t) can't be converted to intfailed in converting 2nd argument `a' of _flapack.cgges to C/Fortran arrayfailed in converting 3rd argument `b' of _flapack.cgges to C/Fortran array_flapack.cgges() 1st keyword (jobvsl) can't be converted to int_flapack.cgges() 4th keyword (ldvsl) can't be converted to intfailed in converting hidden `beta' of _flapack.cgges to C/Fortran arrayfailed in converting hidden `alpha' of _flapack.cgges to C/Fortran arrayfailed in converting hidden `vsl' of _flapack.cgges to C/Fortran array_flapack.cgges() 6th keyword (lwork) can't be converted to int_flapack.cgges() 5th keyword (ldvsr) can't be converted to intfailed in converting hidden `bwork' of _flapack.cgges to C/Fortran arrayfailed in converting hidden `work' of _flapack.cgges to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.cgges to C/Fortran arrayfailed in converting hidden `vsr' of _flapack.cgges to C/Fortran array_flapack.dgges() 2nd keyword (jobvsr) can't be converted to int_flapack.dgges() 3rd keyword (sort_t) can't be converted to intfailed in processing argument list for call-back dselect.failed in converting 2nd argument `a' of _flapack.dgges to C/Fortran arrayfailed in converting 3rd argument `b' of _flapack.dgges to C/Fortran array_flapack.dgges() 1st keyword (jobvsl) can't be converted to int_flapack.dgges() 4th keyword (ldvsl) can't be converted to intfailed in converting hidden `alphai' of _flapack.dgges to C/Fortran arrayfailed in converting hidden `beta' of _flapack.dgges to C/Fortran arrayfailed in converting hidden `bwork' of _flapack.dgges to C/Fortran arrayfailed in converting hidden `alphar' of _flapack.dgges to C/Fortran array_flapack.dgges() 6th keyword (lwork) can't be converted to int(lwork>=MAX(1,MAX(8*n, 6*n+16))||lwork==-1) failed for 6th keyword lwork_flapack.dgges() 5th keyword (ldvsr) can't be converted to intfailed in converting hidden `work' of _flapack.dgges to C/Fortran arrayfailed in converting hidden `vsl' of _flapack.dgges to C/Fortran arrayfailed in converting hidden `vsr' of _flapack.dgges to C/Fortran array_flapack.sgges() 2nd keyword (jobvsr) can't be converted to int_flapack.sgges() 3rd keyword (sort_t) can't be converted to intfailed in converting 2nd argument `a' of _flapack.sgges to C/Fortran arrayfailed in converting 3rd argument `b' of _flapack.sgges to C/Fortran array_flapack.sgges() 1st keyword (jobvsl) can't be converted to int_flapack.sgges() 4th keyword (ldvsl) can't be converted to intfailed in converting hidden `alphai' of _flapack.sgges to C/Fortran arrayfailed in converting hidden `beta' of _flapack.sgges to C/Fortran arrayfailed in converting hidden `bwork' of _flapack.sgges to C/Fortran arrayfailed in converting hidden `alphar' of _flapack.sgges to C/Fortran array_flapack.sgges() 6th keyword (lwork) can't be converted to int_flapack.sgges() 5th keyword (ldvsr) can't be converted to intfailed in converting hidden `work' of _flapack.sgges to C/Fortran arrayfailed in converting hidden `vsl' of _flapack.sgges to C/Fortran arrayfailed in converting hidden `vsr' of _flapack.sgges to C/Fortran arrayarray object is non-contiguous.failed in converting 3rd argument `a' of _flapack.sormqr to C/Fortran arrayfailed in converting 5th argument `c' of _flapack.sormqr to C/Fortran arraystring_from_pyobj failed in converting 2nd argument `trans' of _flapack.sormqr to C string(*trans=='N'||*trans=='T') failed for 2nd argument trans%s: sormqr:slen(trans)=%d trans="%s"string_from_pyobj failed in converting 1st argument `side' of _flapack.sormqr to C string(*side=='L'||*side=='R') failed for 1st argument side%s: sormqr:slen(side)=%d side="%s"_flapack.sormqr() 6th argument (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.sormqr to C/Fortran arrayfailed in converting 4th argument `tau' of _flapack.sormqr to C/Fortran arrayfailed in converting 3rd argument `a' of _flapack.dormqr to C/Fortran arrayfailed in converting 5th argument `c' of _flapack.dormqr to C/Fortran arraystring_from_pyobj failed in converting 2nd argument `trans' of _flapack.dormqr to C string%s: dormqr:slen(trans)=%d trans="%s"string_from_pyobj failed in converting 1st argument `side' of _flapack.dormqr to C string%s: dormqr:slen(side)=%d side="%s"_flapack.dormqr() 6th argument (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.dormqr to C/Fortran arrayfailed in converting 4th argument `tau' of _flapack.dormqr to C/Fortran arrayfailed in converting 3rd argument `a' of _flapack.cunmqr to C/Fortran arrayfailed in converting 5th argument `c' of _flapack.cunmqr to C/Fortran arraystring_from_pyobj failed in converting 2nd argument `trans' of _flapack.cunmqr to C string(*trans=='N'||*trans=='C') failed for 2nd argument trans%s: cunmqr:slen(trans)=%d trans="%s"string_from_pyobj failed in converting 1st argument `side' of _flapack.cunmqr to C string%s: cunmqr:slen(side)=%d side="%s"_flapack.cunmqr() 6th argument (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.cunmqr to C/Fortran arrayfailed in converting 4th argument `tau' of _flapack.cunmqr to C/Fortran arrayfailed in converting 3rd argument `a' of _flapack.zunmqr to C/Fortran arrayfailed in converting 5th argument `c' of _flapack.zunmqr to C/Fortran arraystring_from_pyobj failed in converting 2nd argument `trans' of _flapack.zunmqr to C string%s: zunmqr:slen(trans)=%d trans="%s"string_from_pyobj failed in converting 1st argument `side' of _flapack.zunmqr to C string%s: zunmqr:slen(side)=%d side="%s"_flapack.zunmqr() 6th argument (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.zunmqr to C/Fortran arrayfailed in converting 4th argument `tau' of _flapack.zunmqr to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.strsyl to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.strsyl to C/Fortran array_flapack.strsyl() 3rd keyword (isgn) can't be converted to int(isgn==1||isgn==-1) failed for 3rd keyword isgnstring_from_pyobj failed in converting 1st keyword `trana' of _flapack.strsyl to C string(*trana=='N'||*trana=='T'||*trana=='C') failed for 1st keyword trana%s: strsyl:slen(trana)=%d trana="%s"string_from_pyobj failed in converting 2nd keyword `tranb' of _flapack.strsyl to C string(*tranb=='N'||*tranb=='T'||*tranb=='C') failed for 2nd keyword tranb%s: strsyl:slen(tranb)=%d tranb="%s"failed in converting 3rd argument `c' of _flapack.strsyl to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dtrsyl to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.dtrsyl to C/Fortran array_flapack.dtrsyl() 3rd keyword (isgn) can't be converted to intstring_from_pyobj failed in converting 1st keyword `trana' of _flapack.dtrsyl to C string%s: dtrsyl:slen(trana)=%d trana="%s"string_from_pyobj failed in converting 2nd keyword `tranb' of _flapack.dtrsyl to C string%s: dtrsyl:slen(tranb)=%d tranb="%s"failed in converting 3rd argument `c' of _flapack.dtrsyl to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.ctrsyl to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.ctrsyl to C/Fortran array_flapack.ctrsyl() 3rd keyword (isgn) can't be converted to intstring_from_pyobj failed in converting 1st keyword `trana' of _flapack.ctrsyl to C string%s: ctrsyl:slen(trana)=%d trana="%s"string_from_pyobj failed in converting 2nd keyword `tranb' of _flapack.ctrsyl to C string%s: ctrsyl:slen(tranb)=%d tranb="%s"failed in converting 3rd argument `c' of _flapack.ctrsyl to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.ztrsyl to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.ztrsyl to C/Fortran array_flapack.ztrsyl() 3rd keyword (isgn) can't be converted to intstring_from_pyobj failed in converting 1st keyword `trana' of _flapack.ztrsyl to C string%s: ztrsyl:slen(trana)=%d trana="%s"string_from_pyobj failed in converting 2nd keyword `tranb' of _flapack.ztrsyl to C string%s: ztrsyl:slen(tranb)=%d tranb="%s"failed in converting 3rd argument `c' of _flapack.ztrsyl to C/Fortran arraystring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.ssyevr to C stringstring_from_pyobj failed in converting 1st keyword `jobz' of _flapack.ssyevr to C stringfailed in converting 1st argument `a' of _flapack.ssyevr to C/Fortran array_flapack.ssyevr() 4th keyword (il) can't be converted to intstring_from_pyobj failed in converting 2nd keyword `range' of _flapack.ssyevr to C stringfailed in converting hidden `w' of _flapack.ssyevr to C/Fortran array_flapack.ssyevr() 5th keyword (iu) can't be converted to intfailed in converting hidden `iwork' of _flapack.ssyevr to C/Fortran array_flapack.ssyevr() 6th keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.ssyevr to C/Fortran arrayfailed in converting hidden `z' of _flapack.ssyevr to C/Fortran arrayfailed in converting hidden `isuppz' of _flapack.ssyevr to C/Fortran array(shape(z,0)==ldz) failed for hidden ldzstring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.dsyevr to C stringstring_from_pyobj failed in converting 1st keyword `jobz' of _flapack.dsyevr to C stringfailed in converting 1st argument `a' of _flapack.dsyevr to C/Fortran array_flapack.dsyevr() 4th keyword (il) can't be converted to intstring_from_pyobj failed in converting 2nd keyword `range' of _flapack.dsyevr to C stringfailed in converting hidden `w' of _flapack.dsyevr to C/Fortran array_flapack.dsyevr() 5th keyword (iu) can't be converted to intfailed in converting hidden `iwork' of _flapack.dsyevr to C/Fortran array_flapack.dsyevr() 6th keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.dsyevr to C/Fortran arrayfailed in converting hidden `z' of _flapack.dsyevr to C/Fortran arrayfailed in converting hidden `isuppz' of _flapack.dsyevr to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.cheevr to C/Fortran arraystring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.cheevr to C stringstring_from_pyobj failed in converting 1st keyword `jobz' of _flapack.cheevr to C string_flapack.cheevr() 4th keyword (il) can't be converted to intstring_from_pyobj failed in converting 2nd keyword `range' of _flapack.cheevr to C stringfailed in converting hidden `w' of _flapack.cheevr to C/Fortran array_flapack.cheevr() 5th keyword (iu) can't be converted to intfailed in converting hidden `iwork' of _flapack.cheevr to C/Fortran array_flapack.cheevr() 6th keyword (lwork) can't be converted to intfailed in converting hidden `rwork' of _flapack.cheevr to C/Fortran arrayfailed in converting hidden `z' of _flapack.cheevr to C/Fortran arrayfailed in converting hidden `isuppz' of _flapack.cheevr to C/Fortran arrayfailed in converting hidden `work' of _flapack.cheevr to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zheevr to C/Fortran arraystring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.zheevr to C stringstring_from_pyobj failed in converting 1st keyword `jobz' of _flapack.zheevr to C string_flapack.zheevr() 4th keyword (il) can't be converted to intstring_from_pyobj failed in converting 2nd keyword `range' of _flapack.zheevr to C stringfailed in converting hidden `w' of _flapack.zheevr to C/Fortran array_flapack.zheevr() 5th keyword (iu) can't be converted to intfailed in converting hidden `iwork' of _flapack.zheevr to C/Fortran array_flapack.zheevr() 6th keyword (lwork) can't be converted to intfailed in converting hidden `rwork' of _flapack.zheevr to C/Fortran arrayfailed in converting hidden `z' of _flapack.zheevr to C/Fortran arrayfailed in converting hidden `isuppz' of _flapack.zheevr to C/Fortran arrayfailed in converting hidden `work' of _flapack.zheevr to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.ssygv to C/Fortran array_flapack.ssygv() 1st keyword (itype) can't be converted to intstring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.ssygv to C stringstring_from_pyobj failed in converting 2nd keyword `jobz' of _flapack.ssygv to C stringfailed in converting hidden `w' of _flapack.ssygv to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.ssygv to C/Fortran arrayfailed in converting hidden `work' of _flapack.ssygv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dsygv to C/Fortran array_flapack.dsygv() 1st keyword (itype) can't be converted to intstring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.dsygv to C stringstring_from_pyobj failed in converting 2nd keyword `jobz' of _flapack.dsygv to C stringfailed in converting hidden `w' of _flapack.dsygv to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.dsygv to C/Fortran arrayfailed in converting hidden `work' of _flapack.dsygv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.chegv to C/Fortran array_flapack.chegv() 1st keyword (itype) can't be converted to intstring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.chegv to C stringstring_from_pyobj failed in converting 2nd keyword `jobz' of _flapack.chegv to C stringfailed in converting hidden `w' of _flapack.chegv to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.chegv to C/Fortran arrayfailed in converting hidden `work' of _flapack.chegv to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.chegv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.zhegv to C/Fortran array_flapack.zhegv() 1st keyword (itype) can't be converted to intstring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.zhegv to C stringstring_from_pyobj failed in converting 2nd keyword `jobz' of _flapack.zhegv to C stringfailed in converting hidden `w' of _flapack.zhegv to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.zhegv to C/Fortran arrayfailed in converting hidden `work' of _flapack.zhegv to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.zhegv to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.ssygvd to C/Fortran array_flapack.ssygvd() 1st keyword (itype) can't be converted to intstring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.ssygvd to C stringstring_from_pyobj failed in converting 2nd keyword `jobz' of _flapack.ssygvd to C stringfailed in converting hidden `w' of _flapack.ssygvd to C/Fortran array_flapack.ssygvd() 4th keyword (lwork) can't be converted to intfailed in converting 2nd argument `b' of _flapack.ssygvd to C/Fortran arrayfailed in converting hidden `work' of _flapack.ssygvd to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.ssygvd to C/Fortran arrayfailed in converting 1st argument `a' of _flapack.dsygvd to C/Fortran array_flapack.dsygvd() 1st keyword (itype) can't be converted to intstring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.dsygvd to C stringstring_from_pyobj failed in converting 2nd keyword `jobz' of _flapack.dsygvd to C stringfailed in converting hidden `w' of _flapack.dsygvd to C/Fortran array_flapack.dsygvd() 4th keyword (lwork) can't be converted to intfailed in converting 2nd argument `b' of _flapack.dsygvd to C/Fortran arrayfailed in converting hidden `work' of _flapack.dsygvd to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.dsygvd to C/Fortran array_flapack.ssygvx() 1st keyword (itype) can't be converted to int_flapack.ssygvx() 3rd argument (iu) can't be converted to intstring_from_pyobj failed in converting 2nd keyword `jobz' of _flapack.ssygvx to C stringfailed in converting 1st argument `a' of _flapack.ssygvx to C/Fortran arraystring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.ssygvx to C stringstring_from_pyobj failed in converting hidden `range' of _flapack.ssygvx to C string_flapack.ssygvx() 4th keyword (il) can't be converted to intfailed in converting hidden `w' of _flapack.ssygvx to C/Fortran arrayfailed in converting hidden `z' of _flapack.ssygvx to C/Fortran arrayfailed in converting hidden `ifail' of _flapack.ssygvx to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.ssygvx to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.ssygvx to C/Fortran array_flapack.ssygvx() 5th keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.ssygvx to C/Fortran array_flapack.dsygvx() 1st keyword (itype) can't be converted to int_flapack.dsygvx() 3rd argument (iu) can't be converted to intstring_from_pyobj failed in converting 2nd keyword `jobz' of _flapack.dsygvx to C stringfailed in converting 1st argument `a' of _flapack.dsygvx to C/Fortran arraystring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.dsygvx to C stringstring_from_pyobj failed in converting hidden `range' of _flapack.dsygvx to C string_flapack.dsygvx() 4th keyword (il) can't be converted to intfailed in converting hidden `w' of _flapack.dsygvx to C/Fortran arrayfailed in converting hidden `z' of _flapack.dsygvx to C/Fortran arrayfailed in converting hidden `ifail' of _flapack.dsygvx to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.dsygvx to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.dsygvx to C/Fortran array_flapack.dsygvx() 5th keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.dsygvx to C/Fortran array_flapack.chegvx() 1st keyword (itype) can't be converted to intstring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.chegvx to C string_flapack.chegvx() 3rd argument (iu) can't be converted to intstring_from_pyobj failed in converting 2nd keyword `jobz' of _flapack.chegvx to C stringfailed in converting 1st argument `a' of _flapack.chegvx to C/Fortran arraystring_from_pyobj failed in converting hidden `range' of _flapack.chegvx to C string_flapack.chegvx() 4th keyword (il) can't be converted to intfailed in converting hidden `ifail' of _flapack.chegvx to C/Fortran arrayfailed in converting hidden `w' of _flapack.chegvx to C/Fortran arrayfailed in converting hidden `z' of _flapack.chegvx to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.chegvx to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.chegvx to C/Fortran array_flapack.chegvx() 5th keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.chegvx to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.chegvx to C/Fortran array_flapack.zhegvx() 1st keyword (itype) can't be converted to intstring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.zhegvx to C string_flapack.zhegvx() 3rd argument (iu) can't be converted to intstring_from_pyobj failed in converting 2nd keyword `jobz' of _flapack.zhegvx to C stringfailed in converting 1st argument `a' of _flapack.zhegvx to C/Fortran arraystring_from_pyobj failed in converting hidden `range' of _flapack.zhegvx to C string_flapack.zhegvx() 4th keyword (il) can't be converted to intfailed in converting hidden `ifail' of _flapack.zhegvx to C/Fortran arrayfailed in converting hidden `w' of _flapack.zhegvx to C/Fortran arrayfailed in converting hidden `z' of _flapack.zhegvx to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.zhegvx to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.zhegvx to C/Fortran array_flapack.zhegvx() 5th keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.zhegvx to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.zhegvx to C/Fortran array_flapack.sgetri_lwork() 1st argument (n) can't be converted to int_flapack.zgetri_lwork() 1st argument (n) can't be converted to int_flapack.cgetri_lwork() 1st argument (n) can't be converted to int_flapack.dgetri_lwork() 1st argument (n) can't be converted to int_flapack.zgehrd_lwork() 1st keyword (lo) can't be converted to int_flapack.zgehrd_lwork() 1st argument (n) can't be converted to int_flapack.zgehrd_lwork() 2nd keyword (hi) can't be converted to int_flapack.cgehrd_lwork() 1st keyword (lo) can't be converted to int_flapack.cgehrd_lwork() 1st argument (n) can't be converted to int_flapack.cgehrd_lwork() 2nd keyword (hi) can't be converted to int_flapack.zgbsv() 1st argument (kl) can't be converted to int_flapack.zgbsv() 2nd argument (ku) can't be converted to intfailed in converting 3rd argument `ab' of _flapack.zgbsv to C/Fortran array(2*kl+ku+1==shape(ab,0)) failed for 3rd argument abfailed in converting hidden `piv' of _flapack.zgbsv to C/Fortran arrayfailed in converting 4th argument `b' of _flapack.zgbsv to C/Fortran array(shape(ab,1)==shape(b,0)) failed for 4th argument b_flapack.cgbsv() 1st argument (kl) can't be converted to int_flapack.cgbsv() 2nd argument (ku) can't be converted to intfailed in converting 3rd argument `ab' of _flapack.cgbsv to C/Fortran arrayfailed in converting hidden `piv' of _flapack.cgbsv to C/Fortran arrayfailed in converting 4th argument `b' of _flapack.cgbsv to C/Fortran array_flapack.dgbsv() 1st argument (kl) can't be converted to int_flapack.dgbsv() 2nd argument (ku) can't be converted to intfailed in converting 3rd argument `ab' of _flapack.dgbsv to C/Fortran arrayfailed in converting hidden `piv' of _flapack.dgbsv to C/Fortran arrayfailed in converting 4th argument `b' of _flapack.dgbsv to C/Fortran array_flapack.sgbsv() 1st argument (kl) can't be converted to int_flapack.sgbsv() 2nd argument (ku) can't be converted to intfailed in converting 3rd argument `ab' of _flapack.sgbsv to C/Fortran arrayfailed in converting hidden `piv' of _flapack.sgbsv to C/Fortran arrayfailed in converting 4th argument `b' of _flapack.sgbsv to C/Fortran array_flapack.dgesdd_lwork() 1st argument (m) can't be converted to int_flapack.dgesdd_lwork() 2nd keyword (full_matrices) can't be converted to int%s: dgesdd_lwork:full_matrices=%d_flapack.dgesdd_lwork() 2nd argument (n) can't be converted to int_flapack.dgesdd_lwork() 1st keyword (compute_uv) can't be converted to int%s: dgesdd_lwork:compute_uv=%d_flapack.sgesdd_lwork() 1st argument (m) can't be converted to int_flapack.sgesdd_lwork() 2nd keyword (full_matrices) can't be converted to int%s: sgesdd_lwork:full_matrices=%d_flapack.sgesdd_lwork() 2nd argument (n) can't be converted to int_flapack.sgesdd_lwork() 1st keyword (compute_uv) can't be converted to int%s: sgesdd_lwork:compute_uv=%d_flapack.dgehrd_lwork() 1st keyword (lo) can't be converted to int_flapack.dgehrd_lwork() 1st argument (n) can't be converted to int_flapack.dgehrd_lwork() 2nd keyword (hi) can't be converted to int_flapack.sgehrd_lwork() 1st keyword (lo) can't be converted to int_flapack.sgehrd_lwork() 1st argument (n) can't be converted to int_flapack.sgehrd_lwork() 2nd keyword (hi) can't be converted to int_flapack.dtrtri() 1st keyword (lower) can't be converted to int_flapack.dtrtri() 2nd keyword (unitdiag) can't be converted to int(unitdiag==0||unitdiag==1) failed for 2nd keyword unitdiagfailed in converting 1st argument `c' of _flapack.dtrtri to C/Fortran array(shape(c,0)==shape(c,1)) failed for 1st argument c_flapack.ztrtri() 1st keyword (lower) can't be converted to int_flapack.ztrtri() 2nd keyword (unitdiag) can't be converted to intfailed in converting 1st argument `c' of _flapack.ztrtri to C/Fortran array_flapack.ctrtri() 1st keyword (lower) can't be converted to int_flapack.ctrtri() 2nd keyword (unitdiag) can't be converted to intfailed in converting 1st argument `c' of _flapack.ctrtri to C/Fortran array_flapack.strtri() 1st keyword (lower) can't be converted to int_flapack.strtri() 2nd keyword (unitdiag) can't be converted to intfailed in converting 1st argument `c' of _flapack.strtri to C/Fortran array_flapack.zgeev_lwork() 2nd keyword (compute_vr) can't be converted to int_flapack.zgeev_lwork() 1st argument (n) can't be converted to int_flapack.zgeev_lwork() 1st keyword (compute_vl) can't be converted to int_flapack.spotrs() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `c' of _flapack.spotrs to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.spotrs to C/Fortran array(shape(c,0)==shape(b,0)) failed for 2nd argument b_flapack.zgesdd_lwork() 2nd keyword (full_matrices) can't be converted to int%s: zgesdd_lwork:full_matrices=%d_flapack.zgesdd_lwork() 1st keyword (compute_uv) can't be converted to int%s: zgesdd_lwork:compute_uv=%d_flapack.zgesdd_lwork() 1st argument (m) can't be converted to int_flapack.zgesdd_lwork() 2nd argument (n) can't be converted to int_flapack.spbtrf() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `ab' of _flapack.spbtrf to C/Fortran array_flapack.spbtrf() 2nd keyword (ldab) can't be converted to int(shape(ab,0)==ldab) failed for 2nd keyword ldab_flapack.cpbtrf() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `ab' of _flapack.cpbtrf to C/Fortran array_flapack.cpbtrf() 2nd keyword (ldab) can't be converted to int_flapack.cgesdd_lwork() 2nd keyword (full_matrices) can't be converted to int%s: cgesdd_lwork:full_matrices=%d_flapack.cgesdd_lwork() 1st keyword (compute_uv) can't be converted to int%s: cgesdd_lwork:compute_uv=%d_flapack.cgesdd_lwork() 1st argument (m) can't be converted to int_flapack.cgesdd_lwork() 2nd argument (n) can't be converted to int_flapack.zpbtrf() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `ab' of _flapack.zpbtrf to C/Fortran array_flapack.zpbtrf() 2nd keyword (ldab) can't be converted to int_flapack.spotri() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `c' of _flapack.spotri to C/Fortran array_flapack.dgeev_lwork() 2nd keyword (compute_vr) can't be converted to int_flapack.dgeev_lwork() 1st argument (n) can't be converted to int_flapack.dgeev_lwork() 1st keyword (compute_vl) can't be converted to int_flapack.cgeev_lwork() 2nd keyword (compute_vr) can't be converted to int_flapack.cgeev_lwork() 1st argument (n) can't be converted to int_flapack.cgeev_lwork() 1st keyword (compute_vl) can't be converted to int_flapack.dpotri() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `c' of _flapack.dpotri to C/Fortran array_flapack.zpotri() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `c' of _flapack.zpotri to C/Fortran array_flapack.cpotri() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `c' of _flapack.cpotri to C/Fortran array_flapack.zlauum() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `c' of _flapack.zlauum to C/Fortran array_flapack.clauum() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `c' of _flapack.clauum to C/Fortran array_flapack.dlauum() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `c' of _flapack.dlauum to C/Fortran array_flapack.slauum() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `c' of _flapack.slauum to C/Fortran array_flapack.sgeev_lwork() 2nd keyword (compute_vr) can't be converted to int_flapack.sgeev_lwork() 1st argument (n) can't be converted to int_flapack.sgeev_lwork() 1st keyword (compute_vl) can't be converted to int_flapack.dpotrs() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `c' of _flapack.dpotrs to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.dpotrs to C/Fortran array_flapack.zpotrs() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `c' of _flapack.zpotrs to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.zpotrs to C/Fortran array_flapack.cpotrs() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `c' of _flapack.cpotrs to C/Fortran arrayfailed in converting 2nd argument `b' of _flapack.cpotrs to C/Fortran array_flapack.dpbtrf() 1st keyword (lower) can't be converted to intfailed in converting 1st argument `ab' of _flapack.dpbtrf to C/Fortran array_flapack.dpbtrf() 2nd keyword (ldab) can't be converted to intfailed in converting 1st argument `ab' of _flapack.zgbtrf to C/Fortran array_flapack.zgbtrf() 2nd argument (kl) can't be converted to int_flapack.zgbtrf() 3rd argument (ku) can't be converted to int_flapack.zgbtrf() 3rd keyword (ldab) can't be converted to int_flapack.zgbtrf() 1st keyword (m) can't be converted to int_flapack.zgbtrf() 2nd keyword (n) can't be converted to intfailed in converting hidden `ipiv' of _flapack.zgbtrf to C/Fortran array_flapack.ssbev() 2nd keyword (lower) can't be converted to intfailed in converting 1st argument `ab' of _flapack.ssbev to C/Fortran array_flapack.ssbev() 1st keyword (compute_v) can't be converted to int_flapack.ssbev() 3rd keyword (ldab) can't be converted to intfailed in converting hidden `w' of _flapack.ssbev to C/Fortran arrayfailed in converting hidden `z' of _flapack.ssbev to C/Fortran arrayfailed in converting hidden `work' of _flapack.ssbev to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.cgbtrf to C/Fortran array_flapack.cgbtrf() 2nd argument (kl) can't be converted to int_flapack.cgbtrf() 3rd argument (ku) can't be converted to int_flapack.cgbtrf() 3rd keyword (ldab) can't be converted to int_flapack.cgbtrf() 1st keyword (m) can't be converted to int_flapack.cgbtrf() 2nd keyword (n) can't be converted to intfailed in converting hidden `ipiv' of _flapack.cgbtrf to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.dgbtrf to C/Fortran array_flapack.dgbtrf() 2nd argument (kl) can't be converted to int_flapack.dgbtrf() 3rd argument (ku) can't be converted to int_flapack.dgbtrf() 3rd keyword (ldab) can't be converted to int_flapack.dgbtrf() 1st keyword (m) can't be converted to int_flapack.dgbtrf() 2nd keyword (n) can't be converted to intfailed in converting hidden `ipiv' of _flapack.dgbtrf to C/Fortran array_flapack.zpbtrs() 1st keyword (lower) can't be converted to intfailed in converting 2nd argument `b' of _flapack.zpbtrs to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.zpbtrs to C/Fortran array_flapack.zpbtrs() 2nd keyword (ldab) can't be converted to int_flapack.spbtrs() 1st keyword (lower) can't be converted to intfailed in converting 2nd argument `b' of _flapack.spbtrs to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.spbtrs to C/Fortran array_flapack.spbtrs() 2nd keyword (ldab) can't be converted to intfailed in converting 1st argument `ab' of _flapack.sgbtrf to C/Fortran array_flapack.sgbtrf() 2nd argument (kl) can't be converted to int_flapack.sgbtrf() 3rd argument (ku) can't be converted to int_flapack.sgbtrf() 3rd keyword (ldab) can't be converted to int_flapack.sgbtrf() 1st keyword (m) can't be converted to int_flapack.sgbtrf() 2nd keyword (n) can't be converted to intfailed in converting hidden `ipiv' of _flapack.sgbtrf to C/Fortran array_flapack.dpbsv() 1st keyword (lower) can't be converted to intfailed in converting 2nd argument `b' of _flapack.dpbsv to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.dpbsv to C/Fortran array_flapack.dpbsv() 2nd keyword (ldab) can't be converted to int_flapack.dsbev() 2nd keyword (lower) can't be converted to intfailed in converting 1st argument `ab' of _flapack.dsbev to C/Fortran array_flapack.dsbev() 1st keyword (compute_v) can't be converted to int_flapack.dsbev() 3rd keyword (ldab) can't be converted to intfailed in converting hidden `w' of _flapack.dsbev to C/Fortran arrayfailed in converting hidden `z' of _flapack.dsbev to C/Fortran arrayfailed in converting hidden `work' of _flapack.dsbev to C/Fortran array_flapack.chegvd() 1st keyword (itype) can't be converted to intstring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.chegvd to C stringstring_from_pyobj failed in converting 2nd keyword `jobz' of _flapack.chegvd to C stringfailed in converting 1st argument `a' of _flapack.chegvd to C/Fortran arrayfailed in converting hidden `w' of _flapack.chegvd to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.chegvd to C/Fortran array_flapack.chegvd() 4th keyword (lwork) can't be converted to intfailed in converting 2nd argument `b' of _flapack.chegvd to C/Fortran arrayfailed in converting hidden `work' of _flapack.chegvd to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.chegvd to C/Fortran array_flapack.zpbsv() 1st keyword (lower) can't be converted to intfailed in converting 2nd argument `b' of _flapack.zpbsv to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.zpbsv to C/Fortran array_flapack.zpbsv() 2nd keyword (ldab) can't be converted to int_flapack.zhegvd() 1st keyword (itype) can't be converted to intstring_from_pyobj failed in converting 3rd keyword `uplo' of _flapack.zhegvd to C stringstring_from_pyobj failed in converting 2nd keyword `jobz' of _flapack.zhegvd to C stringfailed in converting 1st argument `a' of _flapack.zhegvd to C/Fortran arrayfailed in converting hidden `w' of _flapack.zhegvd to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.zhegvd to C/Fortran array_flapack.zhegvd() 4th keyword (lwork) can't be converted to intfailed in converting 2nd argument `b' of _flapack.zhegvd to C/Fortran arrayfailed in converting hidden `work' of _flapack.zhegvd to C/Fortran arrayfailed in converting hidden `rwork' of _flapack.zhegvd to C/Fortran array_flapack.cpbtrs() 1st keyword (lower) can't be converted to intfailed in converting 2nd argument `b' of _flapack.cpbtrs to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.cpbtrs to C/Fortran array_flapack.cpbtrs() 2nd keyword (ldab) can't be converted to int_flapack.dpbtrs() 1st keyword (lower) can't be converted to intfailed in converting 2nd argument `b' of _flapack.dpbtrs to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.dpbtrs to C/Fortran array_flapack.dpbtrs() 2nd keyword (ldab) can't be converted to int_flapack.dgees() 2nd keyword (sort_t) can't be converted to int_flapack.dgees() 1st keyword (compute_v) can't be converted to intfailed in converting 2nd argument `a' of _flapack.dgees to C/Fortran arrayfailed in converting hidden `wi' of _flapack.dgees to C/Fortran arrayfailed in converting hidden `vs' of _flapack.dgees to C/Fortran arrayfailed in converting hidden `wr' of _flapack.dgees to C/Fortran arrayfailed in converting hidden `bwork' of _flapack.dgees to C/Fortran array_flapack.dgees() 3rd keyword (lwork) can't be converted to intfailed in converting hidden `work' of _flapack.dgees to C/Fortran array_flapack.spbsv() 1st keyword (lower) can't be converted to intfailed in converting 2nd argument `b' of _flapack.spbsv to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.spbsv to C/Fortran array_flapack.spbsv() 2nd keyword (ldab) can't be converted to int_flapack.cpbsv() 1st keyword (lower) can't be converted to intfailed in converting 2nd argument `b' of _flapack.cpbsv to C/Fortran arrayfailed in converting 1st argument `ab' of _flapack.cpbsv to C/Fortran array_flapack.cpbsv() 2nd keyword (ldab) can't be converted to int_flapack.ssbevd() 2nd keyword (lower) can't be converted to intfailed in converting 1st argument `ab' of _flapack.ssbevd to C/Fortran array_flapack.ssbevd() 1st keyword (compute_v) can't be converted to int_flapack.ssbevd() 3rd keyword (ldab) can't be converted to intfailed in converting hidden `w' of _flapack.ssbevd to C/Fortran arrayfailed in converting hidden `z' of _flapack.ssbevd to C/Fortran array_flapack.ssbevd() 4th keyword (liwork) can't be converted to int(liwork>=(compute_v?3+5*n:1)) failed for 4th keyword liworkfailed in converting hidden `work' of _flapack.ssbevd to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.ssbevd to C/Fortran array_flapack.dsbevd() 2nd keyword (lower) can't be converted to intfailed in converting 1st argument `ab' of _flapack.dsbevd to C/Fortran array_flapack.dsbevd() 1st keyword (compute_v) can't be converted to int_flapack.dsbevd() 3rd keyword (ldab) can't be converted to intfailed in converting hidden `w' of _flapack.dsbevd to C/Fortran arrayfailed in converting hidden `z' of _flapack.dsbevd to C/Fortran array_flapack.dsbevd() 4th keyword (liwork) can't be converted to intfailed in converting hidden `work' of _flapack.dsbevd to C/Fortran arrayfailed in converting hidden `iwork' of _flapack.dsbevd to C/Fortran arraystring_from_pyobj failed in converting 1st argument `cmach' of _flapack.dlamch to C stringstring_from_pyobj failed in converting 1st argument `cmach' of _flapack.slamch to C stringnumpy.core.multiarray failed to import_ARRAY_API is not PyCObject objectmodule compiled against ABI version %x but this version of numpy is %xmodule compiled against API version %x but this version of numpy is %xFATAL: module compiled as unknown endianFATAL: module compiled as little endian, but detected different endianness at runtimecan't initialize module _flapack (failed to import numpy)This module '_flapack' is auto-generated with f2py (version:2).
Functions:
  a,b,sdim,alphar,alphai,beta,vsl,vsr,work,info = sgges(sselect,a,b,jobvsl=1,jobvsr=1,sort_t=0,ldvsl=((jobvsl==1)?n:1),ldvsr=((jobvsr==1)?n:1),lwork=8*n+16,sselect_extra_args=(),overwrite_a=0,overwrite_b=0)
  a,b,sdim,alphar,alphai,beta,vsl,vsr,work,info = dgges(dselect,a,b,jobvsl=1,jobvsr=1,sort_t=0,ldvsl=((jobvsl==1)?n:1),ldvsr=((jobvsr==1)?n:1),lwork=8*n+16,dselect_extra_args=(),overwrite_a=0,overwrite_b=0)
  a,b,sdim,alpha,beta,vsl,vsr,work,info = cgges(cselect,a,b,jobvsl=1,jobvsr=1,sort_t=0,ldvsl=((jobvsl==1)?n:1),ldvsr=((jobvsr==1)?n:1),lwork=2*n,cselect_extra_args=(),overwrite_a=0,overwrite_b=0)
  a,b,sdim,alpha,beta,vsl,vsr,work,info = zgges(zselect,a,b,jobvsl=1,jobvsr=1,sort_t=0,ldvsl=((jobvsl==1)?n:1),ldvsr=((jobvsr==1)?n:1),lwork=2*n,zselect_extra_args=(),overwrite_a=0,overwrite_b=0)
  c,info = spbtrf(ab,lower=0,ldab=shape(ab,0),overwrite_ab=0)
  c,info = dpbtrf(ab,lower=0,ldab=shape(ab,0),overwrite_ab=0)
  c,info = cpbtrf(ab,lower=0,ldab=shape(ab,0),overwrite_ab=0)
  c,info = zpbtrf(ab,lower=0,ldab=shape(ab,0),overwrite_ab=0)
  x,info = spbtrs(ab,b,lower=0,ldab=shape(ab,0),overwrite_b=0)
  x,info = dpbtrs(ab,b,lower=0,ldab=shape(ab,0),overwrite_b=0)
  x,info = cpbtrs(ab,b,lower=0,ldab=shape(ab,0),overwrite_b=0)
  x,info = zpbtrs(ab,b,lower=0,ldab=shape(ab,0),overwrite_b=0)
  x,info = strtrs(a,b,lower=0,trans=0,unitdiag=0,lda=shape(a,0),overwrite_b=0)
  x,info = dtrtrs(a,b,lower=0,trans=0,unitdiag=0,lda=shape(a,0),overwrite_b=0)
  x,info = ctrtrs(a,b,lower=0,trans=0,unitdiag=0,lda=shape(a,0),overwrite_b=0)
  x,info = ztrtrs(a,b,lower=0,trans=0,unitdiag=0,lda=shape(a,0),overwrite_b=0)
  c,x,info = spbsv(ab,b,lower=0,ldab=shape(ab,0),overwrite_ab=0,overwrite_b=0)
  c,x,info = dpbsv(ab,b,lower=0,ldab=shape(ab,0),overwrite_ab=0,overwrite_b=0)
  c,x,info = cpbsv(ab,b,lower=0,ldab=shape(ab,0),overwrite_ab=0,overwrite_b=0)
  c,x,info = zpbsv(ab,b,lower=0,ldab=shape(ab,0),overwrite_ab=0,overwrite_b=0)
  ba,lo,hi,pivscale,info = sgebal(a,scale=0,permute=0,overwrite_a=0)
  ba,lo,hi,pivscale,info = dgebal(a,scale=0,permute=0,overwrite_a=0)
  ba,lo,hi,pivscale,info = cgebal(a,scale=0,permute=0,overwrite_a=0)
  ba,lo,hi,pivscale,info = zgebal(a,scale=0,permute=0,overwrite_a=0)
  ht,tau,info = sgehrd(a,lo=0,hi=n-1,lwork=MAX(n,1),overwrite_a=0)
  ht,tau,info = dgehrd(a,lo=0,hi=n-1,lwork=MAX(n,1),overwrite_a=0)
  ht,tau,info = cgehrd(a,lo=0,hi=n-1,lwork=MAX(n,1),overwrite_a=0)
  ht,tau,info = zgehrd(a,lo=0,hi=n-1,lwork=MAX(n,1),overwrite_a=0)
  work,info = sgehrd_lwork(n,lo=0,hi=n-1)
  work,info = dgehrd_lwork(n,lo=0,hi=n-1)
  work,info = cgehrd_lwork(n,lo=0,hi=n-1)
  work,info = zgehrd_lwork(n,lo=0,hi=n-1)
  lub,piv,x,info = sgbsv(kl,ku,ab,b,overwrite_ab=0,overwrite_b=0)
  lub,piv,x,info = dgbsv(kl,ku,ab,b,overwrite_ab=0,overwrite_b=0)
  lub,piv,x,info = cgbsv(kl,ku,ab,b,overwrite_ab=0,overwrite_b=0)
  lub,piv,x,info = zgbsv(kl,ku,ab,b,overwrite_ab=0,overwrite_b=0)
  lu,piv,x,info = sgesv(a,b,overwrite_a=0,overwrite_b=0)
  lu,piv,x,info = dgesv(a,b,overwrite_a=0,overwrite_b=0)
  lu,piv,x,info = cgesv(a,b,overwrite_a=0,overwrite_b=0)
  lu,piv,x,info = zgesv(a,b,overwrite_a=0,overwrite_b=0)
  lu,piv,info = sgetrf(a,overwrite_a=0)
  lu,piv,info = dgetrf(a,overwrite_a=0)
  lu,piv,info = cgetrf(a,overwrite_a=0)
  lu,piv,info = zgetrf(a,overwrite_a=0)
  x,info = sgetrs(lu,piv,b,trans=0,overwrite_b=0)
  x,info = dgetrs(lu,piv,b,trans=0,overwrite_b=0)
  x,info = cgetrs(lu,piv,b,trans=0,overwrite_b=0)
  x,info = zgetrs(lu,piv,b,trans=0,overwrite_b=0)
  inv_a,info = sgetri(lu,piv,lwork=3*n,overwrite_lu=0)
  inv_a,info = dgetri(lu,piv,lwork=3*n,overwrite_lu=0)
  inv_a,info = cgetri(lu,piv,lwork=3*n,overwrite_lu=0)
  inv_a,info = zgetri(lu,piv,lwork=3*n,overwrite_lu=0)
  work,info = sgetri_lwork(n)
  work,info = dgetri_lwork(n)
  work,info = cgetri_lwork(n)
  work,info = zgetri_lwork(n)
  u,s,vt,info = sgesdd(a,compute_uv=1,full_matrices=1,lwork=(compute_uv?4*minmn*minmn+MAX(m,n)+9*minmn:MAX(14*minmn+4,10*minmn+2+25*(25+8))+MAX(m,n)),overwrite_a=0)
  u,s,vt,info = dgesdd(a,compute_uv=1,full_matrices=1,lwork=(compute_uv?4*minmn*minmn+MAX(m,n)+9*minmn:MAX(14*minmn+4,10*minmn+2+25*(25+8))+MAX(m,n)),overwrite_a=0)
  work,info = sgesdd_lwork(m,n,compute_uv=1,full_matrices=1)
  work,info = dgesdd_lwork(m,n,compute_uv=1,full_matrices=1)
  u,s,vt,info = cgesdd(a,compute_uv=1,full_matrices=1,lwork=(compute_uv?2*minmn*minmn+MAX(m,n)+2*minmn:2*minmn+MAX(m,n)),overwrite_a=0)
  u,s,vt,info = zgesdd(a,compute_uv=1,full_matrices=1,lwork=(compute_uv?2*minmn*minmn+MAX(m,n)+2*minmn:2*minmn+MAX(m,n)),overwrite_a=0)
  work,info = cgesdd_lwork(m,n,compute_uv=1,full_matrices=1)
  work,info = zgesdd_lwork(m,n,compute_uv=1,full_matrices=1)
  v,x,s,rank,work,info = sgelss(a,b,cond=-1.0,lwork=3*minmn+MAX(2*minmn,MAX(maxmn,nrhs)),overwrite_a=0,overwrite_b=0)
  v,x,s,rank,work,info = dgelss(a,b,cond=-1.0,lwork=3*minmn+MAX(2*minmn,MAX(maxmn,nrhs)),overwrite_a=0,overwrite_b=0)
  v,x,s,rank,work,info = cgelss(a,b,cond=-1.0,lwork=2*minmn+MAX(maxmn,nrhs),overwrite_a=0,overwrite_b=0)
  v,x,s,rank,work,info = zgelss(a,b,cond=-1.0,lwork=2*minmn+MAX(maxmn,nrhs),overwrite_a=0,overwrite_b=0)
  qr,jpvt,tau,work,info = sgeqp3(a,lwork=3*(n+1),overwrite_a=0)
  qr,jpvt,tau,work,info = dgeqp3(a,lwork=3*(n+1),overwrite_a=0)
  qr,jpvt,tau,work,info = cgeqp3(a,lwork=3*(n+1),overwrite_a=0)
  qr,jpvt,tau,work,info = zgeqp3(a,lwork=3*(n+1),overwrite_a=0)
  qr,tau,work,info = sgeqrf(a,lwork=3*n,overwrite_a=0)
  qr,tau,work,info = dgeqrf(a,lwork=3*n,overwrite_a=0)
  qr,tau,work,info = cgeqrf(a,lwork=3*n,overwrite_a=0)
  qr,tau,work,info = zgeqrf(a,lwork=3*n,overwrite_a=0)
  qr,tau,work,info = sgerqf(a,lwork=3*m,overwrite_a=0)
  qr,tau,work,info = dgerqf(a,lwork=3*m,overwrite_a=0)
  qr,tau,work,info = cgerqf(a,lwork=3*m,overwrite_a=0)
  qr,tau,work,info = zgerqf(a,lwork=3*m,overwrite_a=0)
  q,work,info = sorgqr(a,tau,lwork=3*n,overwrite_a=0)
  q,work,info = dorgqr(a,tau,lwork=3*n,overwrite_a=0)
  q,work,info = cungqr(a,tau,lwork=3*n,overwrite_a=0)
  q,work,info = zungqr(a,tau,lwork=3*n,overwrite_a=0)
  cq,work,info = sormqr(side,trans,a,tau,c,lwork,overwrite_c=0)
  cq,work,info = dormqr(side,trans,a,tau,c,lwork,overwrite_c=0)
  cq,work,info = cunmqr(side,trans,a,tau,c,lwork,overwrite_c=0)
  cq,work,info = zunmqr(side,trans,a,tau,c,lwork,overwrite_c=0)
  q,work,info = sorgrq(a,tau,lwork=3*m,overwrite_a=0)
  q,work,info = dorgrq(a,tau,lwork=3*m,overwrite_a=0)
  q,work,info = cungrq(a,tau,lwork=3*m,overwrite_a=0)
  q,work,info = zungrq(a,tau,lwork=3*m,overwrite_a=0)
  wr,wi,vl,vr,info = sgeev(a,compute_vl=1,compute_vr=1,lwork=4*n,overwrite_a=0)
  wr,wi,vl,vr,info = dgeev(a,compute_vl=1,compute_vr=1,lwork=4*n,overwrite_a=0)
  work,info = sgeev_lwork(n,compute_vl=1,compute_vr=1)
  work,info = dgeev_lwork(n,compute_vl=1,compute_vr=1)
  w,vl,vr,info = cgeev(a,compute_vl=1,compute_vr=1,lwork=2*n,overwrite_a=0)
  w,vl,vr,info = zgeev(a,compute_vl=1,compute_vr=1,lwork=2*n,overwrite_a=0)
  work,info = cgeev_lwork(n,compute_vl=1,compute_vr=1)
  work,info = zgeev_lwork(n,compute_vl=1,compute_vr=1)
  alphar,alphai,beta,vl,vr,info = sgegv(a,b,compute_vl=1,compute_vr=1,lwork=8*n,overwrite_a=0,overwrite_b=0)
  alphar,alphai,beta,vl,vr,info = dgegv(a,b,compute_vl=1,compute_vr=1,lwork=8*n,overwrite_a=0,overwrite_b=0)
  alpha,beta,vl,vr,info = cgegv(a,b,compute_vl=1,compute_vr=1,lwork=2*n,overwrite_a=0,overwrite_b=0)
  alpha,beta,vl,vr,info = zgegv(a,b,compute_vl=1,compute_vr=1,lwork=2*n,overwrite_a=0,overwrite_b=0)
  w,v,info = ssyev(a,compute_v=1,lower=0,lwork=3*n-1,overwrite_a=0)
  w,v,info = dsyev(a,compute_v=1,lower=0,lwork=3*n-1,overwrite_a=0)
  w,v,info = cheev(a,compute_v=1,lower=0,lwork=2*n-1,overwrite_a=0)
  w,v,info = zheev(a,compute_v=1,lower=0,lwork=2*n-1,overwrite_a=0)
  w,v,info = ssyevd(a,compute_v=1,lower=0,lwork=(compute_v?1+6*n+2*n*n:2*n+1),overwrite_a=0)
  w,v,info = dsyevd(a,compute_v=1,lower=0,lwork=(compute_v?1+6*n+2*n*n:2*n+1),overwrite_a=0)
  w,v,info = cheevd(a,compute_v=1,lower=0,lwork=(compute_v?2*n+n*n:n+1),overwrite_a=0)
  w,v,info = zheevd(a,compute_v=1,lower=0,lwork=(compute_v?2*n+n*n:n+1),overwrite_a=0)
  c,x,info = sposv(a,b,lower=0,overwrite_a=0,overwrite_b=0)
  c,x,info = dposv(a,b,lower=0,overwrite_a=0,overwrite_b=0)
  c,x,info = cposv(a,b,lower=0,overwrite_a=0,overwrite_b=0)
  c,x,info = zposv(a,b,lower=0,overwrite_a=0,overwrite_b=0)
  c,info = spotrf(a,lower=0,clean=1,overwrite_a=0)
  c,info = dpotrf(a,lower=0,clean=1,overwrite_a=0)
  c,info = cpotrf(a,lower=0,clean=1,overwrite_a=0)
  c,info = zpotrf(a,lower=0,clean=1,overwrite_a=0)
  x,info = spotrs(c,b,lower=0,overwrite_b=0)
  x,info = dpotrs(c,b,lower=0,overwrite_b=0)
  x,info = cpotrs(c,b,lower=0,overwrite_b=0)
  x,info = zpotrs(c,b,lower=0,overwrite_b=0)
  inv_a,info = spotri(c,lower=0,overwrite_c=0)
  inv_a,info = dpotri(c,lower=0,overwrite_c=0)
  inv_a,info = cpotri(c,lower=0,overwrite_c=0)
  inv_a,info = zpotri(c,lower=0,overwrite_c=0)
  a,info = slauum(c,lower=0,overwrite_c=0)
  a,info = dlauum(c,lower=0,overwrite_c=0)
  a,info = clauum(c,lower=0,overwrite_c=0)
  a,info = zlauum(c,lower=0,overwrite_c=0)
  inv_c,info = strtri(c,lower=0,unitdiag=0,overwrite_c=0)
  inv_c,info = dtrtri(c,lower=0,unitdiag=0,overwrite_c=0)
  inv_c,info = ctrtri(c,lower=0,unitdiag=0,overwrite_c=0)
  inv_c,info = ztrtri(c,lower=0,unitdiag=0,overwrite_c=0)
  x,scale,info = strsyl(a,b,c,trana='N',tranb='N',isgn=1,overwrite_c=0)
  x,scale,info = dtrsyl(a,b,c,trana='N',tranb='N',isgn=1,overwrite_c=0)
  x,scale,info = ctrsyl(a,b,c,trana='N',tranb='N',isgn=1,overwrite_c=0)
  x,scale,info = ztrsyl(a,b,c,trana='N',tranb='N',isgn=1,overwrite_c=0)
  a = slaswp(a,piv,k1=0,k2=len(piv)-1,off=0,inc=1,overwrite_a=0)
  a = dlaswp(a,piv,k1=0,k2=len(piv)-1,off=0,inc=1,overwrite_a=0)
  a = claswp(a,piv,k1=0,k2=len(piv)-1,off=0,inc=1,overwrite_a=0)
  a = zlaswp(a,piv,k1=0,k2=len(piv)-1,off=0,inc=1,overwrite_a=0)
  t,sdim,w,vs,work,info = cgees(cselect,a,compute_v=1,sort_t=0,lwork=3*n,cselect_extra_args=(),overwrite_a=0)
  t,sdim,w,vs,work,info = zgees(zselect,a,compute_v=1,sort_t=0,lwork=3*n,zselect_extra_args=(),overwrite_a=0)
  t,sdim,wr,wi,vs,work,info = sgees(sselect,a,compute_v=1,sort_t=0,lwork=3*n,sselect_extra_args=(),overwrite_a=0)
  t,sdim,wr,wi,vs,work,info = dgees(dselect,a,compute_v=1,sort_t=0,lwork=3*n,dselect_extra_args=(),overwrite_a=0)
  alphar,alphai,beta,vl,vr,work,info = sggev(a,b,compute_vl=1,compute_vr=1,lwork=8*n,overwrite_a=0,overwrite_b=0)
  alphar,alphai,beta,vl,vr,work,info = dggev(a,b,compute_vl=1,compute_vr=1,lwork=8*n,overwrite_a=0,overwrite_b=0)
  alpha,beta,vl,vr,work,info = cggev(a,b,compute_vl=1,compute_vr=1,lwork=2*n,overwrite_a=0,overwrite_b=0)
  alpha,beta,vl,vr,work,info = zggev(a,b,compute_vl=1,compute_vr=1,lwork=2*n,overwrite_a=0,overwrite_b=0)
  w,z,info = ssbev(ab,compute_v=1,lower=0,ldab=shape(ab,0),overwrite_ab=1)
  w,z,info = dsbev(ab,compute_v=1,lower=0,ldab=shape(ab,0),overwrite_ab=1)
  w,z,info = ssbevd(ab,compute_v=1,lower=0,ldab=shape(ab,0),liwork=(compute_v?3+5*n:1),overwrite_ab=1)
  w,z,info = dsbevd(ab,compute_v=1,lower=0,ldab=shape(ab,0),liwork=(compute_v?3+5*n:1),overwrite_ab=1)
  w,z,m,ifail,info = ssbevx(ab,vl,vu,il,iu,ldab=shape(ab,0),compute_v=1,range=0,lower=0,abstol=0.0,mmax=(compute_v?(range==2?(iu-il+1):n):1),overwrite_ab=1)
  w,z,m,ifail,info = dsbevx(ab,vl,vu,il,iu,ldab=shape(ab,0),compute_v=1,range=0,lower=0,abstol=0.0,mmax=(compute_v?(range==2?(iu-il+1):n):1),overwrite_ab=1)
  w,z,info = chbevd(ab,compute_v=1,lower=0,ldab=shape(ab,0),lrwork=(compute_v?1+5*n+2*n*n:n),liwork=(compute_v?3+5*n:1),overwrite_ab=1)
  w,z,info = zhbevd(ab,compute_v=1,lower=0,ldab=shape(ab,0),lrwork=(compute_v?1+5*n+2*n*n:n),liwork=(compute_v?3+5*n:1),overwrite_ab=1)
  w,z,m,ifail,info = chbevx(ab,vl,vu,il,iu,ldab=shape(ab,0),compute_v=1,range=0,lower=0,abstol=0.0,mmax=(compute_v?(range==2?(iu-il+1):n):1),overwrite_ab=1)
  w,z,m,ifail,info = zhbevx(ab,vl,vu,il,iu,ldab=shape(ab,0),compute_v=1,range=0,lower=0,abstol=0.0,mmax=(compute_v?(range==2?(iu-il+1):n):1),overwrite_ab=1)
  dlamch = dlamch(cmach)
  slamch = slamch(cmach)
  lu,ipiv,info = sgbtrf(ab,kl,ku,m=shape(ab,1),n=shape(ab,1),ldab=shape(ab,0),overwrite_ab=0)
  lu,ipiv,info = dgbtrf(ab,kl,ku,m=shape(ab,1),n=shape(ab,1),ldab=shape(ab,0),overwrite_ab=0)
  lu,ipiv,info = cgbtrf(ab,kl,ku,m=shape(ab,1),n=shape(ab,1),ldab=shape(ab,0),overwrite_ab=0)
  lu,ipiv,info = zgbtrf(ab,kl,ku,m=shape(ab,1),n=shape(ab,1),ldab=shape(ab,0),overwrite_ab=0)
  x,info = sgbtrs(ab,kl,ku,b,ipiv,trans=0,n=shape(ab,1),ldab=shape(ab,0),ldb=shape(b,0),overwrite_b=0)
  x,info = dgbtrs(ab,kl,ku,b,ipiv,trans=0,n=shape(ab,1),ldab=shape(ab,0),ldb=shape(b,0),overwrite_b=0)
  x,info = cgbtrs(ab,kl,ku,b,ipiv,trans=0,n=shape(ab,1),ldab=shape(ab,0),ldb=shape(b,0),overwrite_b=0)
  x,info = zgbtrs(ab,kl,ku,b,ipiv,trans=0,n=shape(ab,1),ldab=shape(ab,0),ldb=shape(b,0),overwrite_b=0)
  w,z,info = ssyevr(a,jobz='V',range='A',uplo='L',il=1,iu=n,lwork=26*n,overwrite_a=0)
  w,z,info = dsyevr(a,jobz='V',range='A',uplo='L',il=1,iu=n,lwork=26*n,overwrite_a=0)
  w,z,info = cheevr(a,jobz='V',range='A',uplo='L',il=1,iu=n,lwork=18*n,overwrite_a=0)
  w,z,info = zheevr(a,jobz='V',range='A',uplo='L',il=1,iu=n,lwork=18*n,overwrite_a=0)
  a,w,info = ssygv(a,b,itype=1,jobz='V',uplo='L',overwrite_a=0,overwrite_b=0)
  a,w,info = dsygv(a,b,itype=1,jobz='V',uplo='L',overwrite_a=0,overwrite_b=0)
  a,w,info = chegv(a,b,itype=1,jobz='V',uplo='L',overwrite_a=0,overwrite_b=0)
  a,w,info = zhegv(a,b,itype=1,jobz='V',uplo='L',overwrite_a=0,overwrite_b=0)
  a,w,info = ssygvd(a,b,itype=1,jobz='V',uplo='L',lwork=1+6*n+2*n*n,overwrite_a=0,overwrite_b=0)
  a,w,info = dsygvd(a,b,itype=1,jobz='V',uplo='L',lwork=1+6*n+2*n*n,overwrite_a=0,overwrite_b=0)
  a,w,info = chegvd(a,b,itype=1,jobz='V',uplo='L',lwork=2*n+n*n,overwrite_a=0,overwrite_b=0)
  a,w,info = zhegvd(a,b,itype=1,jobz='V',uplo='L',lwork=2*n+n*n,overwrite_a=0,overwrite_b=0)
  w,z,ifail,info = ssygvx(a,b,iu,itype=1,jobz='V',uplo='L',il=1,lwork=8*n,overwrite_a=0,overwrite_b=0)
  w,z,ifail,info = dsygvx(a,b,iu,itype=1,jobz='V',uplo='L',il=1,lwork=8*n,overwrite_a=0,overwrite_b=0)
  w,z,ifail,info = chegvx(a,b,iu,itype=1,jobz='V',uplo='L',il=1,lwork=18*n-1,overwrite_a=0,overwrite_b=0)
  w,z,ifail,info = zhegvx(a,b,iu,itype=1,jobz='V',uplo='L',il=1,lwork=18*n-1,overwrite_a=0,overwrite_b=0)
.



ð¿ð?%d-th dimension must be fixed to %ld but got %ld
%d-th dimension must be %ld but got 0 (not defined).
unexpected array size: new_size=%ld, got array with arr_size=%ld (maybe too many free indices)
unexpected array size: new_size=%ld, got array with arr_size=%ld
too many axes: %d (effrank=%d), expected rank=%d
%d-th dimension must be fixed to %ld but got %ld (real index=%d)
unexpected array size: size=%ld, arr_size=%ld, rank=%d, effrank=%d, arr.nd=%d, dims=[this fortran object is not callable -- input must be in one segment -- expected at least elsize=%d but got %ld -- expected elsize=%d but got %ld -- input '%c' not compatible to '%c'failed to initialize intent(inout|inplace|cache) array, input not an arraydelete non-existing fortran attributefortranobject.c: fortran_doc: len(p)=%zd>%zd=size: too long docstring required, increase size
 ], arr.dims=[ %ld ]
<fortran %s><fortran object>no function to callError loading %s
%ld, -- input not %d-alignedover-writing fortran routine__dict__%s - no docs available'%c'-array(%ld,%ld


;,
@Vùÿˆ YùÿØ]ùÿ(	``ùÿx	ÀcùÿÈ	àeùÿ0
hùÿ˜
 jùÿ@lùÿh mùÿ Ptùÿð{ùÿ@°ùÿ`ˆùÿà’ùÿ0
ùÿ€
P¥ùÿÐ
à®ùÿ P¸ùÿpÀÁùÿÀ€Éùÿ@Ñùÿ`Ùùÿ°Ààùÿäùÿ@Pèùÿ€ìùÿÀ°ïùÿ`óùÿ@÷ùÿ€ÀúùÿÀpþùÿÀúÿP
úÿ @úÿðpúÿ@úÿ°$úÿà€)úÿ0P.úÿ€ 8úÿÐðAúÿ Kúÿp0UúÿÀð\úÿ°dúÿ` lúÿ°túÿ}úÿP†úÿ ðŽúÿðP—úÿ@P›úÿPŸúÿàP£úÿ0P§úÿ€ð«úÿА°úÿ 0µúÿpйúÿÀ°½úÿÁúÿ@pÅúÿ€PÉúÿÀàÎúÿpÔúÿ`Úúÿ°ßúÿãúÿ`pæúÿÀêúÿ(Àíúÿððúÿà0ôúÿ0°÷úÿ@ûúÿðpÿúÿ@  ûÿ Ðûÿà ûÿ0!0ûÿ€!`ûÿÐ!ûÿ "Àûÿp"€ ûÿÀ"@$ûÿ#(ûÿ`#À+ûÿ°#€/ûÿ$@3ûÿP$7ûÿ $À:ûÿð$ð?ûÿ@% Eûÿ%Iûÿà%Nûÿ0&ðRûÿ€&àWûÿÐ&Ð\ûÿ 'Àaûÿp'`cûÿÀ'ðpûÿ(Ð~ûÿ`(ð‹ûÿ°(ûÿ)à˜ûÿP)°¥ûÿ )P¬ûÿð)0²ûÿ@*ð¶ûÿ¨*°ÀûÿÐ*ÀÊûÿø*ÀÔûÿ +`âûÿH+ðûÿp+°ýûÿ˜+`üÿÀ+ üÿ(,püÿx,@üÿÈ,#üÿ-à)üÿh-À0üÿ¸- 7üÿ.€>üÿX.`Eüÿ¨.Oüÿø.ÀXüÿH/cüÿ˜/pnüÿè/ tüÿ80Ðyüÿˆ0@€üÿØ0°†üÿ(1Ѝüÿx1ð”üÿÈ1 üÿ20«üÿh2 ·üÿ¸2Ãüÿ3 Åüÿ83 Èüÿh3°Êüÿ˜3@ÍüÿÈ3°Ðüÿ40ÔüÿX4Úüÿ¨4Ðßüÿø4 åüÿH5pëüÿ˜5ñüÿÐ5€öüÿ6úüÿP6Ðýüÿ˜6PýÿÐ6Ðýÿ7Pýÿ@7Ðýÿx7°ýÿ°7ýÿð7Pýÿ(8°#ýÿh8(ýÿ¨8Ð-ýÿà802ýÿ 9à5ýÿX9ð:ýÿ9Ð?ýÿÈ9€Cýÿ:0Gýÿ8:àJýÿp:Nýÿ¨:@Rýÿà:ðUýÿ; YýÿP; ^ýÿˆ;€cýÿÈ;`hýÿ<@mýÿH< qýÿˆ<ÀwýÿØ<Pýÿ(=p…ýÿx=‹ýÿÈ=P‘ýÿ>—ýÿh>0ýÿ¸>"ýÿ?PªýÿX?гýÿ¨?`¹ýÿø?àÂýÿH@ Èýÿ˜@`Îýÿè@pÙýÿAßýÿhAäýÿ¸AîýÿBp÷ýÿXBpúýÿ˜BpýýÿØB0
þÿ C`
þÿ8CþÿD0	þÿ0D`	þÿPDÐ	þÿpD0
þÿˆD€
þÿ¸D`þÿEþÿXE`þÿ¨E€þÿÀEþÿØE"þÿ(F "þÿ@FÀ"þÿXFÐ"þÿpFà"þÿˆFð"þÿ F#þÿ¸F#þÿÐF #þÿèF0#þÿG@#þÿGP#þÿ0G`#þÿHGp#þÿ`G€#þÿxG#þÿG #þÿ¨G°#þÿÀGÐ#þÿØGð#þÿðG$þÿH $þÿ H0$þÿ8HP$þÿPHp$þÿhH$þÿ€H°$þÿ˜HÐ$þÿ°Hð$þÿÈH%þÿàH%þÿøH %þÿI0%þÿ(I@%þÿ@I`%þÿXI€%þÿpI%þÿˆI°%þÿ IÐ%þÿ¸Ið%þÿÐI&þÿèI &þÿJ0&þÿJ@&þÿ0JP&þÿHJp&þÿhJ
zR
x

$àEùÿ FJw€?;*3$"
zR
x

L°MùÿVBOŽB L(ŒA0†A8ƒG€0

8A0A(B BBBFLlÀPùÿVBOŽB L(ŒA0†A8ƒG€0

8A0A(B BBBFL¼ÐSùÿVBOŽB L(ŒA0†A8ƒG€0

8A0A(B BBBFL
àVùÿVBOŽB L(ŒA0†A8ƒG€0

8A0A(B BBBFd\
ðYùÿBQŽL B(ŒA0†A8ƒD°
k

8A0A(B BBBDd8C0A(B BBBdÄ
¨[ùÿBQŽL B(ŒA0†A8ƒD°
k

8A0A(B BBBDd8C0A(B BBBd,`]ùÿBQŽL B(ŒA0†A8ƒD°
k

8A0A(B BBBDd8C0A(B BBBd”_ùÿBQŽL B(ŒA0†A8ƒD°
k

8A0A(B BBBDd8C0A(B BBB4üÐ`ùÿY
BŒA†D ƒ\
ABJg
AGAL4øaùÿ¤BOŽB B(ŒK0†A8ƒGÐy
8A0A(B BBBEL„Xhùÿ¤BOŽB B(ŒK0†A8ƒGÐy
8A0A(B BBBELÔ¸nùÿ¤BOŽB B(ŒK0†A8ƒGÐy
8A0A(B BBBEL$uùÿ¤BOŽB B(ŒK0†A8ƒGÐy
8A0A(B BBBELtx{ùÿ¤	BOŽB B(ŒA0†A8ƒQÀ˜
8A0A(B BBBFLÄ؄ùÿ¤	BOŽB B(ŒA0†A8ƒQÀ˜
8A0A(B BBBFL8ŽùÿŽ	BOŽB B(ŒA0†K8ƒGàQ
8A0A(B BBBELdx—ùÿŽ	BOŽB B(ŒA0†K8ƒGàQ
8A0A(B BBBEL´¸ ùÿd	BOŽB B(ŒA0†K8ƒGàQ
8A0A(B BBBELةùÿd	BOŽB B(ŒA0†K8ƒGàQ
8A0A(B BBBELTø²ùÿÀBOŽB B(ŒK0†A8ƒGðV
8A0A(B BBBHL¤hºùÿÀBOŽB B(ŒK0†A8ƒGðV
8A0A(B BBBHLôØÁùÿÀBOŽB B(ŒK0†A8ƒGðV
8A0A(B BBBHLDHÉùÿÀBOŽB B(ŒK0†A8ƒGðV
8A0A(B BBBH<”¸ÐùÿÅBYŒA †A(ƒGà;

(A ABBK<ÔHÔùÿµBYŒA †A(ƒGà;

(A ABBK<È×ùÿ­BYŒA †A(ƒGà;

(A ABBK<T8Ûùÿ­BYŒA †A(ƒGà;

(A ABBK<”¨Þùÿ£BOŒK †A(ƒGt

(A ABBB<Ôâùÿ£BOŒK †A(ƒGt

(A ABBB<	ˆåùÿ£BOŒK †A(ƒGt

(A ABBB<T	øèùÿ£BOŒK †A(ƒGt

(A ABBBL”	hìùÿIBOŽB B(ŒK0†A8ƒGÀÂ

8A0A(B BBBDLä	hóùÿIBOŽB B(ŒK0†A8ƒGÀÂ

8A0A(B BBBDL4
húùÿ.BOŽB B(ŒK0†A8ƒG€Ÿ

8A0A(B BBBGL„
Húÿ.BOŽB B(ŒK0†A8ƒG€Ÿ

8A0A(B BBBGLÔ
(úÿ”BOŽB B(ŒK0†A8ƒGà‘

8A0A(B BBBEL$xúÿ”BOŽB B(ŒK0†A8ƒGà‘

8A0A(B BBBELtÈúÿÁBOŽB B(ŒK0†A8ƒGÀ

8A0A(B BBBGLÄHúÿÁBOŽB B(ŒK0†A8ƒGÀ

8A0A(B BBBGLÈúÿÎ	BOŽB B(ŒK0†A8ƒGàR
8A0A(B BBBDLdH#úÿÎ	BOŽB B(ŒK0†A8ƒGàR
8A0A(B BBBDL´È,úÿž	BOŽB B(ŒK0†A8ƒGàR
8A0A(B BBBDL
6úÿž	BOŽB B(ŒK0†A8ƒGàR
8A0A(B BBBDLT
h?úÿ¾BOŽB B(ŒA0†K8ƒGàý

8A0A(B BBBAL¤
ØFúÿ¾BOŽB B(ŒA0†K8ƒGàý

8A0A(B BBBALô
HNúÿæBOŽB B(ŒA0†K8ƒGà
8A0A(B BBBFLDèUúÿæBOŽB B(ŒA0†K8ƒGà
8A0A(B BBBFL”ˆ]úÿùBOŽB B(ŒA0†K8ƒG p
8A0A(B BBBFLä8fúÿùBOŽB B(ŒA0†K8ƒG p
8A0A(B BBBFL4ènúÿVBOŽB B(ŒA0†K8ƒG€g
8A0A(B BBBGL„øvúÿVBOŽB B(ŒA0†K8ƒG€g
8A0A(B BBBGLÔúÿûBOŽB B(ŒK0†A8ƒGN

8A0A(B BBBHL$¸‚úÿûBOŽB B(ŒK0†A8ƒGN

8A0A(B BBBHLth†úÿûBOŽB B(ŒK0†A8ƒGN

8A0A(B BBBHLÄŠúÿûBOŽB B(ŒK0†A8ƒGN

8A0A(B BBBHLȍúÿ“BOŽB B(ŒK0†A8ƒGÀ‚

8A0A(B BBBDLd’úÿ“BOŽB B(ŒK0†A8ƒGÀ‚

8A0A(B BBBDL´h–úÿ“BOŽB B(ŒK0†A8ƒGÀ‚

8A0A(B BBBDL¸šúÿ“BOŽB B(ŒK0†A8ƒGÀ‚

8A0A(B BBBD<TŸúÿÙBOŒK †A(ƒG ·

(A ABBG<”¨¢úÿÙBOŒK †A(ƒG ·

(A ABBG<ÔH¦úÿÙBOŒK †A(ƒG ·

(A ABBG<è©úÿÙBOŒK †A(ƒG ·

(A ABBGLTˆ­úÿBOŽB B(ŒK0†A8ƒGñ

8A0A(B BBBEL¤ȲúÿBOŽB B(ŒK0†A8ƒGñ

8A0A(B BBBELô¸úÿBOŽB B(ŒK0†A8ƒGñ

8A0A(B BBBELDH½úÿBOŽB B(ŒK0†A8ƒGñ

8A0A(B BBBE\”ˆÂúÿfBŽEH ŒD(†A0ƒDP¦
0A(A BBBJ-

0A(A BBBK\ô˜ÅúÿfBŽEH ŒD(†A0ƒDP«
0A(A BBBE-

0A(A BBBKdT¨Èúÿ›BEŽE H(ŒD0†A8ƒDp²
8A0A(B BBBGX

8A0A(B BBBFd¼àËúÿ£BEŽE H(ŒD0†A8ƒD`µ
8A0A(B BBBD`

8A0A(B BBBFL$(Ïúÿ$BHŒA †A(ƒGP§
(A ABBHâ
(A ABBHLtÒúÿ4BHŒA †A(ƒGP¯
(A ABBHâ
(A ABBH\ÄøÔúÿvBŽBH ŒA(†D0ƒG`Á
0A(A BBBG,

0A(A BBBD\$Øúÿ†BŽBH ŒA(†D0ƒGPÇ
0A(A BBBI4

0A(A BBBDL„HÛúÿ+BOŽB L(ŒA0†A8ƒGÀC
8A0A(B BBBKLÔ(ßúÿ+BOŽB L(ŒA0†A8ƒGÀC
8A0A(B BBBKL$ãúÿ+BOŽB L(ŒA0†A8ƒGÀC
8A0A(B BBBKLtèæúÿ+BOŽB L(ŒA0†A8ƒGÀC
8A0A(B BBBKLÄÈêúÿ+BOŽB L(ŒA0†A8ƒGÀC
8A0A(B BBBKL¨îúÿ+BOŽB L(ŒA0†A8ƒGÀC
8A0A(B BBBKLdˆòúÿ+BOŽB L(ŒA0†A8ƒGÀC
8A0A(B BBBKL´höúÿ+BOŽB L(ŒA0†A8ƒGÀC
8A0A(B BBBKLHúúÿ»BOŽB B(ŒK0†A8ƒG\

8A0A(B BBBBLT¸ýúÿ»BOŽB B(ŒK0†A8ƒG\

8A0A(B BBBBL¤(
ûÿ»BOŽB B(ŒK0†A8ƒG\

8A0A(B BBBBLô˜ûÿ»BOŽB B(ŒK0†A8ƒG\

8A0A(B BBBBLDûÿ»BOŽB B(ŒK0†A8ƒG
8A0A(B BBBHL”xûÿ»BOŽB B(ŒK0†A8ƒG
8A0A(B BBBHLäèûÿ»BOŽB B(ŒK0†A8ƒG
8A0A(B BBBHL4Xûÿ»BOŽB B(ŒK0†A8ƒG
8A0A(B BBBHL„Èûÿ+BOŽB B(ŒK0†A8ƒGà›

8A0A(B BBBCLÔ¨ûÿ+BOŽB B(ŒK0†A8ƒGà›

8A0A(B BBBCL$ˆûÿkBOŽB B(ŒK0†A8ƒGÀ‰

8A0A(B BBBELt¨#ûÿkBOŽB B(ŒK0†A8ƒGÀ‰

8A0A(B BBBELÄÈ'ûÿâBOŽB B(ŒK0†A8ƒGÀŽ

8A0A(B BBBHLh,ûÿâBOŽB B(ŒK0†A8ƒGÀŽ

8A0A(B BBBHLd1ûÿâBOŽB B(ŒK0†A8ƒGÀŽ

8A0A(B BBBHL´¨5ûÿâBOŽB B(ŒK0†A8ƒGÀŽ

8A0A(B BBBHLH:ûÿ’
BBŒD †D(ƒD0r
(C ABBFk
(H ABBHLT˜;ûÿŽ
BOŽB B(ŒA0†K8ƒG€	
8A0A(B BBBAL¤ØHûÿØ
BOŽB B(ŒA0†A8ƒQ	+
8A0A(B BBBCLôhVûÿ
BOŽB B(ŒA0†A8ƒQà
8A0A(B BBBHLD 8cûÿËBOŽB B(ŒA0†K8ƒG€
8A0A(B BBBHL” ¸iûÿBOŽB B(ŒK0†A8ƒGÐ
8A0A(B BBBJLä ˆoûÿÈBOŽB B(ŒA0†K8ƒGÐ
8A0A(B BBBEL4!|ûÿ›BOŽB B(ŒA0†K8ƒGð
8A0A(B BBBKL„!X‚ûÿÙBOŽB B(ŒK0†A8ƒGÀñ

8A0A(B BBBEdÔ!è‡ûÿ±BEŽB B(ŒD0†D8ƒG`¢

8A0A(B BBBJ~
8F0A(B BBBC$<"@Œûÿº	AƒT ÷

AC$d"ؕûÿ
AƒT°+
AG$Œ"ûÿò	AƒT°+
AG$´"˜©ûÿž
AƒT
ö
AD$Ü"·ûÿž
AƒT
ö
AD$#ˆÄûÿ¤
AƒT
ó
AG$,#Òûÿ¤
AƒT
ó
AGdT#˜ßûÿ:BBŽE E(ŒD0†A8ƒG@Ú
8F0A(B BBBEÍ
8C0A(B BBBGL¼#pâûÿÇBOŽB B(ŒK0†A8ƒGr
8A0A(B BBBDL$ðèûÿÇBOŽB B(ŒK0†A8ƒGr
8A0A(B BBBDL\$pïûÿÇBOŽB B(ŒK0†A8ƒGr
8A0A(B BBBDL¬$ðõûÿÇBOŽB B(ŒK0†A8ƒGr
8A0A(B BBBDLü$püûÿÖBOŽB B(ŒK0†A8ƒGð
8A0A(B BBBGLL%üÿÖBOŽB B(ŒK0†A8ƒGð
8A0A(B BBBFLœ%	üÿÖBOŽB B(ŒK0†A8ƒGð
8A0A(B BBBGLì% üÿÖBOŽB B(ŒK0†A8ƒGð
8A0A(B BBBFL<&°üÿ¤	BOŽB B(ŒA0†K8ƒG_
8A0A(B BBBGLŒ& üÿ®	BOŽB B(ŒA0†K8ƒGb
8A0A(B BBBDLÜ&p)üÿÏ
BOŽB B(ŒA0†A8ƒQÐË
8A0A(B BBBCL,'ð3üÿß
BOŽB B(ŒA0†A8ƒQÐÎ
8A0A(B BBBHL|'€>üÿ®BOŽB B(ŒA0†K8ƒGàã

8A0A(B BBBKLÌ'àCüÿ®BOŽB B(ŒA0†K8ƒGàã

8A0A(B BBBKL(@IüÿfBOŽB B(ŒK0†A8ƒGï

8A0A(B BBBGLl(`OüÿfBOŽB B(ŒK0†A8ƒGï

8A0A(B BBBGL¼(€UüÿBOŽB B(ŒA0†K8ƒG°
8A0A(B BBBGL)P\üÿBOŽB B(ŒA0†K8ƒG°
8A0A(B BBBGL\) cüÿBOŽB B(ŒA0†A8ƒQ€	™
8A0A(B BBBEL¬)ðmüÿBOŽB B(ŒA0†A8ƒQ€	œ
8A0A(B BBBBLü)ÀxüÿðBOŽB B(ŒA0†A8ƒQ 	¥
8A0A(B BBBILL*`„üÿðBOŽB B(ŒA0†A8ƒQ 	¨
8A0A(B BBBF,œ*üÿ‰A†XƒG 
£
DAH,Ì*`’üÿyA†XƒD€

DAF,ü*°”üÿ‰A†XƒG 
“
DAH,,+—üÿ‰A†XƒG 
¥
DAFD\+p™üÿjBŒX†A ƒGà
Å
 AABEg

 CABCD¤+˜œüÿzBŒX†A ƒGð
Î
 AABDo

 CABCLì+ПüÿÆBOŽB B(ŒK0†A8ƒGàP

8D0A(B BBBKL<,P¥üÿÆBOŽB B(ŒK0†A8ƒGàP

8D0A(B BBBKLŒ,ЪüÿÆBOŽB B(ŒK0†A8ƒGàP

8D0A(B BBBKLÜ,P°üÿÆBOŽB B(ŒK0†A8ƒGàP

8D0A(B BBBK4,-еüÿBŒX†A ƒG
 AABK4d-(»üÿ€BŒX†A ƒG
 AABCDœ-pÀüÿŠBŒX†A ƒGð
î
 AABD_

 CABCDä-¸ÃüÿºBŒX†A ƒGð
û
 AABG

 CABC4,.0ÇüÿxBŒX†A ƒGÐ]

 AABE4d.xËüÿxBŒX†A ƒGÐ]

 AABE4œ.ÀÏüÿxBŒX†A ƒGÐ]

 AABE4Ô.ÔüÿxBŒX†A ƒGÐ]

 AABE4/PØüÿØBŒX†A ƒGàx

 AABB<D/øÜüÿÕBOŒK †A(ƒGðx

(A ABBF4„/˜áüÿ´BŒX†A ƒG€Ã

 AABG<¼/ çüÿ]BOŒK †A(ƒGðk

(A ABBK<ü/@ëüÿ]BOŒK †A(ƒGðk

(A ABBK4<0`ïüÿ´BŒX†A ƒG°Á

 AABI<t0èôüÿ]BOŒK †A(ƒGðk

(A ABBK4´0ùüÿ©BŒX†A ƒG°1

 AABI4ì0€üüÿ
BŒX†A ƒGð´

 AABF4$1X
ýÿÞBŒX†A ƒGðw

 AABC4\1ýÿ©BŒX†A ƒG°1

 AABI4”1x	ýÿ©BŒX†A ƒG°1

 AABI4Ì1ðýÿ©BŒX†A ƒG°1

 AABI42hýÿ©BŒX†A ƒG°1

 AABI4<2àýÿ©BŒX†A ƒG°1

 AABI4t2Xýÿ©BŒX†A ƒG°1

 AABI4¬2Ðýÿ©BŒX†A ƒG°1

 AABI4ä2HýÿBŒX†A ƒGð®

 AABD<3#ýÿÕBOŒK †A(ƒGðx

(A ABBF<\3°'ýÿÕBOŒK †A(ƒGðx

(A ABBF<œ3P,ýÿÕBOŒK †A(ƒGðx

(A ABBF<Ü3ð0ýÿ]BOŒK †A(ƒGðk

(A ABBKL45ýÿBOŽB L(ŒA0†A8ƒGà¿

8A0A(B BBBGLl4à:ýÿŽBOŽB B(ŒA0†A8ƒQÞ

8A0A(B BBBHL¼4 BýÿBOŽB L(ŒA0†A8ƒGà¿

8A0A(B BBBGL5ðGýÿBOŽB L(ŒA0†A8ƒGà¿

8A0A(B BBBGL\5ÀMýÿµBOŽB B(ŒK0†A8ƒGÐÀ

8A0A(B BBBFL¬50SýÿµBOŽB B(ŒK0†A8ƒGÐÀ

8A0A(B BBBFLü5 XýÿBOŽB L(ŒA0†A8ƒGà¿

8A0A(B BBBGLL6p^ýÿBOŽB B(ŒK0†A8ƒGàØ

8A0A(B BBBFLœ6°cýÿŽBOŽB B(ŒA0†A8ƒQÞ

8A0A(B BBBHLì6ðjýÿu	BOŽB B(ŒA0†K8ƒGðù

8A0A(B BBBEL<7 týÿBOŽB B(ŒK0†A8ƒGàØ

8A0A(B BBBFLŒ7`yýÿu	BOŽB B(ŒA0†K8ƒGðù

8A0A(B BBBELÜ7‚ýÿµBOŽB B(ŒK0†A8ƒGÐÀ

8A0A(B BBBFL,8ˆýÿµBOŽB B(ŒK0†A8ƒGÐÀ

8A0A(B BBBF,|8pýÿA†NƒG O
AAIL¬8P˜ýÿBOŽB B(ŒK0†A8ƒGàØ

8A0A(B BBBFLü8ýÿBOŽB B(ŒK0†A8ƒGàØ

8A0A(B BBBFLL9Тýÿn	BOŽB B(ŒA0†K8ƒGð#
8A0A(B BBBKLœ9ð«ýÿn	BOŽB B(ŒA0†K8ƒGð#
8A0A(B BBBK<ì9µýÿûBYŒC †A(ƒD`L

(A ABBK<,:зýÿûBYŒC †A(ƒDPL

(A ABBKDl:ºýÿ±BŒY†A ƒ¥
ABL“
OBHG

ABE´:¾ýÿ(ÄÌ: ¾ýÿ-BBŽE E(ŒD0†A8ƒD`²
8F0A(B BBBAŠ
8F0A(B BBBF
8F0A(B BBBJÀ
8A0A(B BBBA|
8C0A(B BBBAa
8F0A(B BBBA,”;ˆÄýÿ‘AƒK R
AAdHÄ;øÄýÿ0Aƒjä;ÅýÿiDa
K^
A<XÅýÿTT,< ÅýÿDA†DƒD t
AAALL<ÀÅýÿÝ
BBŒA †D(ƒDPq

(A ABBDI
(A ABBALœ<PÇýÿœ
BEŽB B(ŒD0†D8ƒIÀ%

8A0A(B BBBELì< Ñýÿ[BBŽE B(ŒD0†A8ƒG Â

8A0A(B BBBE<=°ÔýÿT=¸ÔýÿLl=°ÔýÿöBBŽB E(ŒA0†A8ƒG 
c
8A0A(B BBBG¼=`ÜýÿÔ=XÜýÿì=`Üýÿ>XÜýÿ>PÜýÿ4>HÜýÿL>@Üýÿd>8Üýÿ|>0Üýÿ”>(Üýÿ¬> ÜýÿÄ>ÜýÿÜ>Üýÿô>Üýÿ?Üýÿ$?øÛýÿ<?ðÛýÿ
T?èÛýÿl?ðÛýÿ„?øÛýÿœ?Üýÿ
´?øÛýÿ
Ì?ðÛýÿä?øÛýÿü?Üýÿ@Üýÿ,@ÜýÿD@Üýÿ\@ Üýÿt@ÜýÿŒ@Üýÿ¤@Üýÿ
¼@Üýÿ
Ô@øÛýÿì@ÜýÿAÜýÿ
AÜýÿ4AÜýÿLAÜýÿdAÜýÿ|A Üýÿ”AÜýÿ¬AÜýÿÄAÜýÿÜAÜýÿAƒWüAÜýÿAƒWPýý
Þ
í
ýXõ
ÜÍPü'Xü'õþÿoð
)°
W(˜
ÀêÐ>ð«	þÿÿop>ÿÿÿo
ðÿÿoh;ùÿÿo7hü'–õ¦õ¶õÆõÖõæõöõöö&ö6öFöVöfövö†ö–ö¦ö¶öÆöÖöæööö÷÷&÷6÷F÷V÷f÷v÷†÷–÷¦÷¶÷Æ÷Ö÷æ÷ö÷øø&ø6øFøVøføvø†ø–ø¦ø¶øÆøÖøæøöøùù&ù6ùFùVùfùvù†ù–ù¦ù¶ùÆùÖùæùöùúú&ú6úFúVúfúvú†ú–ú¦ú¶úÆúÖúæúöúûû&û6ûFûVûfûvû†û–û¦û¶ûÆûÖûæûöûüü&ü6üFüVüfüvü†ü–ü (w,z,ifail,info = zhegvx(a,b,iu,[itype,jobz,uplo,il,lwork,overwrite_a,overwrite_b])

Wrapper for ``zhegvx``.

Parameters
----------
a : input rank-2 array('D') with bounds (n,n)
b : input rank-2 array('D') with bounds (n,n)
iu : input int

Other Parameters
----------------
itype : input int, optional
    Default: 1
jobz : input string(len=1), optional
    Default: 'V'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
il : input int, optional
    Default: 1
lwork : input int, optional
    Default: 18*n-1

Returns
-------
w : rank-1 array('d') with bounds (n)
z : rank-2 array('D') with bounds (n,m)
ifail : rank-1 array('i') with bounds (n)
info : intw,z,ifail,info = chegvx(a,b,iu,[itype,jobz,uplo,il,lwork,overwrite_a,overwrite_b])

Wrapper for ``chegvx``.

Parameters
----------
a : input rank-2 array('F') with bounds (n,n)
b : input rank-2 array('F') with bounds (n,n)
iu : input int

Other Parameters
----------------
itype : input int, optional
    Default: 1
jobz : input string(len=1), optional
    Default: 'V'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
il : input int, optional
    Default: 1
lwork : input int, optional
    Default: 18*n-1

Returns
-------
w : rank-1 array('f') with bounds (n)
z : rank-2 array('F') with bounds (n,m)
ifail : rank-1 array('i') with bounds (n)
info : intw,z,ifail,info = dsygvx(a,b,iu,[itype,jobz,uplo,il,lwork,overwrite_a,overwrite_b])

Wrapper for ``dsygvx``.

Parameters
----------
a : input rank-2 array('d') with bounds (n,n)
b : input rank-2 array('d') with bounds (n,n)
iu : input int

Other Parameters
----------------
itype : input int, optional
    Default: 1
jobz : input string(len=1), optional
    Default: 'V'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
il : input int, optional
    Default: 1
lwork : input int, optional
    Default: 8*n

Returns
-------
w : rank-1 array('d') with bounds (n)
z : rank-2 array('d') with bounds (n,m)
ifail : rank-1 array('i') with bounds (n)
info : intw,z,ifail,info = ssygvx(a,b,iu,[itype,jobz,uplo,il,lwork,overwrite_a,overwrite_b])

Wrapper for ``ssygvx``.

Parameters
----------
a : input rank-2 array('f') with bounds (n,n)
b : input rank-2 array('f') with bounds (n,n)
iu : input int

Other Parameters
----------------
itype : input int, optional
    Default: 1
jobz : input string(len=1), optional
    Default: 'V'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
il : input int, optional
    Default: 1
lwork : input int, optional
    Default: 8*n

Returns
-------
w : rank-1 array('f') with bounds (n)
z : rank-2 array('f') with bounds (n,m)
ifail : rank-1 array('i') with bounds (n)
info : inta,w,info = zhegvd(a,b,[itype,jobz,uplo,lwork,overwrite_a,overwrite_b])

Wrapper for ``zhegvd``.

Parameters
----------
a : input rank-2 array('D') with bounds (n,n)
b : input rank-2 array('D') with bounds (n,n)

Other Parameters
----------------
itype : input int, optional
    Default: 1
jobz : input string(len=1), optional
    Default: 'V'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lwork : input int, optional
    Default: 2*n+n*n

Returns
-------
a : rank-2 array('D') with bounds (n,n)
w : rank-1 array('d') with bounds (n)
info : inta,w,info = chegvd(a,b,[itype,jobz,uplo,lwork,overwrite_a,overwrite_b])

Wrapper for ``chegvd``.

Parameters
----------
a : input rank-2 array('F') with bounds (n,n)
b : input rank-2 array('F') with bounds (n,n)

Other Parameters
----------------
itype : input int, optional
    Default: 1
jobz : input string(len=1), optional
    Default: 'V'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lwork : input int, optional
    Default: 2*n+n*n

Returns
-------
a : rank-2 array('F') with bounds (n,n)
w : rank-1 array('f') with bounds (n)
info : inta,w,info = dsygvd(a,b,[itype,jobz,uplo,lwork,overwrite_a,overwrite_b])

Wrapper for ``dsygvd``.

Parameters
----------
a : input rank-2 array('d') with bounds (n,n)
b : input rank-2 array('d') with bounds (n,n)

Other Parameters
----------------
itype : input int, optional
    Default: 1
jobz : input string(len=1), optional
    Default: 'V'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lwork : input int, optional
    Default: 1+6*n+2*n*n

Returns
-------
a : rank-2 array('d') with bounds (n,n)
w : rank-1 array('d') with bounds (n)
info : inta,w,info = ssygvd(a,b,[itype,jobz,uplo,lwork,overwrite_a,overwrite_b])

Wrapper for ``ssygvd``.

Parameters
----------
a : input rank-2 array('f') with bounds (n,n)
b : input rank-2 array('f') with bounds (n,n)

Other Parameters
----------------
itype : input int, optional
    Default: 1
jobz : input string(len=1), optional
    Default: 'V'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lwork : input int, optional
    Default: 1+6*n+2*n*n

Returns
-------
a : rank-2 array('f') with bounds (n,n)
w : rank-1 array('f') with bounds (n)
info : inta,w,info = zhegv(a,b,[itype,jobz,uplo,overwrite_a,overwrite_b])

Wrapper for ``zhegv``.

Parameters
----------
a : input rank-2 array('D') with bounds (n,n)
b : input rank-2 array('D') with bounds (n,n)

Other Parameters
----------------
itype : input int, optional
    Default: 1
jobz : input string(len=1), optional
    Default: 'V'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0

Returns
-------
a : rank-2 array('D') with bounds (n,n)
w : rank-1 array('d') with bounds (n)
info : inta,w,info = chegv(a,b,[itype,jobz,uplo,overwrite_a,overwrite_b])

Wrapper for ``chegv``.

Parameters
----------
a : input rank-2 array('F') with bounds (n,n)
b : input rank-2 array('F') with bounds (n,n)

Other Parameters
----------------
itype : input int, optional
    Default: 1
jobz : input string(len=1), optional
    Default: 'V'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0

Returns
-------
a : rank-2 array('F') with bounds (n,n)
w : rank-1 array('f') with bounds (n)
info : inta,w,info = dsygv(a,b,[itype,jobz,uplo,overwrite_a,overwrite_b])

Wrapper for ``dsygv``.

Parameters
----------
a : input rank-2 array('d') with bounds (n,n)
b : input rank-2 array('d') with bounds (n,n)

Other Parameters
----------------
itype : input int, optional
    Default: 1
jobz : input string(len=1), optional
    Default: 'V'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0

Returns
-------
a : rank-2 array('d') with bounds (n,n)
w : rank-1 array('d') with bounds (n)
info : inta,w,info = ssygv(a,b,[itype,jobz,uplo,overwrite_a,overwrite_b])

Wrapper for ``ssygv``.

Parameters
----------
a : input rank-2 array('f') with bounds (n,n)
b : input rank-2 array('f') with bounds (n,n)

Other Parameters
----------------
itype : input int, optional
    Default: 1
jobz : input string(len=1), optional
    Default: 'V'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0

Returns
-------
a : rank-2 array('f') with bounds (n,n)
w : rank-1 array('f') with bounds (n)
info : intw,z,info = zheevr(a,[jobz,range,uplo,il,iu,lwork,overwrite_a])

Wrapper for ``zheevr``.

Parameters
----------
a : input rank-2 array('D') with bounds (n,n)

Other Parameters
----------------
jobz : input string(len=1), optional
    Default: 'V'
range : input string(len=1), optional
    Default: 'A'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
il : input int, optional
    Default: 1
iu : input int, optional
    Default: n
lwork : input int, optional
    Default: 18*n

Returns
-------
w : rank-1 array('d') with bounds (n)
z : rank-2 array('D') with bounds (n,m)
info : intw,z,info = cheevr(a,[jobz,range,uplo,il,iu,lwork,overwrite_a])

Wrapper for ``cheevr``.

Parameters
----------
a : input rank-2 array('F') with bounds (n,n)

Other Parameters
----------------
jobz : input string(len=1), optional
    Default: 'V'
range : input string(len=1), optional
    Default: 'A'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
il : input int, optional
    Default: 1
iu : input int, optional
    Default: n
lwork : input int, optional
    Default: 18*n

Returns
-------
w : rank-1 array('f') with bounds (n)
z : rank-2 array('F') with bounds (n,m)
info : intw,z,info = dsyevr(a,[jobz,range,uplo,il,iu,lwork,overwrite_a])

Wrapper for ``dsyevr``.

Parameters
----------
a : input rank-2 array('d') with bounds (n,n)

Other Parameters
----------------
jobz : input string(len=1), optional
    Default: 'V'
range : input string(len=1), optional
    Default: 'A'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
il : input int, optional
    Default: 1
iu : input int, optional
    Default: n
lwork : input int, optional
    Default: 26*n

Returns
-------
w : rank-1 array('d') with bounds (n)
z : rank-2 array('d') with bounds (n,m)
info : intw,z,info = ssyevr(a,[jobz,range,uplo,il,iu,lwork,overwrite_a])

Wrapper for ``ssyevr``.

Parameters
----------
a : input rank-2 array('f') with bounds (n,n)

Other Parameters
----------------
jobz : input string(len=1), optional
    Default: 'V'
range : input string(len=1), optional
    Default: 'A'
uplo : input string(len=1), optional
    Default: 'L'
overwrite_a : input int, optional
    Default: 0
il : input int, optional
    Default: 1
iu : input int, optional
    Default: n
lwork : input int, optional
    Default: 26*n

Returns
-------
w : rank-1 array('f') with bounds (n)
z : rank-2 array('f') with bounds (n,m)
info : intx,info = zgbtrs(ab,kl,ku,b,ipiv,[trans,n,ldab,ldb,overwrite_b])

Wrapper for ``zgbtrs``.

Parameters
----------
ab : input rank-2 array('D') with bounds (ldab,*)
kl : input int
ku : input int
b : input rank-2 array('D') with bounds (ldb,*)
ipiv : input rank-1 array('i') with bounds (n)

Other Parameters
----------------
overwrite_b : input int, optional
    Default: 0
trans : input int, optional
    Default: 0
n : input int, optional
    Default: shape(ab,1)
ldab : input int, optional
    Default: shape(ab,0)
ldb : input int, optional
    Default: shape(b,0)

Returns
-------
x : rank-2 array('D') with bounds (ldb,*) and b storage
info : intx,info = cgbtrs(ab,kl,ku,b,ipiv,[trans,n,ldab,ldb,overwrite_b])

Wrapper for ``cgbtrs``.

Parameters
----------
ab : input rank-2 array('F') with bounds (ldab,*)
kl : input int
ku : input int
b : input rank-2 array('F') with bounds (ldb,*)
ipiv : input rank-1 array('i') with bounds (n)

Other Parameters
----------------
overwrite_b : input int, optional
    Default: 0
trans : input int, optional
    Default: 0
n : input int, optional
    Default: shape(ab,1)
ldab : input int, optional
    Default: shape(ab,0)
ldb : input int, optional
    Default: shape(b,0)

Returns
-------
x : rank-2 array('F') with bounds (ldb,*) and b storage
info : intx,info = dgbtrs(ab,kl,ku,b,ipiv,[trans,n,ldab,ldb,overwrite_b])

Wrapper for ``dgbtrs``.

Parameters
----------
ab : input rank-2 array('d') with bounds (ldab,*)
kl : input int
ku : input int
b : input rank-2 array('d') with bounds (ldb,*)
ipiv : input rank-1 array('i') with bounds (n)

Other Parameters
----------------
overwrite_b : input int, optional
    Default: 0
trans : input int, optional
    Default: 0
n : input int, optional
    Default: shape(ab,1)
ldab : input int, optional
    Default: shape(ab,0)
ldb : input int, optional
    Default: shape(b,0)

Returns
-------
x : rank-2 array('d') with bounds (ldb,*) and b storage
info : intx,info = sgbtrs(ab,kl,ku,b,ipiv,[trans,n,ldab,ldb,overwrite_b])

Wrapper for ``sgbtrs``.

Parameters
----------
ab : input rank-2 array('f') with bounds (ldab,*)
kl : input int
ku : input int
b : input rank-2 array('f') with bounds (ldb,*)
ipiv : input rank-1 array('i') with bounds (n)

Other Parameters
----------------
overwrite_b : input int, optional
    Default: 0
trans : input int, optional
    Default: 0
n : input int, optional
    Default: shape(ab,1)
ldab : input int, optional
    Default: shape(ab,0)
ldb : input int, optional
    Default: shape(b,0)

Returns
-------
x : rank-2 array('f') with bounds (ldb,*) and b storage
info : intlu,ipiv,info = zgbtrf(ab,kl,ku,[m,n,ldab,overwrite_ab])

Wrapper for ``zgbtrf``.

Parameters
----------
ab : input rank-2 array('D') with bounds (ldab,*)
kl : input int
ku : input int

Other Parameters
----------------
m : input int, optional
    Default: shape(ab,1)
n : input int, optional
    Default: shape(ab,1)
overwrite_ab : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)

Returns
-------
lu : rank-2 array('D') with bounds (ldab,*) and ab storage
ipiv : rank-1 array('i') with bounds (MIN(m,n))
info : intlu,ipiv,info = cgbtrf(ab,kl,ku,[m,n,ldab,overwrite_ab])

Wrapper for ``cgbtrf``.

Parameters
----------
ab : input rank-2 array('F') with bounds (ldab,*)
kl : input int
ku : input int

Other Parameters
----------------
m : input int, optional
    Default: shape(ab,1)
n : input int, optional
    Default: shape(ab,1)
overwrite_ab : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)

Returns
-------
lu : rank-2 array('F') with bounds (ldab,*) and ab storage
ipiv : rank-1 array('i') with bounds (MIN(m,n))
info : intlu,ipiv,info = dgbtrf(ab,kl,ku,[m,n,ldab,overwrite_ab])

Wrapper for ``dgbtrf``.

Parameters
----------
ab : input rank-2 array('d') with bounds (ldab,*)
kl : input int
ku : input int

Other Parameters
----------------
m : input int, optional
    Default: shape(ab,1)
n : input int, optional
    Default: shape(ab,1)
overwrite_ab : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)

Returns
-------
lu : rank-2 array('d') with bounds (ldab,*) and ab storage
ipiv : rank-1 array('i') with bounds (MIN(m,n))
info : intlu,ipiv,info = sgbtrf(ab,kl,ku,[m,n,ldab,overwrite_ab])

Wrapper for ``sgbtrf``.

Parameters
----------
ab : input rank-2 array('f') with bounds (ldab,*)
kl : input int
ku : input int

Other Parameters
----------------
m : input int, optional
    Default: shape(ab,1)
n : input int, optional
    Default: shape(ab,1)
overwrite_ab : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)

Returns
-------
lu : rank-2 array('f') with bounds (ldab,*) and ab storage
ipiv : rank-1 array('i') with bounds (MIN(m,n))
info : intslamch = slamch(cmach)

Wrapper for ``slamch``.

Parameters
----------
cmach : input string(len=1)

Returns
-------
slamch : floatdlamch = dlamch(cmach)

Wrapper for ``dlamch``.

Parameters
----------
cmach : input string(len=1)

Returns
-------
dlamch : floatw,z,m,ifail,info = zhbevx(ab,vl,vu,il,iu,[ldab,compute_v,range,lower,abstol,mmax,overwrite_ab])

Wrapper for ``zhbevx``.

Parameters
----------
ab : input rank-2 array('D') with bounds (ldab,*)
vl : input float
vu : input float
il : input int
iu : input int

Other Parameters
----------------
overwrite_ab : input int, optional
    Default: 1
ldab : input int, optional
    Default: shape(ab,0)
compute_v : input int, optional
    Default: 1
range : input int, optional
    Default: 0
lower : input int, optional
    Default: 0
abstol : input float, optional
    Default: 0.0
mmax : input int, optional
    Default: (compute_v?(range==2?(iu-il+1):n):1)

Returns
-------
w : rank-1 array('d') with bounds (n)
z : rank-2 array('D') with bounds (ldz,mmax)
m : int
ifail : rank-1 array('i') with bounds ((compute_v?n:1))
info : intw,z,m,ifail,info = chbevx(ab,vl,vu,il,iu,[ldab,compute_v,range,lower,abstol,mmax,overwrite_ab])

Wrapper for ``chbevx``.

Parameters
----------
ab : input rank-2 array('F') with bounds (ldab,*)
vl : input float
vu : input float
il : input int
iu : input int

Other Parameters
----------------
overwrite_ab : input int, optional
    Default: 1
ldab : input int, optional
    Default: shape(ab,0)
compute_v : input int, optional
    Default: 1
range : input int, optional
    Default: 0
lower : input int, optional
    Default: 0
abstol : input float, optional
    Default: 0.0
mmax : input int, optional
    Default: (compute_v?(range==2?(iu-il+1):n):1)

Returns
-------
w : rank-1 array('f') with bounds (n)
z : rank-2 array('F') with bounds (ldz,mmax)
m : int
ifail : rank-1 array('i') with bounds ((compute_v?n:1))
info : intw,z,info = zhbevd(ab,[compute_v,lower,ldab,lrwork,liwork,overwrite_ab])

Wrapper for ``zhbevd``.

Parameters
----------
ab : input rank-2 array('D') with bounds (ldab,*)

Other Parameters
----------------
overwrite_ab : input int, optional
    Default: 1
compute_v : input int, optional
    Default: 1
lower : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)
lrwork : input int, optional
    Default: (compute_v?1+5*n+2*n*n:n)
liwork : input int, optional
    Default: (compute_v?3+5*n:1)

Returns
-------
w : rank-1 array('d') with bounds (n)
z : rank-2 array('D') with bounds (ldz,ldz)
info : intw,z,info = chbevd(ab,[compute_v,lower,ldab,lrwork,liwork,overwrite_ab])

Wrapper for ``chbevd``.

Parameters
----------
ab : input rank-2 array('F') with bounds (ldab,*)

Other Parameters
----------------
overwrite_ab : input int, optional
    Default: 1
compute_v : input int, optional
    Default: 1
lower : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)
lrwork : input int, optional
    Default: (compute_v?1+5*n+2*n*n:n)
liwork : input int, optional
    Default: (compute_v?3+5*n:1)

Returns
-------
w : rank-1 array('f') with bounds (n)
z : rank-2 array('F') with bounds (ldz,ldz)
info : intw,z,m,ifail,info = dsbevx(ab,vl,vu,il,iu,[ldab,compute_v,range,lower,abstol,mmax,overwrite_ab])

Wrapper for ``dsbevx``.

Parameters
----------
ab : input rank-2 array('d') with bounds (ldab,*)
vl : input float
vu : input float
il : input int
iu : input int

Other Parameters
----------------
overwrite_ab : input int, optional
    Default: 1
ldab : input int, optional
    Default: shape(ab,0)
compute_v : input int, optional
    Default: 1
range : input int, optional
    Default: 0
lower : input int, optional
    Default: 0
abstol : input float, optional
    Default: 0.0
mmax : input int, optional
    Default: (compute_v?(range==2?(iu-il+1):n):1)

Returns
-------
w : rank-1 array('d') with bounds (n)
z : rank-2 array('d') with bounds (ldz,mmax)
m : int
ifail : rank-1 array('i') with bounds ((compute_v?n:1))
info : intw,z,m,ifail,info = ssbevx(ab,vl,vu,il,iu,[ldab,compute_v,range,lower,abstol,mmax,overwrite_ab])

Wrapper for ``ssbevx``.

Parameters
----------
ab : input rank-2 array('f') with bounds (ldab,*)
vl : input float
vu : input float
il : input int
iu : input int

Other Parameters
----------------
overwrite_ab : input int, optional
    Default: 1
ldab : input int, optional
    Default: shape(ab,0)
compute_v : input int, optional
    Default: 1
range : input int, optional
    Default: 0
lower : input int, optional
    Default: 0
abstol : input float, optional
    Default: 0.0
mmax : input int, optional
    Default: (compute_v?(range==2?(iu-il+1):n):1)

Returns
-------
w : rank-1 array('f') with bounds (n)
z : rank-2 array('f') with bounds (ldz,mmax)
m : int
ifail : rank-1 array('i') with bounds ((compute_v?n:1))
info : intw,z,info = dsbevd(ab,[compute_v,lower,ldab,liwork,overwrite_ab])

Wrapper for ``dsbevd``.

Parameters
----------
ab : input rank-2 array('d') with bounds (ldab,*)

Other Parameters
----------------
overwrite_ab : input int, optional
    Default: 1
compute_v : input int, optional
    Default: 1
lower : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)
liwork : input int, optional
    Default: (compute_v?3+5*n:1)

Returns
-------
w : rank-1 array('d') with bounds (n)
z : rank-2 array('d') with bounds (ldz,ldz)
info : intw,z,info = ssbevd(ab,[compute_v,lower,ldab,liwork,overwrite_ab])

Wrapper for ``ssbevd``.

Parameters
----------
ab : input rank-2 array('f') with bounds (ldab,*)

Other Parameters
----------------
overwrite_ab : input int, optional
    Default: 1
compute_v : input int, optional
    Default: 1
lower : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)
liwork : input int, optional
    Default: (compute_v?3+5*n:1)

Returns
-------
w : rank-1 array('f') with bounds (n)
z : rank-2 array('f') with bounds (ldz,ldz)
info : intw,z,info = dsbev(ab,[compute_v,lower,ldab,overwrite_ab])

Wrapper for ``dsbev``.

Parameters
----------
ab : input rank-2 array('d') with bounds (ldab,*)

Other Parameters
----------------
overwrite_ab : input int, optional
    Default: 1
compute_v : input int, optional
    Default: 1
lower : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)

Returns
-------
w : rank-1 array('d') with bounds (n)
z : rank-2 array('d') with bounds (ldz,ldz)
info : intw,z,info = ssbev(ab,[compute_v,lower,ldab,overwrite_ab])

Wrapper for ``ssbev``.

Parameters
----------
ab : input rank-2 array('f') with bounds (ldab,*)

Other Parameters
----------------
overwrite_ab : input int, optional
    Default: 1
compute_v : input int, optional
    Default: 1
lower : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)

Returns
-------
w : rank-1 array('f') with bounds (n)
z : rank-2 array('f') with bounds (ldz,ldz)
info : intalpha,beta,vl,vr,work,info = zggev(a,b,[compute_vl,compute_vr,lwork,overwrite_a,overwrite_b])

Wrapper for ``zggev``.

Parameters
----------
a : input rank-2 array('D') with bounds (n,n)
b : input rank-2 array('D') with bounds (n,n)

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lwork : input int, optional
    Default: 2*n

Returns
-------
alpha : rank-1 array('D') with bounds (n)
beta : rank-1 array('D') with bounds (n)
vl : rank-2 array('D') with bounds (ldvl,n)
vr : rank-2 array('D') with bounds (ldvr,n)
work : rank-1 array('D') with bounds (MAX(lwork,1))
info : intalpha,beta,vl,vr,work,info = cggev(a,b,[compute_vl,compute_vr,lwork,overwrite_a,overwrite_b])

Wrapper for ``cggev``.

Parameters
----------
a : input rank-2 array('F') with bounds (n,n)
b : input rank-2 array('F') with bounds (n,n)

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lwork : input int, optional
    Default: 2*n

Returns
-------
alpha : rank-1 array('F') with bounds (n)
beta : rank-1 array('F') with bounds (n)
vl : rank-2 array('F') with bounds (ldvl,n)
vr : rank-2 array('F') with bounds (ldvr,n)
work : rank-1 array('F') with bounds (MAX(lwork,1))
info : intalphar,alphai,beta,vl,vr,work,info = dggev(a,b,[compute_vl,compute_vr,lwork,overwrite_a,overwrite_b])

Wrapper for ``dggev``.

Parameters
----------
a : input rank-2 array('d') with bounds (n,n)
b : input rank-2 array('d') with bounds (n,n)

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lwork : input int, optional
    Default: 8*n

Returns
-------
alphar : rank-1 array('d') with bounds (n)
alphai : rank-1 array('d') with bounds (n)
beta : rank-1 array('d') with bounds (n)
vl : rank-2 array('d') with bounds (ldvl,n)
vr : rank-2 array('d') with bounds (ldvr,n)
work : rank-1 array('d') with bounds (MAX(lwork,1))
info : intalphar,alphai,beta,vl,vr,work,info = sggev(a,b,[compute_vl,compute_vr,lwork,overwrite_a,overwrite_b])

Wrapper for ``sggev``.

Parameters
----------
a : input rank-2 array('f') with bounds (n,n)
b : input rank-2 array('f') with bounds (n,n)

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lwork : input int, optional
    Default: 8*n

Returns
-------
alphar : rank-1 array('f') with bounds (n)
alphai : rank-1 array('f') with bounds (n)
beta : rank-1 array('f') with bounds (n)
vl : rank-2 array('f') with bounds (ldvl,n)
vr : rank-2 array('f') with bounds (ldvr,n)
work : rank-1 array('f') with bounds (MAX(lwork,1))
info : intt,sdim,wr,wi,vs,work,info = dgees(dselect,a,[compute_v,sort_t,lwork,dselect_extra_args,overwrite_a])

Wrapper for ``dgees``.

Parameters
----------
dselect : call-back function
a : input rank-2 array('d') with bounds (n,n)

Other Parameters
----------------
compute_v : input int, optional
    Default: 1
sort_t : input int, optional
    Default: 0
dselect_extra_args : input tuple, optional
    Default: ()
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
t : rank-2 array('d') with bounds (n,n) and a storage
sdim : int
wr : rank-1 array('d') with bounds (n)
wi : rank-1 array('d') with bounds (n)
vs : rank-2 array('d') with bounds (ldvs,n)
work : rank-1 array('d') with bounds (MAX(lwork,1))
info : int

Notes
-----
Call-back functions::

  def dselect(arg1,arg2): return dselect
  Required arguments:
    arg1 : input float
    arg2 : input float
  Return objects:
    dselect : intt,sdim,wr,wi,vs,work,info = sgees(sselect,a,[compute_v,sort_t,lwork,sselect_extra_args,overwrite_a])

Wrapper for ``sgees``.

Parameters
----------
sselect : call-back function
a : input rank-2 array('f') with bounds (n,n)

Other Parameters
----------------
compute_v : input int, optional
    Default: 1
sort_t : input int, optional
    Default: 0
sselect_extra_args : input tuple, optional
    Default: ()
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
t : rank-2 array('f') with bounds (n,n) and a storage
sdim : int
wr : rank-1 array('f') with bounds (n)
wi : rank-1 array('f') with bounds (n)
vs : rank-2 array('f') with bounds (ldvs,n)
work : rank-1 array('f') with bounds (MAX(lwork,1))
info : int

Notes
-----
Call-back functions::

  def sselect(arg1,arg2): return sselect
  Required arguments:
    arg1 : input float
    arg2 : input float
  Return objects:
    sselect : intt,sdim,w,vs,work,info = zgees(zselect,a,[compute_v,sort_t,lwork,zselect_extra_args,overwrite_a])

Wrapper for ``zgees``.

Parameters
----------
zselect : call-back function
a : input rank-2 array('D') with bounds (n,n)

Other Parameters
----------------
compute_v : input int, optional
    Default: 1
sort_t : input int, optional
    Default: 0
zselect_extra_args : input tuple, optional
    Default: ()
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
t : rank-2 array('D') with bounds (n,n) and a storage
sdim : int
w : rank-1 array('D') with bounds (n)
vs : rank-2 array('D') with bounds (ldvs,n)
work : rank-1 array('D') with bounds (MAX(lwork,1))
info : int

Notes
-----
Call-back functions::

  def zselect(arg): return zselect
  Required arguments:
    arg : input complex
  Return objects:
    zselect : intt,sdim,w,vs,work,info = cgees(cselect,a,[compute_v,sort_t,lwork,cselect_extra_args,overwrite_a])

Wrapper for ``cgees``.

Parameters
----------
cselect : call-back function
a : input rank-2 array('F') with bounds (n,n)

Other Parameters
----------------
compute_v : input int, optional
    Default: 1
sort_t : input int, optional
    Default: 0
cselect_extra_args : input tuple, optional
    Default: ()
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
t : rank-2 array('F') with bounds (n,n) and a storage
sdim : int
w : rank-1 array('F') with bounds (n)
vs : rank-2 array('F') with bounds (ldvs,n)
work : rank-1 array('F') with bounds (MAX(lwork,1))
info : int

Notes
-----
Call-back functions::

  def cselect(arg): return cselect
  Required arguments:
    arg : input complex
  Return objects:
    cselect : inta = zlaswp(a,piv,[k1,k2,off,inc,overwrite_a])

Wrapper for ``zlaswp``.

Parameters
----------
a : input rank-2 array('D') with bounds (nrows,n)
piv : input rank-1 array('i') with bounds (*)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
k1 : input int, optional
    Default: 0
k2 : input int, optional
    Default: len(piv)-1
off : input int, optional
    Default: 0
inc : input int, optional
    Default: 1

Returns
-------
a : rank-2 array('D') with bounds (nrows,n)a = claswp(a,piv,[k1,k2,off,inc,overwrite_a])

Wrapper for ``claswp``.

Parameters
----------
a : input rank-2 array('F') with bounds (nrows,n)
piv : input rank-1 array('i') with bounds (*)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
k1 : input int, optional
    Default: 0
k2 : input int, optional
    Default: len(piv)-1
off : input int, optional
    Default: 0
inc : input int, optional
    Default: 1

Returns
-------
a : rank-2 array('F') with bounds (nrows,n)a = dlaswp(a,piv,[k1,k2,off,inc,overwrite_a])

Wrapper for ``dlaswp``.

Parameters
----------
a : input rank-2 array('d') with bounds (nrows,n)
piv : input rank-1 array('i') with bounds (*)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
k1 : input int, optional
    Default: 0
k2 : input int, optional
    Default: len(piv)-1
off : input int, optional
    Default: 0
inc : input int, optional
    Default: 1

Returns
-------
a : rank-2 array('d') with bounds (nrows,n)a = slaswp(a,piv,[k1,k2,off,inc,overwrite_a])

Wrapper for ``slaswp``.

Parameters
----------
a : input rank-2 array('f') with bounds (nrows,n)
piv : input rank-1 array('i') with bounds (*)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
k1 : input int, optional
    Default: 0
k2 : input int, optional
    Default: len(piv)-1
off : input int, optional
    Default: 0
inc : input int, optional
    Default: 1

Returns
-------
a : rank-2 array('f') with bounds (nrows,n)x,scale,info = ztrsyl(a,b,c,[trana,tranb,isgn,overwrite_c])

Wrapper for ``ztrsyl``.

Parameters
----------
a : input rank-2 array('D') with bounds (m,m)
b : input rank-2 array('D') with bounds (n,n)
c : input rank-2 array('D') with bounds (m,n)

Other Parameters
----------------
trana : input string(len=1), optional
    Default: 'N'
tranb : input string(len=1), optional
    Default: 'N'
isgn : input int, optional
    Default: 1
overwrite_c : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('D') with bounds (m,n) and c storage
scale : float
info : intx,scale,info = ctrsyl(a,b,c,[trana,tranb,isgn,overwrite_c])

Wrapper for ``ctrsyl``.

Parameters
----------
a : input rank-2 array('F') with bounds (m,m)
b : input rank-2 array('F') with bounds (n,n)
c : input rank-2 array('F') with bounds (m,n)

Other Parameters
----------------
trana : input string(len=1), optional
    Default: 'N'
tranb : input string(len=1), optional
    Default: 'N'
isgn : input int, optional
    Default: 1
overwrite_c : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('F') with bounds (m,n) and c storage
scale : float
info : intx,scale,info = dtrsyl(a,b,c,[trana,tranb,isgn,overwrite_c])

Wrapper for ``dtrsyl``.

Parameters
----------
a : input rank-2 array('d') with bounds (m,m)
b : input rank-2 array('d') with bounds (n,n)
c : input rank-2 array('d') with bounds (m,n)

Other Parameters
----------------
trana : input string(len=1), optional
    Default: 'N'
tranb : input string(len=1), optional
    Default: 'N'
isgn : input int, optional
    Default: 1
overwrite_c : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('d') with bounds (m,n) and c storage
scale : float
info : intx,scale,info = strsyl(a,b,c,[trana,tranb,isgn,overwrite_c])

Wrapper for ``strsyl``.

Parameters
----------
a : input rank-2 array('f') with bounds (m,m)
b : input rank-2 array('f') with bounds (n,n)
c : input rank-2 array('f') with bounds (m,n)

Other Parameters
----------------
trana : input string(len=1), optional
    Default: 'N'
tranb : input string(len=1), optional
    Default: 'N'
isgn : input int, optional
    Default: 1
overwrite_c : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('f') with bounds (m,n) and c storage
scale : float
info : intinv_c,info = ztrtri(c,[lower,unitdiag,overwrite_c])

Wrapper for ``ztrtri``.

Parameters
----------
c : input rank-2 array('D') with bounds (n,n)

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0
lower : input int, optional
    Default: 0
unitdiag : input int, optional
    Default: 0

Returns
-------
inv_c : rank-2 array('D') with bounds (n,n) and c storage
info : intinv_c,info = ctrtri(c,[lower,unitdiag,overwrite_c])

Wrapper for ``ctrtri``.

Parameters
----------
c : input rank-2 array('F') with bounds (n,n)

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0
lower : input int, optional
    Default: 0
unitdiag : input int, optional
    Default: 0

Returns
-------
inv_c : rank-2 array('F') with bounds (n,n) and c storage
info : intinv_c,info = dtrtri(c,[lower,unitdiag,overwrite_c])

Wrapper for ``dtrtri``.

Parameters
----------
c : input rank-2 array('d') with bounds (n,n)

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0
lower : input int, optional
    Default: 0
unitdiag : input int, optional
    Default: 0

Returns
-------
inv_c : rank-2 array('d') with bounds (n,n) and c storage
info : intinv_c,info = strtri(c,[lower,unitdiag,overwrite_c])

Wrapper for ``strtri``.

Parameters
----------
c : input rank-2 array('f') with bounds (n,n)

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0
lower : input int, optional
    Default: 0
unitdiag : input int, optional
    Default: 0

Returns
-------
inv_c : rank-2 array('f') with bounds (n,n) and c storage
info : inta,info = zlauum(c,[lower,overwrite_c])

Wrapper for ``zlauum``.

Parameters
----------
c : input rank-2 array('D') with bounds (n,n)

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
a : rank-2 array('D') with bounds (n,n) and c storage
info : inta,info = clauum(c,[lower,overwrite_c])

Wrapper for ``clauum``.

Parameters
----------
c : input rank-2 array('F') with bounds (n,n)

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
a : rank-2 array('F') with bounds (n,n) and c storage
info : inta,info = dlauum(c,[lower,overwrite_c])

Wrapper for ``dlauum``.

Parameters
----------
c : input rank-2 array('d') with bounds (n,n)

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
a : rank-2 array('d') with bounds (n,n) and c storage
info : inta,info = slauum(c,[lower,overwrite_c])

Wrapper for ``slauum``.

Parameters
----------
c : input rank-2 array('f') with bounds (n,n)

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
a : rank-2 array('f') with bounds (n,n) and c storage
info : intinv_a,info = zpotri(c,[lower,overwrite_c])

Wrapper for ``zpotri``.

Parameters
----------
c : input rank-2 array('D') with bounds (n,n)

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
inv_a : rank-2 array('D') with bounds (n,n) and c storage
info : intinv_a,info = cpotri(c,[lower,overwrite_c])

Wrapper for ``cpotri``.

Parameters
----------
c : input rank-2 array('F') with bounds (n,n)

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
inv_a : rank-2 array('F') with bounds (n,n) and c storage
info : intinv_a,info = dpotri(c,[lower,overwrite_c])

Wrapper for ``dpotri``.

Parameters
----------
c : input rank-2 array('d') with bounds (n,n)

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
inv_a : rank-2 array('d') with bounds (n,n) and c storage
info : intinv_a,info = spotri(c,[lower,overwrite_c])

Wrapper for ``spotri``.

Parameters
----------
c : input rank-2 array('f') with bounds (n,n)

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
inv_a : rank-2 array('f') with bounds (n,n) and c storage
info : intx,info = zpotrs(c,b,[lower,overwrite_b])

Wrapper for ``zpotrs``.

Parameters
----------
c : input rank-2 array('D') with bounds (n,n)
b : input rank-2 array('D') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_b : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('D') with bounds (n,nrhs) and b storage
info : intx,info = cpotrs(c,b,[lower,overwrite_b])

Wrapper for ``cpotrs``.

Parameters
----------
c : input rank-2 array('F') with bounds (n,n)
b : input rank-2 array('F') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_b : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('F') with bounds (n,nrhs) and b storage
info : intx,info = dpotrs(c,b,[lower,overwrite_b])

Wrapper for ``dpotrs``.

Parameters
----------
c : input rank-2 array('d') with bounds (n,n)
b : input rank-2 array('d') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_b : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('d') with bounds (n,nrhs) and b storage
info : intx,info = spotrs(c,b,[lower,overwrite_b])

Wrapper for ``spotrs``.

Parameters
----------
c : input rank-2 array('f') with bounds (n,n)
b : input rank-2 array('f') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_b : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('f') with bounds (n,nrhs) and b storage
info : intc,info = zpotrf(a,[lower,clean,overwrite_a])

Wrapper for ``zpotrf``.

Parameters
----------
a : input rank-2 array('D') with bounds (n,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lower : input int, optional
    Default: 0
clean : input int, optional
    Default: 1

Returns
-------
c : rank-2 array('D') with bounds (n,n) and a storage
info : intc,info = cpotrf(a,[lower,clean,overwrite_a])

Wrapper for ``cpotrf``.

Parameters
----------
a : input rank-2 array('F') with bounds (n,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lower : input int, optional
    Default: 0
clean : input int, optional
    Default: 1

Returns
-------
c : rank-2 array('F') with bounds (n,n) and a storage
info : intc,info = dpotrf(a,[lower,clean,overwrite_a])

Wrapper for ``dpotrf``.

Parameters
----------
a : input rank-2 array('d') with bounds (n,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lower : input int, optional
    Default: 0
clean : input int, optional
    Default: 1

Returns
-------
c : rank-2 array('d') with bounds (n,n) and a storage
info : intc,info = spotrf(a,[lower,clean,overwrite_a])

Wrapper for ``spotrf``.

Parameters
----------
a : input rank-2 array('f') with bounds (n,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lower : input int, optional
    Default: 0
clean : input int, optional
    Default: 1

Returns
-------
c : rank-2 array('f') with bounds (n,n) and a storage
info : intc,x,info = zposv(a,b,[lower,overwrite_a,overwrite_b])

Wrapper for ``zposv``.

Parameters
----------
a : input rank-2 array('D') with bounds (n,n)
b : input rank-2 array('D') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
c : rank-2 array('D') with bounds (n,n) and a storage
x : rank-2 array('D') with bounds (n,nrhs) and b storage
info : intc,x,info = cposv(a,b,[lower,overwrite_a,overwrite_b])

Wrapper for ``cposv``.

Parameters
----------
a : input rank-2 array('F') with bounds (n,n)
b : input rank-2 array('F') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
c : rank-2 array('F') with bounds (n,n) and a storage
x : rank-2 array('F') with bounds (n,nrhs) and b storage
info : intc,x,info = dposv(a,b,[lower,overwrite_a,overwrite_b])

Wrapper for ``dposv``.

Parameters
----------
a : input rank-2 array('d') with bounds (n,n)
b : input rank-2 array('d') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
c : rank-2 array('d') with bounds (n,n) and a storage
x : rank-2 array('d') with bounds (n,nrhs) and b storage
info : intc,x,info = sposv(a,b,[lower,overwrite_a,overwrite_b])

Wrapper for ``sposv``.

Parameters
----------
a : input rank-2 array('f') with bounds (n,n)
b : input rank-2 array('f') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lower : input int, optional
    Default: 0

Returns
-------
c : rank-2 array('f') with bounds (n,n) and a storage
x : rank-2 array('f') with bounds (n,nrhs) and b storage
info : intw,v,info = zheevd(a,[compute_v,lower,lwork,overwrite_a])

Wrapper for ``zheevd``.

Parameters
----------
a : input rank-2 array('D') with bounds (n,n)

Other Parameters
----------------
compute_v : input int, optional
    Default: 1
lower : input int, optional
    Default: 0
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: (compute_v?2*n+n*n:n+1)

Returns
-------
w : rank-1 array('d') with bounds (n)
v : rank-2 array('D') with bounds (n,n) and a storage
info : intw,v,info = cheevd(a,[compute_v,lower,lwork,overwrite_a])

Wrapper for ``cheevd``.

Parameters
----------
a : input rank-2 array('F') with bounds (n,n)

Other Parameters
----------------
compute_v : input int, optional
    Default: 1
lower : input int, optional
    Default: 0
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: (compute_v?2*n+n*n:n+1)

Returns
-------
w : rank-1 array('f') with bounds (n)
v : rank-2 array('F') with bounds (n,n) and a storage
info : intw,v,info = dsyevd(a,[compute_v,lower,lwork,overwrite_a])

Wrapper for ``dsyevd``.

Parameters
----------
a : input rank-2 array('d') with bounds (n,n)

Other Parameters
----------------
compute_v : input int, optional
    Default: 1
lower : input int, optional
    Default: 0
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: (compute_v?1+6*n+2*n*n:2*n+1)

Returns
-------
w : rank-1 array('d') with bounds (n)
v : rank-2 array('d') with bounds (n,n) and a storage
info : intw,v,info = ssyevd(a,[compute_v,lower,lwork,overwrite_a])

Wrapper for ``ssyevd``.

Parameters
----------
a : input rank-2 array('f') with bounds (n,n)

Other Parameters
----------------
compute_v : input int, optional
    Default: 1
lower : input int, optional
    Default: 0
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: (compute_v?1+6*n+2*n*n:2*n+1)

Returns
-------
w : rank-1 array('f') with bounds (n)
v : rank-2 array('f') with bounds (n,n) and a storage
info : intw,v,info = zheev(a,[compute_v,lower,lwork,overwrite_a])

Wrapper for ``zheev``.

Parameters
----------
a : input rank-2 array('D') with bounds (n,n)

Other Parameters
----------------
compute_v : input int, optional
    Default: 1
lower : input int, optional
    Default: 0
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 2*n-1

Returns
-------
w : rank-1 array('d') with bounds (n)
v : rank-2 array('D') with bounds (n,n) and a storage
info : intw,v,info = cheev(a,[compute_v,lower,lwork,overwrite_a])

Wrapper for ``cheev``.

Parameters
----------
a : input rank-2 array('F') with bounds (n,n)

Other Parameters
----------------
compute_v : input int, optional
    Default: 1
lower : input int, optional
    Default: 0
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 2*n-1

Returns
-------
w : rank-1 array('f') with bounds (n)
v : rank-2 array('F') with bounds (n,n) and a storage
info : intw,v,info = dsyev(a,[compute_v,lower,lwork,overwrite_a])

Wrapper for ``dsyev``.

Parameters
----------
a : input rank-2 array('d') with bounds (n,n)

Other Parameters
----------------
compute_v : input int, optional
    Default: 1
lower : input int, optional
    Default: 0
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n-1

Returns
-------
w : rank-1 array('d') with bounds (n)
v : rank-2 array('d') with bounds (n,n) and a storage
info : intw,v,info = ssyev(a,[compute_v,lower,lwork,overwrite_a])

Wrapper for ``ssyev``.

Parameters
----------
a : input rank-2 array('f') with bounds (n,n)

Other Parameters
----------------
compute_v : input int, optional
    Default: 1
lower : input int, optional
    Default: 0
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n-1

Returns
-------
w : rank-1 array('f') with bounds (n)
v : rank-2 array('f') with bounds (n,n) and a storage
info : intalpha,beta,vl,vr,info = zgegv(a,b,[compute_vl,compute_vr,lwork,overwrite_a,overwrite_b])

Wrapper for ``zgegv``.

Parameters
----------
a : input rank-2 array('D') with bounds (n,n)
b : input rank-2 array('D') with bounds (n,n)

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lwork : input int, optional
    Default: 2*n

Returns
-------
alpha : rank-1 array('D') with bounds (n)
beta : rank-1 array('D') with bounds (n)
vl : rank-2 array('D') with bounds (ldvl,n)
vr : rank-2 array('D') with bounds (ldvr,n)
info : intalpha,beta,vl,vr,info = cgegv(a,b,[compute_vl,compute_vr,lwork,overwrite_a,overwrite_b])

Wrapper for ``cgegv``.

Parameters
----------
a : input rank-2 array('F') with bounds (n,n)
b : input rank-2 array('F') with bounds (n,n)

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lwork : input int, optional
    Default: 2*n

Returns
-------
alpha : rank-1 array('F') with bounds (n)
beta : rank-1 array('F') with bounds (n)
vl : rank-2 array('F') with bounds (ldvl,n)
vr : rank-2 array('F') with bounds (ldvr,n)
info : intalphar,alphai,beta,vl,vr,info = dgegv(a,b,[compute_vl,compute_vr,lwork,overwrite_a,overwrite_b])

Wrapper for ``dgegv``.

Parameters
----------
a : input rank-2 array('d') with bounds (n,n)
b : input rank-2 array('d') with bounds (n,n)

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lwork : input int, optional
    Default: 8*n

Returns
-------
alphar : rank-1 array('d') with bounds (n)
alphai : rank-1 array('d') with bounds (n)
beta : rank-1 array('d') with bounds (n)
vl : rank-2 array('d') with bounds (ldvl,n)
vr : rank-2 array('d') with bounds (ldvr,n)
info : intalphar,alphai,beta,vl,vr,info = sgegv(a,b,[compute_vl,compute_vr,lwork,overwrite_a,overwrite_b])

Wrapper for ``sgegv``.

Parameters
----------
a : input rank-2 array('f') with bounds (n,n)
b : input rank-2 array('f') with bounds (n,n)

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
lwork : input int, optional
    Default: 8*n

Returns
-------
alphar : rank-1 array('f') with bounds (n)
alphai : rank-1 array('f') with bounds (n)
beta : rank-1 array('f') with bounds (n)
vl : rank-2 array('f') with bounds (ldvl,n)
vr : rank-2 array('f') with bounds (ldvr,n)
info : intwork,info = zgeev_lwork(n,[compute_vl,compute_vr])

Wrapper for ``zgeev_lwork``.

Parameters
----------
n : input int

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1

Returns
-------
work : complex
info : intwork,info = cgeev_lwork(n,[compute_vl,compute_vr])

Wrapper for ``cgeev_lwork``.

Parameters
----------
n : input int

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1

Returns
-------
work : complex
info : intw,vl,vr,info = zgeev(a,[compute_vl,compute_vr,lwork,overwrite_a])

Wrapper for ``zgeev``.

Parameters
----------
a : input rank-2 array('D') with bounds (n,n)

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 2*n

Returns
-------
w : rank-1 array('D') with bounds (n)
vl : rank-2 array('D') with bounds (ldvl,n)
vr : rank-2 array('D') with bounds (ldvr,n)
info : intw,vl,vr,info = cgeev(a,[compute_vl,compute_vr,lwork,overwrite_a])

Wrapper for ``cgeev``.

Parameters
----------
a : input rank-2 array('F') with bounds (n,n)

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 2*n

Returns
-------
w : rank-1 array('F') with bounds (n)
vl : rank-2 array('F') with bounds (ldvl,n)
vr : rank-2 array('F') with bounds (ldvr,n)
info : intwork,info = dgeev_lwork(n,[compute_vl,compute_vr])

Wrapper for ``dgeev_lwork``.

Parameters
----------
n : input int

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1

Returns
-------
work : float
info : intwork,info = sgeev_lwork(n,[compute_vl,compute_vr])

Wrapper for ``sgeev_lwork``.

Parameters
----------
n : input int

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1

Returns
-------
work : float
info : intwr,wi,vl,vr,info = dgeev(a,[compute_vl,compute_vr,lwork,overwrite_a])

Wrapper for ``dgeev``.

Parameters
----------
a : input rank-2 array('d') with bounds (n,n)

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 4*n

Returns
-------
wr : rank-1 array('d') with bounds (n)
wi : rank-1 array('d') with bounds (n)
vl : rank-2 array('d') with bounds (ldvl,n)
vr : rank-2 array('d') with bounds (ldvr,n)
info : intwr,wi,vl,vr,info = sgeev(a,[compute_vl,compute_vr,lwork,overwrite_a])

Wrapper for ``sgeev``.

Parameters
----------
a : input rank-2 array('f') with bounds (n,n)

Other Parameters
----------------
compute_vl : input int, optional
    Default: 1
compute_vr : input int, optional
    Default: 1
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 4*n

Returns
-------
wr : rank-1 array('f') with bounds (n)
wi : rank-1 array('f') with bounds (n)
vl : rank-2 array('f') with bounds (ldvl,n)
vr : rank-2 array('f') with bounds (ldvr,n)
info : intq,work,info = zungrq(a,tau,[lwork,overwrite_a])

Wrapper for ``zungrq``.

Parameters
----------
a : input rank-2 array('D') with bounds (m,n)
tau : input rank-1 array('D') with bounds (k)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*m

Returns
-------
q : rank-2 array('D') with bounds (m,n) and a storage
work : rank-1 array('D') with bounds (MAX(lwork,1))
info : intq,work,info = cungrq(a,tau,[lwork,overwrite_a])

Wrapper for ``cungrq``.

Parameters
----------
a : input rank-2 array('F') with bounds (m,n)
tau : input rank-1 array('F') with bounds (k)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*m

Returns
-------
q : rank-2 array('F') with bounds (m,n) and a storage
work : rank-1 array('F') with bounds (MAX(lwork,1))
info : intq,work,info = dorgrq(a,tau,[lwork,overwrite_a])

Wrapper for ``dorgrq``.

Parameters
----------
a : input rank-2 array('d') with bounds (m,n)
tau : input rank-1 array('d') with bounds (k)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*m

Returns
-------
q : rank-2 array('d') with bounds (m,n) and a storage
work : rank-1 array('d') with bounds (MAX(lwork,1))
info : intq,work,info = sorgrq(a,tau,[lwork,overwrite_a])

Wrapper for ``sorgrq``.

Parameters
----------
a : input rank-2 array('f') with bounds (m,n)
tau : input rank-1 array('f') with bounds (k)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*m

Returns
-------
q : rank-2 array('f') with bounds (m,n) and a storage
work : rank-1 array('f') with bounds (MAX(lwork,1))
info : intcq,work,info = zunmqr(side,trans,a,tau,c,lwork,[overwrite_c])

Wrapper for ``zunmqr``.

Parameters
----------
side : input string(len=1)
trans : input string(len=1)
a : input rank-2 array('D') with bounds (lda,k)
tau : input rank-1 array('D') with bounds (k)
c : input rank-2 array('D') with bounds (ldc,n)
lwork : input int

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0

Returns
-------
cq : rank-2 array('D') with bounds (ldc,n) and c storage
work : rank-1 array('D') with bounds (MAX(lwork,1))
info : intcq,work,info = cunmqr(side,trans,a,tau,c,lwork,[overwrite_c])

Wrapper for ``cunmqr``.

Parameters
----------
side : input string(len=1)
trans : input string(len=1)
a : input rank-2 array('F') with bounds (lda,k)
tau : input rank-1 array('F') with bounds (k)
c : input rank-2 array('F') with bounds (ldc,n)
lwork : input int

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0

Returns
-------
cq : rank-2 array('F') with bounds (ldc,n) and c storage
work : rank-1 array('F') with bounds (MAX(lwork,1))
info : intcq,work,info = dormqr(side,trans,a,tau,c,lwork,[overwrite_c])

Wrapper for ``dormqr``.

Parameters
----------
side : input string(len=1)
trans : input string(len=1)
a : input rank-2 array('d') with bounds (lda,k)
tau : input rank-1 array('d') with bounds (k)
c : input rank-2 array('d') with bounds (ldc,n)
lwork : input int

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0

Returns
-------
cq : rank-2 array('d') with bounds (ldc,n) and c storage
work : rank-1 array('d') with bounds (MAX(lwork,1))
info : intcq,work,info = sormqr(side,trans,a,tau,c,lwork,[overwrite_c])

Wrapper for ``sormqr``.

Parameters
----------
side : input string(len=1)
trans : input string(len=1)
a : input rank-2 array('f') with bounds (lda,k)
tau : input rank-1 array('f') with bounds (k)
c : input rank-2 array('f') with bounds (ldc,n)
lwork : input int

Other Parameters
----------------
overwrite_c : input int, optional
    Default: 0

Returns
-------
cq : rank-2 array('f') with bounds (ldc,n) and c storage
work : rank-1 array('f') with bounds (MAX(lwork,1))
info : intq,work,info = zungqr(a,tau,[lwork,overwrite_a])

Wrapper for ``zungqr``.

Parameters
----------
a : input rank-2 array('D') with bounds (m,n)
tau : input rank-1 array('D') with bounds (k)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
q : rank-2 array('D') with bounds (m,n) and a storage
work : rank-1 array('D') with bounds (MAX(lwork,1))
info : intq,work,info = cungqr(a,tau,[lwork,overwrite_a])

Wrapper for ``cungqr``.

Parameters
----------
a : input rank-2 array('F') with bounds (m,n)
tau : input rank-1 array('F') with bounds (k)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
q : rank-2 array('F') with bounds (m,n) and a storage
work : rank-1 array('F') with bounds (MAX(lwork,1))
info : intq,work,info = dorgqr(a,tau,[lwork,overwrite_a])

Wrapper for ``dorgqr``.

Parameters
----------
a : input rank-2 array('d') with bounds (m,n)
tau : input rank-1 array('d') with bounds (k)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
q : rank-2 array('d') with bounds (m,n) and a storage
work : rank-1 array('d') with bounds (MAX(lwork,1))
info : intq,work,info = sorgqr(a,tau,[lwork,overwrite_a])

Wrapper for ``sorgqr``.

Parameters
----------
a : input rank-2 array('f') with bounds (m,n)
tau : input rank-1 array('f') with bounds (k)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
q : rank-2 array('f') with bounds (m,n) and a storage
work : rank-1 array('f') with bounds (MAX(lwork,1))
info : intqr,tau,work,info = zgerqf(a,[lwork,overwrite_a])

Wrapper for ``zgerqf``.

Parameters
----------
a : input rank-2 array('D') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*m

Returns
-------
qr : rank-2 array('D') with bounds (m,n) and a storage
tau : rank-1 array('D') with bounds (MIN(m,n))
work : rank-1 array('D') with bounds (MAX(lwork,1))
info : intqr,tau,work,info = cgerqf(a,[lwork,overwrite_a])

Wrapper for ``cgerqf``.

Parameters
----------
a : input rank-2 array('F') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*m

Returns
-------
qr : rank-2 array('F') with bounds (m,n) and a storage
tau : rank-1 array('F') with bounds (MIN(m,n))
work : rank-1 array('F') with bounds (MAX(lwork,1))
info : intqr,tau,work,info = dgerqf(a,[lwork,overwrite_a])

Wrapper for ``dgerqf``.

Parameters
----------
a : input rank-2 array('d') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*m

Returns
-------
qr : rank-2 array('d') with bounds (m,n) and a storage
tau : rank-1 array('d') with bounds (MIN(m,n))
work : rank-1 array('d') with bounds (MAX(lwork,1))
info : intqr,tau,work,info = sgerqf(a,[lwork,overwrite_a])

Wrapper for ``sgerqf``.

Parameters
----------
a : input rank-2 array('f') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*m

Returns
-------
qr : rank-2 array('f') with bounds (m,n) and a storage
tau : rank-1 array('f') with bounds (MIN(m,n))
work : rank-1 array('f') with bounds (MAX(lwork,1))
info : intqr,tau,work,info = zgeqrf(a,[lwork,overwrite_a])

Wrapper for ``zgeqrf``.

Parameters
----------
a : input rank-2 array('D') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
qr : rank-2 array('D') with bounds (m,n) and a storage
tau : rank-1 array('D') with bounds (MIN(m,n))
work : rank-1 array('D') with bounds (MAX(lwork,1))
info : intqr,tau,work,info = cgeqrf(a,[lwork,overwrite_a])

Wrapper for ``cgeqrf``.

Parameters
----------
a : input rank-2 array('F') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
qr : rank-2 array('F') with bounds (m,n) and a storage
tau : rank-1 array('F') with bounds (MIN(m,n))
work : rank-1 array('F') with bounds (MAX(lwork,1))
info : intqr,tau,work,info = dgeqrf(a,[lwork,overwrite_a])

Wrapper for ``dgeqrf``.

Parameters
----------
a : input rank-2 array('d') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
qr : rank-2 array('d') with bounds (m,n) and a storage
tau : rank-1 array('d') with bounds (MIN(m,n))
work : rank-1 array('d') with bounds (MAX(lwork,1))
info : intqr,tau,work,info = sgeqrf(a,[lwork,overwrite_a])

Wrapper for ``sgeqrf``.

Parameters
----------
a : input rank-2 array('f') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
qr : rank-2 array('f') with bounds (m,n) and a storage
tau : rank-1 array('f') with bounds (MIN(m,n))
work : rank-1 array('f') with bounds (MAX(lwork,1))
info : intqr,jpvt,tau,work,info = zgeqp3(a,[lwork,overwrite_a])

Wrapper for ``zgeqp3``.

Parameters
----------
a : input rank-2 array('D') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*(n+1)

Returns
-------
qr : rank-2 array('D') with bounds (m,n) and a storage
jpvt : rank-1 array('i') with bounds (n)
tau : rank-1 array('D') with bounds (MIN(m,n))
work : rank-1 array('D') with bounds (MAX(lwork,1))
info : intqr,jpvt,tau,work,info = cgeqp3(a,[lwork,overwrite_a])

Wrapper for ``cgeqp3``.

Parameters
----------
a : input rank-2 array('F') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*(n+1)

Returns
-------
qr : rank-2 array('F') with bounds (m,n) and a storage
jpvt : rank-1 array('i') with bounds (n)
tau : rank-1 array('F') with bounds (MIN(m,n))
work : rank-1 array('F') with bounds (MAX(lwork,1))
info : intqr,jpvt,tau,work,info = dgeqp3(a,[lwork,overwrite_a])

Wrapper for ``dgeqp3``.

Parameters
----------
a : input rank-2 array('d') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*(n+1)

Returns
-------
qr : rank-2 array('d') with bounds (m,n) and a storage
jpvt : rank-1 array('i') with bounds (n)
tau : rank-1 array('d') with bounds (MIN(m,n))
work : rank-1 array('d') with bounds (MAX(lwork,1))
info : intqr,jpvt,tau,work,info = sgeqp3(a,[lwork,overwrite_a])

Wrapper for ``sgeqp3``.

Parameters
----------
a : input rank-2 array('f') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*(n+1)

Returns
-------
qr : rank-2 array('f') with bounds (m,n) and a storage
jpvt : rank-1 array('i') with bounds (n)
tau : rank-1 array('f') with bounds (MIN(m,n))
work : rank-1 array('f') with bounds (MAX(lwork,1))
info : intv,x,s,rank,work,info = zgelss(a,b,[cond,lwork,overwrite_a,overwrite_b])

Wrapper for ``zgelss``.

Parameters
----------
a : input rank-2 array('D') with bounds (m,n)
b : input rank-2 array('D') with bounds (maxmn,nrhs)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
cond : input float, optional
    Default: -1.0
lwork : input int, optional
    Default: 2*minmn+MAX(maxmn,nrhs)

Returns
-------
v : rank-2 array('D') with bounds (m,n) and a storage
x : rank-2 array('D') with bounds (maxmn,nrhs) and b storage
s : rank-1 array('d') with bounds (minmn)
rank : int
work : rank-1 array('D') with bounds (MAX(lwork,1))
info : intv,x,s,rank,work,info = cgelss(a,b,[cond,lwork,overwrite_a,overwrite_b])

Wrapper for ``cgelss``.

Parameters
----------
a : input rank-2 array('F') with bounds (m,n)
b : input rank-2 array('F') with bounds (maxmn,nrhs)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
cond : input float, optional
    Default: -1.0
lwork : input int, optional
    Default: 2*minmn+MAX(maxmn,nrhs)

Returns
-------
v : rank-2 array('F') with bounds (m,n) and a storage
x : rank-2 array('F') with bounds (maxmn,nrhs) and b storage
s : rank-1 array('f') with bounds (minmn)
rank : int
work : rank-1 array('F') with bounds (MAX(lwork,1))
info : intv,x,s,rank,work,info = dgelss(a,b,[cond,lwork,overwrite_a,overwrite_b])

Wrapper for ``dgelss``.

Parameters
----------
a : input rank-2 array('d') with bounds (m,n)
b : input rank-2 array('d') with bounds (maxmn,nrhs)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
cond : input float, optional
    Default: -1.0
lwork : input int, optional
    Default: 3*minmn+MAX(2*minmn,MAX(maxmn,nrhs))

Returns
-------
v : rank-2 array('d') with bounds (m,n) and a storage
x : rank-2 array('d') with bounds (maxmn,nrhs) and b storage
s : rank-1 array('d') with bounds (minmn)
rank : int
work : rank-1 array('d') with bounds (MAX(lwork,1))
info : intv,x,s,rank,work,info = sgelss(a,b,[cond,lwork,overwrite_a,overwrite_b])

Wrapper for ``sgelss``.

Parameters
----------
a : input rank-2 array('f') with bounds (m,n)
b : input rank-2 array('f') with bounds (maxmn,nrhs)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
cond : input float, optional
    Default: -1.0
lwork : input int, optional
    Default: 3*minmn+MAX(2*minmn,MAX(maxmn,nrhs))

Returns
-------
v : rank-2 array('f') with bounds (m,n) and a storage
x : rank-2 array('f') with bounds (maxmn,nrhs) and b storage
s : rank-1 array('f') with bounds (minmn)
rank : int
work : rank-1 array('f') with bounds (MAX(lwork,1))
info : intwork,info = zgesdd_lwork(m,n,[compute_uv,full_matrices])

Wrapper for ``zgesdd_lwork``.

Parameters
----------
m : input int
n : input int

Other Parameters
----------------
compute_uv : input int, optional
    Default: 1
full_matrices : input int, optional
    Default: 1

Returns
-------
work : complex
info : intwork,info = cgesdd_lwork(m,n,[compute_uv,full_matrices])

Wrapper for ``cgesdd_lwork``.

Parameters
----------
m : input int
n : input int

Other Parameters
----------------
compute_uv : input int, optional
    Default: 1
full_matrices : input int, optional
    Default: 1

Returns
-------
work : complex
info : intu,s,vt,info = zgesdd(a,[compute_uv,full_matrices,lwork,overwrite_a])

Wrapper for ``zgesdd``.

Parameters
----------
a : input rank-2 array('D') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
compute_uv : input int, optional
    Default: 1
full_matrices : input int, optional
    Default: 1
lwork : input int, optional
    Default: (compute_uv?2*minmn*minmn+MAX(m,n)+2*minmn:2*minmn+MAX(m,n))

Returns
-------
u : rank-2 array('D') with bounds (u0,u1)
s : rank-1 array('d') with bounds (minmn)
vt : rank-2 array('D') with bounds (vt0,vt1)
info : intu,s,vt,info = cgesdd(a,[compute_uv,full_matrices,lwork,overwrite_a])

Wrapper for ``cgesdd``.

Parameters
----------
a : input rank-2 array('F') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
compute_uv : input int, optional
    Default: 1
full_matrices : input int, optional
    Default: 1
lwork : input int, optional
    Default: (compute_uv?2*minmn*minmn+MAX(m,n)+2*minmn:2*minmn+MAX(m,n))

Returns
-------
u : rank-2 array('F') with bounds (u0,u1)
s : rank-1 array('f') with bounds (minmn)
vt : rank-2 array('F') with bounds (vt0,vt1)
info : intwork,info = dgesdd_lwork(m,n,[compute_uv,full_matrices])

Wrapper for ``dgesdd_lwork``.

Parameters
----------
m : input int
n : input int

Other Parameters
----------------
compute_uv : input int, optional
    Default: 1
full_matrices : input int, optional
    Default: 1

Returns
-------
work : float
info : intwork,info = sgesdd_lwork(m,n,[compute_uv,full_matrices])

Wrapper for ``sgesdd_lwork``.

Parameters
----------
m : input int
n : input int

Other Parameters
----------------
compute_uv : input int, optional
    Default: 1
full_matrices : input int, optional
    Default: 1

Returns
-------
work : float
info : intu,s,vt,info = dgesdd(a,[compute_uv,full_matrices,lwork,overwrite_a])

Wrapper for ``dgesdd``.

Parameters
----------
a : input rank-2 array('d') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
compute_uv : input int, optional
    Default: 1
full_matrices : input int, optional
    Default: 1
lwork : input int, optional
    Default: (compute_uv?4*minmn*minmn+MAX(m,n)+9*minmn:MAX(14*minmn+4,10*minmn+2+25*(25+8))+MAX(m,n))

Returns
-------
u : rank-2 array('d') with bounds (u0,u1)
s : rank-1 array('d') with bounds (minmn)
vt : rank-2 array('d') with bounds (vt0,vt1)
info : intu,s,vt,info = sgesdd(a,[compute_uv,full_matrices,lwork,overwrite_a])

Wrapper for ``sgesdd``.

Parameters
----------
a : input rank-2 array('f') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
compute_uv : input int, optional
    Default: 1
full_matrices : input int, optional
    Default: 1
lwork : input int, optional
    Default: (compute_uv?4*minmn*minmn+MAX(m,n)+9*minmn:MAX(14*minmn+4,10*minmn+2+25*(25+8))+MAX(m,n))

Returns
-------
u : rank-2 array('f') with bounds (u0,u1)
s : rank-1 array('f') with bounds (minmn)
vt : rank-2 array('f') with bounds (vt0,vt1)
info : intwork,info = zgetri_lwork(n)

Wrapper for ``zgetri_lwork``.

Parameters
----------
n : input int

Returns
-------
work : complex
info : intwork,info = cgetri_lwork(n)

Wrapper for ``cgetri_lwork``.

Parameters
----------
n : input int

Returns
-------
work : complex
info : intwork,info = dgetri_lwork(n)

Wrapper for ``dgetri_lwork``.

Parameters
----------
n : input int

Returns
-------
work : float
info : intwork,info = sgetri_lwork(n)

Wrapper for ``sgetri_lwork``.

Parameters
----------
n : input int

Returns
-------
work : float
info : intinv_a,info = zgetri(lu,piv,[lwork,overwrite_lu])

Wrapper for ``zgetri``.

Parameters
----------
lu : input rank-2 array('D') with bounds (n,n)
piv : input rank-1 array('i') with bounds (n)

Other Parameters
----------------
overwrite_lu : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
inv_a : rank-2 array('D') with bounds (n,n) and lu storage
info : intinv_a,info = cgetri(lu,piv,[lwork,overwrite_lu])

Wrapper for ``cgetri``.

Parameters
----------
lu : input rank-2 array('F') with bounds (n,n)
piv : input rank-1 array('i') with bounds (n)

Other Parameters
----------------
overwrite_lu : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
inv_a : rank-2 array('F') with bounds (n,n) and lu storage
info : intinv_a,info = dgetri(lu,piv,[lwork,overwrite_lu])

Wrapper for ``dgetri``.

Parameters
----------
lu : input rank-2 array('d') with bounds (n,n)
piv : input rank-1 array('i') with bounds (n)

Other Parameters
----------------
overwrite_lu : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
inv_a : rank-2 array('d') with bounds (n,n) and lu storage
info : intinv_a,info = sgetri(lu,piv,[lwork,overwrite_lu])

Wrapper for ``sgetri``.

Parameters
----------
lu : input rank-2 array('f') with bounds (n,n)
piv : input rank-1 array('i') with bounds (n)

Other Parameters
----------------
overwrite_lu : input int, optional
    Default: 0
lwork : input int, optional
    Default: 3*n

Returns
-------
inv_a : rank-2 array('f') with bounds (n,n) and lu storage
info : intx,info = zgetrs(lu,piv,b,[trans,overwrite_b])

Wrapper for ``zgetrs``.

Parameters
----------
lu : input rank-2 array('D') with bounds (n,n)
piv : input rank-1 array('i') with bounds (n)
b : input rank-2 array('D') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_b : input int, optional
    Default: 0
trans : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('D') with bounds (n,nrhs) and b storage
info : intx,info = cgetrs(lu,piv,b,[trans,overwrite_b])

Wrapper for ``cgetrs``.

Parameters
----------
lu : input rank-2 array('F') with bounds (n,n)
piv : input rank-1 array('i') with bounds (n)
b : input rank-2 array('F') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_b : input int, optional
    Default: 0
trans : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('F') with bounds (n,nrhs) and b storage
info : intx,info = dgetrs(lu,piv,b,[trans,overwrite_b])

Wrapper for ``dgetrs``.

Parameters
----------
lu : input rank-2 array('d') with bounds (n,n)
piv : input rank-1 array('i') with bounds (n)
b : input rank-2 array('d') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_b : input int, optional
    Default: 0
trans : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('d') with bounds (n,nrhs) and b storage
info : intx,info = sgetrs(lu,piv,b,[trans,overwrite_b])

Wrapper for ``sgetrs``.

Parameters
----------
lu : input rank-2 array('f') with bounds (n,n)
piv : input rank-1 array('i') with bounds (n)
b : input rank-2 array('f') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_b : input int, optional
    Default: 0
trans : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('f') with bounds (n,nrhs) and b storage
info : intlu,piv,info = zgetrf(a,[overwrite_a])

Wrapper for ``zgetrf``.

Parameters
----------
a : input rank-2 array('D') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0

Returns
-------
lu : rank-2 array('D') with bounds (m,n) and a storage
piv : rank-1 array('i') with bounds (MIN(m,n))
info : intlu,piv,info = cgetrf(a,[overwrite_a])

Wrapper for ``cgetrf``.

Parameters
----------
a : input rank-2 array('F') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0

Returns
-------
lu : rank-2 array('F') with bounds (m,n) and a storage
piv : rank-1 array('i') with bounds (MIN(m,n))
info : intlu,piv,info = dgetrf(a,[overwrite_a])

Wrapper for ``dgetrf``.

Parameters
----------
a : input rank-2 array('d') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0

Returns
-------
lu : rank-2 array('d') with bounds (m,n) and a storage
piv : rank-1 array('i') with bounds (MIN(m,n))
info : intlu,piv,info = sgetrf(a,[overwrite_a])

Wrapper for ``sgetrf``.

Parameters
----------
a : input rank-2 array('f') with bounds (m,n)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0

Returns
-------
lu : rank-2 array('f') with bounds (m,n) and a storage
piv : rank-1 array('i') with bounds (MIN(m,n))
info : intlu,piv,x,info = zgesv(a,b,[overwrite_a,overwrite_b])

Wrapper for ``zgesv``.

Parameters
----------
a : input rank-2 array('D') with bounds (n,n)
b : input rank-2 array('D') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0

Returns
-------
lu : rank-2 array('D') with bounds (n,n) and a storage
piv : rank-1 array('i') with bounds (n)
x : rank-2 array('D') with bounds (n,nrhs) and b storage
info : intlu,piv,x,info = cgesv(a,b,[overwrite_a,overwrite_b])

Wrapper for ``cgesv``.

Parameters
----------
a : input rank-2 array('F') with bounds (n,n)
b : input rank-2 array('F') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0

Returns
-------
lu : rank-2 array('F') with bounds (n,n) and a storage
piv : rank-1 array('i') with bounds (n)
x : rank-2 array('F') with bounds (n,nrhs) and b storage
info : intlu,piv,x,info = dgesv(a,b,[overwrite_a,overwrite_b])

Wrapper for ``dgesv``.

Parameters
----------
a : input rank-2 array('d') with bounds (n,n)
b : input rank-2 array('d') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0

Returns
-------
lu : rank-2 array('d') with bounds (n,n) and a storage
piv : rank-1 array('i') with bounds (n)
x : rank-2 array('d') with bounds (n,nrhs) and b storage
info : intlu,piv,x,info = sgesv(a,b,[overwrite_a,overwrite_b])

Wrapper for ``sgesv``.

Parameters
----------
a : input rank-2 array('f') with bounds (n,n)
b : input rank-2 array('f') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0

Returns
-------
lu : rank-2 array('f') with bounds (n,n) and a storage
piv : rank-1 array('i') with bounds (n)
x : rank-2 array('f') with bounds (n,nrhs) and b storage
info : intlub,piv,x,info = zgbsv(kl,ku,ab,b,[overwrite_ab,overwrite_b])

Wrapper for ``zgbsv``.

Parameters
----------
kl : input int
ku : input int
ab : input rank-2 array('D') with bounds (2*kl+ku+1,n)
b : input rank-2 array('D') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_ab : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0

Returns
-------
lub : rank-2 array('D') with bounds (2*kl+ku+1,n) and ab storage
piv : rank-1 array('i') with bounds (n)
x : rank-2 array('D') with bounds (n,nrhs) and b storage
info : intlub,piv,x,info = cgbsv(kl,ku,ab,b,[overwrite_ab,overwrite_b])

Wrapper for ``cgbsv``.

Parameters
----------
kl : input int
ku : input int
ab : input rank-2 array('F') with bounds (2*kl+ku+1,n)
b : input rank-2 array('F') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_ab : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0

Returns
-------
lub : rank-2 array('F') with bounds (2*kl+ku+1,n) and ab storage
piv : rank-1 array('i') with bounds (n)
x : rank-2 array('F') with bounds (n,nrhs) and b storage
info : intlub,piv,x,info = dgbsv(kl,ku,ab,b,[overwrite_ab,overwrite_b])

Wrapper for ``dgbsv``.

Parameters
----------
kl : input int
ku : input int
ab : input rank-2 array('d') with bounds (2*kl+ku+1,n)
b : input rank-2 array('d') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_ab : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0

Returns
-------
lub : rank-2 array('d') with bounds (2*kl+ku+1,n) and ab storage
piv : rank-1 array('i') with bounds (n)
x : rank-2 array('d') with bounds (n,nrhs) and b storage
info : intlub,piv,x,info = sgbsv(kl,ku,ab,b,[overwrite_ab,overwrite_b])

Wrapper for ``sgbsv``.

Parameters
----------
kl : input int
ku : input int
ab : input rank-2 array('f') with bounds (2*kl+ku+1,n)
b : input rank-2 array('f') with bounds (n,nrhs)

Other Parameters
----------------
overwrite_ab : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0

Returns
-------
lub : rank-2 array('f') with bounds (2*kl+ku+1,n) and ab storage
piv : rank-1 array('i') with bounds (n)
x : rank-2 array('f') with bounds (n,nrhs) and b storage
info : intwork,info = zgehrd_lwork(n,[lo,hi])

Wrapper for ``zgehrd_lwork``.

Parameters
----------
n : input int

Other Parameters
----------------
lo : input int, optional
    Default: 0
hi : input int, optional
    Default: n-1

Returns
-------
work : complex
info : intwork,info = cgehrd_lwork(n,[lo,hi])

Wrapper for ``cgehrd_lwork``.

Parameters
----------
n : input int

Other Parameters
----------------
lo : input int, optional
    Default: 0
hi : input int, optional
    Default: n-1

Returns
-------
work : complex
info : intwork,info = dgehrd_lwork(n,[lo,hi])

Wrapper for ``dgehrd_lwork``.

Parameters
----------
n : input int

Other Parameters
----------------
lo : input int, optional
    Default: 0
hi : input int, optional
    Default: n-1

Returns
-------
work : float
info : intwork,info = sgehrd_lwork(n,[lo,hi])

Wrapper for ``sgehrd_lwork``.

Parameters
----------
n : input int

Other Parameters
----------------
lo : input int, optional
    Default: 0
hi : input int, optional
    Default: n-1

Returns
-------
work : float
info : intht,tau,info = zgehrd(a,[lo,hi,lwork,overwrite_a])

Wrapper for ``zgehrd``.

Parameters
----------
a : input rank-2 array('D') with bounds (n,n)

Other Parameters
----------------
lo : input int, optional
    Default: 0
hi : input int, optional
    Default: n-1
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: MAX(n,1)

Returns
-------
ht : rank-2 array('D') with bounds (n,n) and a storage
tau : rank-1 array('D') with bounds (n - 1)
info : intht,tau,info = cgehrd(a,[lo,hi,lwork,overwrite_a])

Wrapper for ``cgehrd``.

Parameters
----------
a : input rank-2 array('F') with bounds (n,n)

Other Parameters
----------------
lo : input int, optional
    Default: 0
hi : input int, optional
    Default: n-1
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: MAX(n,1)

Returns
-------
ht : rank-2 array('F') with bounds (n,n) and a storage
tau : rank-1 array('F') with bounds (n - 1)
info : intht,tau,info = dgehrd(a,[lo,hi,lwork,overwrite_a])

Wrapper for ``dgehrd``.

Parameters
----------
a : input rank-2 array('d') with bounds (n,n)

Other Parameters
----------------
lo : input int, optional
    Default: 0
hi : input int, optional
    Default: n-1
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: MAX(n,1)

Returns
-------
ht : rank-2 array('d') with bounds (n,n) and a storage
tau : rank-1 array('d') with bounds (n - 1)
info : intht,tau,info = sgehrd(a,[lo,hi,lwork,overwrite_a])

Wrapper for ``sgehrd``.

Parameters
----------
a : input rank-2 array('f') with bounds (n,n)

Other Parameters
----------------
lo : input int, optional
    Default: 0
hi : input int, optional
    Default: n-1
overwrite_a : input int, optional
    Default: 0
lwork : input int, optional
    Default: MAX(n,1)

Returns
-------
ht : rank-2 array('f') with bounds (n,n) and a storage
tau : rank-1 array('f') with bounds (n - 1)
info : intba,lo,hi,pivscale,info = zgebal(a,[scale,permute,overwrite_a])

Wrapper for ``zgebal``.

Parameters
----------
a : input rank-2 array('D') with bounds (m,n)

Other Parameters
----------------
scale : input int, optional
    Default: 0
permute : input int, optional
    Default: 0
overwrite_a : input int, optional
    Default: 0

Returns
-------
ba : rank-2 array('D') with bounds (m,n) and a storage
lo : int
hi : int
pivscale : rank-1 array('d') with bounds (n)
info : intba,lo,hi,pivscale,info = cgebal(a,[scale,permute,overwrite_a])

Wrapper for ``cgebal``.

Parameters
----------
a : input rank-2 array('F') with bounds (m,n)

Other Parameters
----------------
scale : input int, optional
    Default: 0
permute : input int, optional
    Default: 0
overwrite_a : input int, optional
    Default: 0

Returns
-------
ba : rank-2 array('F') with bounds (m,n) and a storage
lo : int
hi : int
pivscale : rank-1 array('f') with bounds (n)
info : intba,lo,hi,pivscale,info = dgebal(a,[scale,permute,overwrite_a])

Wrapper for ``dgebal``.

Parameters
----------
a : input rank-2 array('d') with bounds (m,n)

Other Parameters
----------------
scale : input int, optional
    Default: 0
permute : input int, optional
    Default: 0
overwrite_a : input int, optional
    Default: 0

Returns
-------
ba : rank-2 array('d') with bounds (m,n) and a storage
lo : int
hi : int
pivscale : rank-1 array('d') with bounds (n)
info : intba,lo,hi,pivscale,info = sgebal(a,[scale,permute,overwrite_a])

Wrapper for ``sgebal``.

Parameters
----------
a : input rank-2 array('f') with bounds (m,n)

Other Parameters
----------------
scale : input int, optional
    Default: 0
permute : input int, optional
    Default: 0
overwrite_a : input int, optional
    Default: 0

Returns
-------
ba : rank-2 array('f') with bounds (m,n) and a storage
lo : int
hi : int
pivscale : rank-1 array('f') with bounds (n)
info : intc,x,info = zpbsv(ab,b,[lower,ldab,overwrite_ab,overwrite_b])

Wrapper for ``zpbsv``.

Parameters
----------
ab : input rank-2 array('D') with bounds (ldab,n)
b : input rank-2 array('D') with bounds (ldb,nrhs)

Other Parameters
----------------
lower : input int, optional
    Default: 0
overwrite_ab : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)
overwrite_b : input int, optional
    Default: 0

Returns
-------
c : rank-2 array('D') with bounds (ldab,n) and ab storage
x : rank-2 array('D') with bounds (ldb,nrhs) and b storage
info : intc,x,info = cpbsv(ab,b,[lower,ldab,overwrite_ab,overwrite_b])

Wrapper for ``cpbsv``.

Parameters
----------
ab : input rank-2 array('F') with bounds (ldab,n)
b : input rank-2 array('F') with bounds (ldb,nrhs)

Other Parameters
----------------
lower : input int, optional
    Default: 0
overwrite_ab : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)
overwrite_b : input int, optional
    Default: 0

Returns
-------
c : rank-2 array('F') with bounds (ldab,n) and ab storage
x : rank-2 array('F') with bounds (ldb,nrhs) and b storage
info : intc,x,info = dpbsv(ab,b,[lower,ldab,overwrite_ab,overwrite_b])

Wrapper for ``dpbsv``.

Parameters
----------
ab : input rank-2 array('d') with bounds (ldab,n)
b : input rank-2 array('d') with bounds (ldb,nrhs)

Other Parameters
----------------
lower : input int, optional
    Default: 0
overwrite_ab : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)
overwrite_b : input int, optional
    Default: 0

Returns
-------
c : rank-2 array('d') with bounds (ldab,n) and ab storage
x : rank-2 array('d') with bounds (ldb,nrhs) and b storage
info : intc,x,info = spbsv(ab,b,[lower,ldab,overwrite_ab,overwrite_b])

Wrapper for ``spbsv``.

Parameters
----------
ab : input rank-2 array('f') with bounds (ldab,n)
b : input rank-2 array('f') with bounds (ldb,nrhs)

Other Parameters
----------------
lower : input int, optional
    Default: 0
overwrite_ab : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)
overwrite_b : input int, optional
    Default: 0

Returns
-------
c : rank-2 array('f') with bounds (ldab,n) and ab storage
x : rank-2 array('f') with bounds (ldb,nrhs) and b storage
info : intx,info = ztrtrs(a,b,[lower,trans,unitdiag,lda,overwrite_b])

Wrapper for ``ztrtrs``.

Parameters
----------
a : input rank-2 array('D') with bounds (lda,n)
b : input rank-2 array('D') with bounds (ldb,nrhs)

Other Parameters
----------------
lower : input int, optional
    Default: 0
trans : input int, optional
    Default: 0
unitdiag : input int, optional
    Default: 0
lda : input int, optional
    Default: shape(a,0)
overwrite_b : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('D') with bounds (ldb,nrhs) and b storage
info : intx,info = ctrtrs(a,b,[lower,trans,unitdiag,lda,overwrite_b])

Wrapper for ``ctrtrs``.

Parameters
----------
a : input rank-2 array('F') with bounds (lda,n)
b : input rank-2 array('F') with bounds (ldb,nrhs)

Other Parameters
----------------
lower : input int, optional
    Default: 0
trans : input int, optional
    Default: 0
unitdiag : input int, optional
    Default: 0
lda : input int, optional
    Default: shape(a,0)
overwrite_b : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('F') with bounds (ldb,nrhs) and b storage
info : intx,info = dtrtrs(a,b,[lower,trans,unitdiag,lda,overwrite_b])

Wrapper for ``dtrtrs``.

Parameters
----------
a : input rank-2 array('d') with bounds (lda,n)
b : input rank-2 array('d') with bounds (ldb,nrhs)

Other Parameters
----------------
lower : input int, optional
    Default: 0
trans : input int, optional
    Default: 0
unitdiag : input int, optional
    Default: 0
lda : input int, optional
    Default: shape(a,0)
overwrite_b : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('d') with bounds (ldb,nrhs) and b storage
info : intx,info = strtrs(a,b,[lower,trans,unitdiag,lda,overwrite_b])

Wrapper for ``strtrs``.

Parameters
----------
a : input rank-2 array('f') with bounds (lda,n)
b : input rank-2 array('f') with bounds (ldb,nrhs)

Other Parameters
----------------
lower : input int, optional
    Default: 0
trans : input int, optional
    Default: 0
unitdiag : input int, optional
    Default: 0
lda : input int, optional
    Default: shape(a,0)
overwrite_b : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('f') with bounds (ldb,nrhs) and b storage
info : intx,info = zpbtrs(ab,b,[lower,ldab,overwrite_b])

Wrapper for ``zpbtrs``.

Parameters
----------
ab : input rank-2 array('D') with bounds (ldab,n)
b : input rank-2 array('D') with bounds (ldb,nrhs)

Other Parameters
----------------
lower : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)
overwrite_b : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('D') with bounds (ldb,nrhs) and b storage
info : intx,info = cpbtrs(ab,b,[lower,ldab,overwrite_b])

Wrapper for ``cpbtrs``.

Parameters
----------
ab : input rank-2 array('F') with bounds (ldab,n)
b : input rank-2 array('F') with bounds (ldb,nrhs)

Other Parameters
----------------
lower : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)
overwrite_b : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('F') with bounds (ldb,nrhs) and b storage
info : intx,info = dpbtrs(ab,b,[lower,ldab,overwrite_b])

Wrapper for ``dpbtrs``.

Parameters
----------
ab : input rank-2 array('d') with bounds (ldab,n)
b : input rank-2 array('d') with bounds (ldb,nrhs)

Other Parameters
----------------
lower : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)
overwrite_b : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('d') with bounds (ldb,nrhs) and b storage
info : intx,info = spbtrs(ab,b,[lower,ldab,overwrite_b])

Wrapper for ``spbtrs``.

Parameters
----------
ab : input rank-2 array('f') with bounds (ldab,n)
b : input rank-2 array('f') with bounds (ldb,nrhs)

Other Parameters
----------------
lower : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)
overwrite_b : input int, optional
    Default: 0

Returns
-------
x : rank-2 array('f') with bounds (ldb,nrhs) and b storage
info : intc,info = zpbtrf(ab,[lower,ldab,overwrite_ab])

Wrapper for ``zpbtrf``.

Parameters
----------
ab : input rank-2 array('D') with bounds (ldab,n)

Other Parameters
----------------
lower : input int, optional
    Default: 0
overwrite_ab : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)

Returns
-------
c : rank-2 array('D') with bounds (ldab,n) and ab storage
info : intc,info = cpbtrf(ab,[lower,ldab,overwrite_ab])

Wrapper for ``cpbtrf``.

Parameters
----------
ab : input rank-2 array('F') with bounds (ldab,n)

Other Parameters
----------------
lower : input int, optional
    Default: 0
overwrite_ab : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)

Returns
-------
c : rank-2 array('F') with bounds (ldab,n) and ab storage
info : intc,info = dpbtrf(ab,[lower,ldab,overwrite_ab])

Wrapper for ``dpbtrf``.

Parameters
----------
ab : input rank-2 array('d') with bounds (ldab,n)

Other Parameters
----------------
lower : input int, optional
    Default: 0
overwrite_ab : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)

Returns
-------
c : rank-2 array('d') with bounds (ldab,n) and ab storage
info : intc,info = spbtrf(ab,[lower,ldab,overwrite_ab])

Wrapper for ``spbtrf``.

Parameters
----------
ab : input rank-2 array('f') with bounds (ldab,n)

Other Parameters
----------------
lower : input int, optional
    Default: 0
overwrite_ab : input int, optional
    Default: 0
ldab : input int, optional
    Default: shape(ab,0)

Returns
-------
c : rank-2 array('f') with bounds (ldab,n) and ab storage
info : inta,b,sdim,alpha,beta,vsl,vsr,work,info = zgges(zselect,a,b,[jobvsl,jobvsr,sort_t,ldvsl,ldvsr,lwork,zselect_extra_args,overwrite_a,overwrite_b])

Wrapper for ``zgges``.

Parameters
----------
zselect : call-back function
a : input rank-2 array('D') with bounds (lda,*)
b : input rank-2 array('D') with bounds (ldb,*)

Other Parameters
----------------
jobvsl : input int, optional
    Default: 1
jobvsr : input int, optional
    Default: 1
sort_t : input int, optional
    Default: 0
zselect_extra_args : input tuple, optional
    Default: ()
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
ldvsl : input int, optional
    Default: ((jobvsl==1)?n:1)
ldvsr : input int, optional
    Default: ((jobvsr==1)?n:1)
lwork : input int, optional
    Default: 2*n

Returns
-------
a : rank-2 array('D') with bounds (lda,*)
b : rank-2 array('D') with bounds (ldb,*)
sdim : int
alpha : rank-1 array('D') with bounds (n)
beta : rank-1 array('D') with bounds (n)
vsl : rank-2 array('D') with bounds (ldvsl,n)
vsr : rank-2 array('D') with bounds (ldvsr,n)
work : rank-1 array('D') with bounds (MAX(lwork,1))
info : int

Notes
-----
Call-back functions::

  def zselect(alpha,beta): return zselect
  Required arguments:
    alpha : input complex
    beta : input complex
  Return objects:
    zselect : inta,b,sdim,alpha,beta,vsl,vsr,work,info = cgges(cselect,a,b,[jobvsl,jobvsr,sort_t,ldvsl,ldvsr,lwork,cselect_extra_args,overwrite_a,overwrite_b])

Wrapper for ``cgges``.

Parameters
----------
cselect : call-back function
a : input rank-2 array('F') with bounds (lda,*)
b : input rank-2 array('F') with bounds (ldb,*)

Other Parameters
----------------
jobvsl : input int, optional
    Default: 1
jobvsr : input int, optional
    Default: 1
sort_t : input int, optional
    Default: 0
cselect_extra_args : input tuple, optional
    Default: ()
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
ldvsl : input int, optional
    Default: ((jobvsl==1)?n:1)
ldvsr : input int, optional
    Default: ((jobvsr==1)?n:1)
lwork : input int, optional
    Default: 2*n

Returns
-------
a : rank-2 array('F') with bounds (lda,*)
b : rank-2 array('F') with bounds (ldb,*)
sdim : int
alpha : rank-1 array('F') with bounds (n)
beta : rank-1 array('F') with bounds (n)
vsl : rank-2 array('F') with bounds (ldvsl,n)
vsr : rank-2 array('F') with bounds (ldvsr,n)
work : rank-1 array('F') with bounds (MAX(lwork,1))
info : int

Notes
-----
Call-back functions::

  def cselect(alpha,beta): return cselect
  Required arguments:
    alpha : input complex
    beta : input complex
  Return objects:
    cselect : inta,b,sdim,alphar,alphai,beta,vsl,vsr,work,info = dgges(dselect,a,b,[jobvsl,jobvsr,sort_t,ldvsl,ldvsr,lwork,dselect_extra_args,overwrite_a,overwrite_b])

Wrapper for ``dgges``.

Parameters
----------
dselect : call-back function
a : input rank-2 array('d') with bounds (lda,*)
b : input rank-2 array('d') with bounds (ldb,*)

Other Parameters
----------------
jobvsl : input int, optional
    Default: 1
jobvsr : input int, optional
    Default: 1
sort_t : input int, optional
    Default: 0
dselect_extra_args : input tuple, optional
    Default: ()
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
ldvsl : input int, optional
    Default: ((jobvsl==1)?n:1)
ldvsr : input int, optional
    Default: ((jobvsr==1)?n:1)
lwork : input int, optional
    Default: 8*n+16

Returns
-------
a : rank-2 array('d') with bounds (lda,*)
b : rank-2 array('d') with bounds (ldb,*)
sdim : int
alphar : rank-1 array('d') with bounds (n)
alphai : rank-1 array('d') with bounds (n)
beta : rank-1 array('d') with bounds (n)
vsl : rank-2 array('d') with bounds (ldvsl,n)
vsr : rank-2 array('d') with bounds (ldvsr,n)
work : rank-1 array('d') with bounds (MAX(lwork,1))
info : int

Notes
-----
Call-back functions::

  def dselect(alphar,alphai,beta): return dselect
  Required arguments:
    alphar : input float
    alphai : input float
    beta : input float
  Return objects:
    dselect : inta,b,sdim,alphar,alphai,beta,vsl,vsr,work,info = sgges(sselect,a,b,[jobvsl,jobvsr,sort_t,ldvsl,ldvsr,lwork,sselect_extra_args,overwrite_a,overwrite_b])

Wrapper for ``sgges``.

Parameters
----------
sselect : call-back function
a : input rank-2 array('f') with bounds (lda,*)
b : input rank-2 array('f') with bounds (ldb,*)

Other Parameters
----------------
jobvsl : input int, optional
    Default: 1
jobvsr : input int, optional
    Default: 1
sort_t : input int, optional
    Default: 0
sselect_extra_args : input tuple, optional
    Default: ()
overwrite_a : input int, optional
    Default: 0
overwrite_b : input int, optional
    Default: 0
ldvsl : input int, optional
    Default: ((jobvsl==1)?n:1)
ldvsr : input int, optional
    Default: ((jobvsr==1)?n:1)
lwork : input int, optional
    Default: 8*n+16

Returns
-------
a : rank-2 array('f') with bounds (lda,*)
b : rank-2 array('f') with bounds (ldb,*)
sdim : int
alphar : rank-1 array('f') with bounds (n)
alphai : rank-1 array('f') with bounds (n)
beta : rank-1 array('f') with bounds (n)
vsl : rank-2 array('f') with bounds (ldvsl,n)
vsr : rank-2 array('f') with bounds (ldvsr,n)
work : rank-1 array('f') with bounds (MAX(lwork,1))
info : int

Notes
-----
Call-back functions::

  def sselect(alphar,alphai,beta): return sselect
  Required arguments:
    alphar : input float
    alphai : input float
    beta : input float
  Return objects:
    sselect : intGà9úEúúúú#ú)úfñOà/ú;úà9úEúúúú#ú)úfñà/ú;ú}à9úEúúúú#ú)úfñ…à/ú;úbà9úEúúúú#ú)úfñjà/ú;ú\úGúMúRú\úGúMúRú\úGúMúRú\úGúMúRú\úEúGúMú;ú\úEúGúMú;ú\úEúGúMú;ú\úEúGúMú;ú9úEúGú_úeúnú;ú9úEúGú_úeúnú;ú9úEúGú_úeúnú;ú9úEúGú_úeúnú;ú\úEúGúMúRú;ú\úEúGúMúRú;ú\úEúGúMúRú;ú\úEúGúMúRú;ú9úrúxú/ú9úrúxú/ú9úrúxú/ú9úrúxú/ú9úMû€úfñ/ú9úMû€úfñ/ú9úMû€úfñ/ú9úMû€úfñ/úÐMû€úÐMû€úÐMû€úÐMû€úƒú†ú\úEúRú;úƒú†ú\úEúRú;úƒú†ú\úEúRú;úƒú†ú\úEúRú;ú9úEú/ú;ú9úEú/ú;ú9úEú/ú;ú9úEú/ú;ú9ú/ú9ú/ú9ú/ú9ú/ú“ú>ûEú_ú;ú“ú>ûEú_ú;ú“ú>ûEú_ú;ú“ú>ûEú_ú;ú“ú>ûfñ‰ú“ú>ûfñ‰ú“ú>ûfñ‰ú“ú>ûfñ‰úÐÐÐÐ9ú–ú¡úfñ/ú9ú–ú¡úfñ/úÞÝЖú¡úÞÝЖú¡ú9ú–ú¡úfñ/ú9ú–ú¡úfñ/úÞÝЖú¡úÞÝЖú¡ú9úEú¯úfñ/ú;ú9úEú¯úfñ/ú;ú9úEú¯úfñ/ú;ú9úEú¯úfñ/ú;ú9úfñ/ú9úfñ/ú9úfñ/ú9úfñ/ú9úfñ/ú9úfñ/ú9úfñ/ú9úfñ/ú9úfñ/ú9úfñ/ú9úfñ/ú9úfñ/ú9ú´úfñ/ú9ú´úfñ/ú9ú´úfñ/ú9ú´úfñ/ú¸ú_ú9ú´úÇúfñ½ú¸ú_ú9ú´úÇúfñ½ú¸ú_ú9ú´úÇúfñ½ú¸ú_ú9ú´úÇúfñ½ú9ú´úfñ/ú9ú´úfñ/ú9ú´úfñ/ú9ú´úfñ/ú9úÉúÔúfñ/ú9úÉúÔúfñ/úÐÉúÔúÐÉúÔú9úÉúÔúfñ/ú9úÉúÔúfñ/úÐÉúÔúÐÉúÔú9úEúÉúÔúfñ/ú;ú9úEúÉúÔúfñ/ú;ú9úEúÉúÔúfñ/ú;ú9úEúÉúÔúfñ/ú;ú9úßúGúfñ/ú9úßúGúfñ/ú9úßúGúfñ/ú9úßúGúfñ/ú9úßúGúfñ/ú9úßúGúfñ/ú9úßúGúfñ/ú9úßúGúfñ/ú9úEúGú/ú;ú9úEúGú/ú;ú9úEúGú/ú;ú9úEúGú/ú;ú9úGúéú/ú9úGúéú/ú9úGúéú/ú9úGúéú/úÇúEúGú;úÇúEúGú;úÇúEúGú;úÇúEúGú;úÇúGú½úÇúGú½úÇúGú½úÇúGú½úÇúGú½úÇúGú½úÇúGú½úÇúGú½úÇúGúeú½úÇúGúeú½úÇúGúeú½úÇúGúeú½ú9úEúÇúïúõúûú½ú9úEúÇúïúõúûú½ú9úEúÇúïúõúûú½ú9úEúÇúïúõúûú½ú9ú>ûûûû
û/ú9ú>ûûûû
û/ú9ú>ûûûû
û/ú9ú>ûûûû
û/ú}à9úßúúfñ…à/úbà9úßúúfñjà/úGà9úßúúfñOà/úà9úßúúfñà/ú9úEúÉúÔúfñ/ú;ú9úEúÉúÔúfñ/ú;ú9úEúÉúÔúfñ/ú;ú9úEúÉúÔúfñ/ú;ú\úßúGúMúRú\úßúGúMúRú\úßúGúMúûRú\úßúGúMúûRú\úÑúûûûMúßúûGú$û+ûRú\úÑúûûûMúßúûGú$û+ûRú\úßúGúMú0ûûRú\úßúGúMú0ûûRú\úÑúûûûMúßúûGú$û+ûRú\úÑúûûûMúßúûGú$û+ûRú7û7û\úƒú†úÞÝÐMúRú\úƒú†úÞÝÐMúRú\úƒú†úÞÝÐMúRú\úƒú†úÞÝÐMúRú\úƒú†úEú=û_úÐMúBû;ú\úƒú†úEú=û_úÐMúBû;ú\úƒú†úEú=û_úÐMúBû;ú\úƒú†úEú=û_úÐMúBû;ú9úFûûKûûûfñ/ú9úFûûKûûûfñ/ú9úFûûKûûûfñ/ú9úFûûKûûûfñ/ú9úEúPûFûKû/ú;ú9úEúPûFûKû/ú;ú9úEúPûFûKû/ú;ú9úEúPûFûKû/ú;ú9úEúPûFûKûfñ/ú;ú9úEúPûFûKûfñ/ú;ú9úEúPûFûKûfñ/ú;ú9úEúPûFûKûfñ/ú;ú9úEúûPûFûKûûfñ/ú;ú9úEúûPûFûKûûfñ/ú;ú9úEúûPûFûKûûfñ/ú;ú9úEúûPûFûKûûfñ/ú;úHêÿÿÿÿÿÿÿÿÿÿÿÿ¥ Ž)ÐéÿÿÿÿÿÿÿÿÿÿÿÿP—€ˆ)céÿÿÿÿÿÿÿÿÿÿÿÿ°‰@ƒ)ìèÿÿÿÿÿÿÿÿÿÿÿÿ|~)åðÿÿÿÿÿÿÿÿÿÿÿÿ Æ`|)€ôÿÿÿÿÿÿÿÿÿÿÿÿÀz)"ñÿÿÿÿÿÿÿÿÿÿÿÿË y){ñÿÿÿÿÿÿÿÿÿÿÿÿ Õ€w)Òõÿÿÿÿÿÿÿÿÿÿÿÿ 8 u)x÷ÿÿÿÿÿÿÿÿÿÿÿÿðoÀs):÷ÿÿÿÿÿÿÿÿÿÿÿÿ0jàq)”õÿÿÿÿÿÿÿÿÿÿÿÿà2p)¸ßÿÿÿÿÿÿÿÿÿÿÿÿPÀm)NßÿÿÿÿÿÿÿÿÿÿÿÿÀ{€k)äÞÿÿÿÿÿÿÿÿÿÿÿÿ0v@i)zÞÿÿÿÿÿÿÿÿÿÿÿÿ pg)øÿÿÿÿÿÿÿÿÿÿÿÿ d)=öÿÿÿÿÿÿÿÿÿÿÿÿ€D@b)JøÿÿÿÿÿÿÿÿÿÿÿÿP†à_)åöÿÿÿÿÿÿÿÿÿÿÿÿ [€])QÞÿÿÿÿÿÿÿÿÿÿÿÿÀl [)+ÞÿÿÿÿÿÿÿÿÿÿÿÿàhÀY)ÞÿÿÿÿÿÿÿÿÿÿÿÿeàW)¾Ýÿÿÿÿÿÿÿÿÿÿÿÿ aV)Ýÿÿÿÿÿÿÿÿÿÿÿÿ€\T)eÝÿÿÿÿÿÿÿÿÿÿÿÿàWR):Ýÿÿÿÿÿÿÿÿÿÿÿÿ@SP)Ýÿÿÿÿÿÿÿÿÿÿÿÿ NN))ïÿÿÿÿÿÿÿÿÿÿÿÿ`¡àL)ïÿÿÿÿÿÿÿÿÿÿÿÿНÀK)_îÿÿÿÿÿÿÿÿÿÿÿÿx J)Dîÿÿÿÿÿÿÿÿÿÿÿÿt€I)ÂîÿÿÿÿÿÿÿÿÿÿÿÿðŒ@G)«îÿÿÿÿÿÿÿÿÿÿÿÿ ‡E)”îÿÿÿÿÿÿÿÿÿÿÿÿPÀB)}îÿÿÿÿÿÿÿÿÿÿÿÿ€{€@)>Îÿÿÿÿÿÿÿÿÿÿÿÿ°
€>))ÎÿÿÿÿÿÿÿÿÿÿÿÿP
€<)Îÿÿÿÿÿÿÿÿÿÿÿÿð
€:)ÿÍÿÿÿÿÿÿÿÿÿÿÿÿý€8)Îÿÿÿÿÿÿÿÿÿÿÿÿp
 7)yÎÿÿÿÿÿÿÿÿÿÿÿÿP
À5)eÎÿÿÿÿÿÿÿÿÿÿÿÿ0

`4)QÎÿÿÿÿÿÿÿÿÿÿÿÿ
3)eäÿÿÿÿÿÿÿÿÿÿÿÿ @1):äÿÿÿÿÿÿÿÿÿÿÿÿ0ÿ€/)äÿÿÿÿÿÿÿÿÿÿÿÿ@úÀ-)äãÿÿÿÿÿÿÿÿÿÿÿÿPõ,)äÜÿÿÿÿÿÿÿÿÿÿÿÿ J`*)ºÜÿÿÿÿÿÿÿÿÿÿÿÿ FÀ()Üÿÿÿÿÿÿÿÿÿÿÿÿ B ')fÜÿÿÿÿÿÿÿÿÿÿÿÿ >€%)áíÿÿÿÿÿÿÿÿÿÿÿÿ`jà$))îÿÿÿÿÿÿÿÿÿÿÿÿr@$)îÿÿÿÿÿÿÿÿÿÿÿÿpo #)ùíÿÿÿÿÿÿÿÿÿÿÿÿðl#)Üÿÿÿÿÿÿÿÿÿÿÿÿ@6€ )ÏÛÿÿÿÿÿÿÿÿÿÿÿÿà-)óîÿÿÿÿÿÿÿÿÿÿÿÿP˜À)×îÿÿÿÿÿÿÿÿÿÿÿÿ€)ƒÛÿÿÿÿÿÿÿÿÿÿÿÿà$ )7ÛÿÿÿÿÿÿÿÿÿÿÿÿàÀ)_ñÿÿÿÿÿÿÿÿÿÿÿÿ`Ï€)ÉðÿÿÿÿÿÿÿÿÿÿÿÿàÀ@)}æÿÿÿÿÿÿÿÿÿÿÿÿ:`)hçÿÿÿÿÿÿÿÿÿÿÿÿ S€)Jæÿÿÿÿÿÿÿÿÿÿÿÿ@3 )<çÿÿÿÿÿÿÿÿÿÿÿÿMÀ)¹ãÿÿÿÿÿÿÿÿÿÿÿÿàðÀ)ãÿÿÿÿÿÿÿÿÿÿÿÿpìÀ)gãÿÿÿÿÿÿÿÿÿÿÿÿ@çÀ)>ãÿÿÿÿÿÿÿÿÿÿÿÿâÀ)ãÿÿÿÿÿÿÿÿÿÿÿÿPÞàþ(ìâÿÿÿÿÿÿÿÿÿÿÿÿÚý(ÃâÿÿÿÿÿÿÿÿÿÿÿÿÐÖ û(šâÿÿÿÿÿÿÿÿÿÿÿÿÓ@ù(qâÿÿÿÿÿÿÿÿÿÿÿÿPÏ`÷(HâÿÿÿÿÿÿÿÿÿÿÿÿË€õ(âÿÿÿÿÿÿÿÿÿÿÿÿÐÇ ó(öáÿÿÿÿÿÿÿÿÿÿÿÿÄÀñ(Íáÿÿÿÿÿÿÿÿÿÿÿÿà¿àï(£áÿÿÿÿÿÿÿÿÿÿÿÿ°»î(yáÿÿÿÿÿÿÿÿÿÿÿÿ€· ì(OáÿÿÿÿÿÿÿÿÿÿÿÿP³@ê(Ðêÿÿÿÿÿÿÿÿÿÿÿÿðµè(éêÿÿÿÿÿÿÿÿÿÿÿÿ<Àå(ëÿÿÿÿÿÿÿÿÿÿÿÿÃ€ã(ëÿÿÿÿÿÿÿÿÿÿÿÿ`Ê@á(%áÿÿÿÿÿÿÿÿÿÿÿÿ ¯`ß(ûàÿÿÿÿÿÿÿÿÿÿÿÿðª€Ý(Ñàÿÿÿÿÿÿÿÿÿÿÿÿ& Û(§àÿÿÿÿÿÿÿÿÿÿÿÿ¢ÀÙ(ÚÚÿÿÿÿÿÿÿÿÿÿÿÿð`×(ÚÿÿÿÿÿÿÿÿÿÿÿÿÕ(«óÿÿÿÿÿÿÿÿÿÿÿÿðÀÓ(àñÿÿÿÿÿÿÿÿÿÿÿÿ0Ý€Ò((Úÿÿÿÿÿÿÿÿÿÿÿÿ@`Ð(ÏÙÿÿÿÿÿÿÿÿÿÿÿÿ€ü
@Î(6òÿÿÿÿÿÿÿÿÿÿÿÿ@âÍ(Hðÿÿÿÿÿÿÿÿÿÿÿÿ ·ÀË(vÙÿÿÿÿÿÿÿÿÿÿÿÿàò
ÀÈ(Ùÿÿÿÿÿÿÿÿÿÿÿÿ@é
ÀÅ(ÀØÿÿÿÿÿÿÿÿÿÿÿÿpß
Ã(eØÿÿÿÿÿÿÿÿÿÿÿÿ Õ
@À(ØÿÿÿÿÿÿÿÿÿÿÿÿÐÐ
@¾(½×ÿÿÿÿÿÿÿÿÿÿÿÿÌ
@¼(j×ÿÿÿÿÿÿÿÿÿÿÿÿ`Æ
@º(×ÿÿÿÿÿÿÿÿÿÿÿÿÀÀ
@¸(ÀÖÿÿÿÿÿÿÿÿÿÿÿÿº
 ¶(iÖÿÿÿÿÿÿÿÿÿÿÿÿ`´
´(Öÿÿÿÿÿÿÿÿÿÿÿÿ­
²(»Õÿÿÿÿÿÿÿÿÿÿÿÿ%
°(’Õÿÿÿÿÿÿÿÿÿÿÿÿ¢
®(iÕÿÿÿÿÿÿÿÿÿÿÿÿ`ž
¬(@Õÿÿÿÿÿÿÿÿÿÿÿÿ°š
ª(Õÿÿÿÿÿÿÿÿÿÿÿÿ—
¨(ØÔÿÿÿÿÿÿÿÿÿÿÿÿP“
`¦(šÔÿÿÿÿÿÿÿÿÿÿÿÿ 
$(\Ôÿÿÿÿÿÿÿÿÿÿÿÿà‹
 £(Ôÿÿÿÿÿÿÿÿÿÿÿÿˆ
€¡(Ÿðÿÿÿÿÿÿÿÿÿÿÿÿ¼àŸ(ôÿÿÿÿÿÿÿÿÿÿÿÿð@ž(Vôÿÿÿÿÿÿÿÿÿÿÿÿ° œ(,ôÿÿÿÿÿÿÿÿÿÿÿÿÐ
›(·ñÿÿÿÿÿÿÿÿÿÿÿÿ€Ù ™(Œòÿÿÿÿÿÿÿÿÿÿÿÿ ç@˜(Þòÿÿÿÿÿÿÿÿÿÿÿÿ€îà–(µòÿÿÿÿÿÿÿÿÿÿÿÿÐꀕ(‚óÿÿÿÿÿÿÿÿÿÿÿÿ@ý ”(Yóÿÿÿÿÿÿÿÿÿÿÿÿù(0óÿÿÿÿÿÿÿÿÿÿÿÿàõ`‘(óÿÿÿÿÿÿÿÿÿÿÿÿ0ò(ðÿÿÿÿÿÿÿÿÿÿÿÿ ²`Ž(Eïÿÿÿÿÿÿÿÿÿÿÿÿ ¥(Çïÿÿÿÿÿÿÿÿÿÿÿÿ ® ‹(†ïÿÿÿÿÿÿÿÿÿÿÿÿ ©€‰(4ëÿÿÿÿÿÿÿÿÿÿÿÿ0Ñ ‡(dëÿÿÿÿÿÿÿÿÿÿÿÿØ(”ëÿÿÿÿÿÿÿÿÿÿÿÿðÞ`‚(ÀëÿÿÿÿÿÿÿÿÿÿÿÿÐå€(²ÓÿÿÿÿÿÿÿÿÿÿÿÿP€
~(CÓÿÿÿÿÿÿÿÿÿÿÿÿx
|(ÔÒÿÿÿÿÿÿÿÿÿÿÿÿÐp
z(eÒÿÿÿÿÿÿÿÿÿÿÿÿi
x(èÿÿÿÿÿÿÿÿÿÿÿÿr€t(2èÿÿÿÿÿÿÿÿÿÿÿÿhq(Óçÿÿÿÿÿÿÿÿÿÿÿÿ@^@m(¹÷ÿÿÿÿÿÿÿÿÿÿÿÿ°u€i(
Òÿÿÿÿÿÿÿÿÿÿÿÿ _
@f(¯Ñÿÿÿÿÿÿÿÿÿÿÿÿ0V
c(TÑÿÿÿÿÿÿÿÿÿÿÿÿ L
`(ùÐÿÿÿÿÿÿÿÿÿÿÿÿC
](êôÿÿÿÿÿÿÿÿÿÿÿÿ[(xöÿÿÿÿÿÿÿÿÿÿÿÿJY(†øÿÿÿÿÿÿÿÿÿÿÿÿà‹ÀV(òøÿÿÿÿÿÿÿÿÿÿÿÿP•€T(½åÿÿÿÿÿÿÿÿÿÿÿÿ &@Q(¯æÿÿÿÿÿÿÿÿÿÿÿÿ0@N(gÐÿÿÿÿÿÿÿÿÿÿÿÿ`9
€K(»Ïÿÿÿÿÿÿÿÿÿÿÿÿ°/
I(*åÿÿÿÿÿÿÿÿÿÿÿÿ@ÀE(—äÿÿÿÿÿÿÿÿÿÿÿÿ°
€B(XùÿÿÿÿÿÿÿÿÿÿÿÿàA(jùÿÿÿÿÿÿÿÿÿÿÿÿ!@A(öÿÿÿÿÿÿÿÿÿÿÿÿ`>?(jõÿÿÿÿÿÿÿÿÿÿÿÿÀ,À<(>õÿÿÿÿÿÿÿÿÿÿÿÿ &€:(Àôÿÿÿÿÿÿÿÿÿÿÿÿð@8(wÏÿÿÿÿÿÿÿÿÿÿÿÿ)
 5(6ÏÿÿÿÿÿÿÿÿÿÿÿÿP"
3(õÎÿÿÿÿÿÿÿÿÿÿÿÿ 
`0(´Îÿÿÿÿÿÿÿÿÿÿÿÿð
À-(íëÿÿÿÿÿÿÿÿÿÿÿÿ°ì@+(ìÿÿÿÿÿÿÿÿÿÿÿÿ`öÀ((Eìÿÿÿÿÿÿÿÿÿÿÿÿ@&(qìÿÿÿÿÿÿÿÿÿÿÿÿà
À#(œìÿÿÿÿÿÿÿÿÿÿÿÿÀ`!(´ìÿÿÿÿÿÿÿÿÿÿÿÿp(Ììÿÿÿÿÿÿÿÿÿÿÿÿ ! (äìÿÿÿÿÿÿÿÿÿÿÿÿ'@(ýìÿÿÿÿÿÿÿÿÿÿÿÿ. (íÿÿÿÿÿÿÿÿÿÿÿÿ 5(Íöÿÿÿÿÿÿÿÿÿÿÿÿ Q`(#÷ÿÿÿÿÿÿÿÿÿÿÿÿ°`À(3íÿÿÿÿÿÿÿÿÿÿÿÿ@<À(aíÿÿÿÿÿÿÿÿÿÿÿÿ`GÀ	(íÿÿÿÿÿÿÿÿÿÿÿÿ€RÀ(½íÿÿÿÿÿÿÿÿÿÿÿÿp^À(
”ç(€°àÁP¾à¯°°GCC: (Ubuntu 4.8.4-2ubuntu1~14.04.1) 4.8.4.shstrtab.note.gnu.build-id.gnu.hash.dynsym.dynstr.gnu.version.gnu.version_r.rela.dyn.rela.plt.init.text.fini.rodata.eh_frame_hdr.eh_frame.init_array.fini_array.jcr.dynamic.got.got.plt.data.bss.commentÈ
È
$öÿÿoð
ð
À(°°`$0))W
8ÿÿÿoh;h;Eþÿÿop>p>`
TÐ>Ð>ð«^ÀêÀê˜

h
XõXõc
€õ€õ n
 ü ü9Ñt
ÜÍÜÍ	z
ðÍðÍ`Ù
‚
P§P§,
€¯€¯\BšPü'Pü¦Xü'Xü²
`ü'`ü·hü'hüà
À
Hþ'Hþ¸
Å
( Î
 ( HÏ ÔÓ*èÒ
	 Ù
0èÒ
+


Ó
â