
    )i                       S r SSKJr  S\SS4S jrSSS	S
SSSSSSS.
0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_S S_S!S_S"S_0 S#S_S$S_S%S_S&S_S'S_S(S_S)S_S*S_S+S_S,S_S-S_S.S_S/S_S0S_S1S_S2S_S3S_E0 S4S_S5S_S6S_S7S_S8S_S9S_S:S_S;S_S<S_S=S_S>S_S?S_S@S_SAS_SBS_SCS_SDS_E0 SES_SFS_SGS_SHS_SIS_SJS_SKS_SLS_SMS_SNS_SOS_SPS_SQS_SRS_SSS_STS_SUS_E0 SVS_SWS_SXS_SYS_SZS_S[S_S\S_S]S_S^S_S_S_S`S_SaS_SbS_ScS_SdS_SeS_SfS_E0 SgS_ShS_SiS_SjS_SkS_SlS_SmS_SnS_SoS_SpS_SqS_SrS_SsS_StS_SuS_SvS_SwS_E0 SxS_SyS_SzS_S{S_S|S_S}S_S~S_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 GS S_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GS	S_GS
S_GSS_GSS_GSS_GSS_GSS_GSS_E0 GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GS S_GS!S_E0 GS"S_GS#S_GS$S_GS%S_GS&S_GS'S_GS(S_GS)S_GS*S_GS+S_GS,S_GS-S_GS.S_GS/S_GS0S_GS1S_GS2S_E0 GS3S_GS4S_GS5S_GS6S_GS7S_GS8S_GS9S_GS:S_GS;S_GS<S_GS=S_GS>S_GS?S_GS@S_GSAS_GSBS_GSCS_ESSSSSSSSGSD.E4GSESGSFGSGSSSSSSS.
0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_S S_S!S_S"S_0 S#S_S$S_S%S_S&S_S'S_S(S_S)S_S*S_S+S_S,S_S-S_S.S_S/S_S0S_S1S_S2S_S3S_E0 S4S_S5S_S6S_S7S_S8S_S9S_S:S_S;S_S<S_S=S_S>S_S?S_S@S_SAS_SBS_SCS_SDS_E0 SES_SFS_SGS_SHS_SIS_SJS_SKS_SLS_SMS_SNS_SOS_SPS_SQS_SRS_SSS_STS_SUS_E0 SVS_SWS_SXS_SYS_SZS_S[S_S\S_S]S_S^S_S_S_S`S_SaS_SbS_ScS_SdS_SeS_SfS_E0 SgS_ShS_SiS_SjS_SkS_SlS_SmS_SnS_SoS_SpS_SqS_SrS_SsS_StS_SuS_SvS_SwS_E0 SxS_SyS_SzS_S{S_S|S_S}S_S~S_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 GS S_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GS	S_GS
S_GSS_GSS_GSS_GSS_GSS_GSS_E0 GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GS S_GS!S_E0 GS"S_GS#S_GS$S_GS%S_GS&S_GS'S_GS(S_GS)S_GS*S_GS+S_GS,S_GS-S_GS.S_GS/S_GS0S_GS1S_GS2S_E0 GS3S_GS4S_GS5S_GS6S_GS7S_GS8S_GS9S_GS:S_GS;S_GS<S_GS=S_GS>S_GS?S_GS@S_GSAS_GSBS_GSCS_ESSSSSSSSGSD.E4GSHSGSIGSGSSSSGSJSS.
0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_S S_S!S_S"S_0 S#S_S$S_S%S_S&S_S'S_S(S_S)S_S*S_S+S_S,S_S-S_S.S_S/S_S0S_S1S_S2S_S3S_E0 S4S_S5S_S6S_S7S_S8S_S9S_S:S_S;S_S<S_S=S_S>S_S?S_S@S_SAS_SBS_SCS_SDS_E0 SES_SFS_SGS_SHS_SIS_SJS_SKS_SLS_SMS_SNS_SOS_SPS_SQS_SRS_SSS_STS_SUS_E0 SVS_SWS_SXS_SYS_SZS_S[S_S\S_S]S_S^S_S_S_S`S_SaS_SbS_ScS_SdS_SeS_SfS_E0 SgS_ShS_SiS_SjS_SkS_SlS_SmS_SnS_SoS_SpS_SqS_SrS_SsS_StS_SuS_SvS_SwS_E0 SxS_SyS_SzS_S{S_S|S_S}S_S~S_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 GS S_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GS	S_GS
S_GSS_GSS_GSS_GSS_GSS_GSS_E0 GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GS S_GS!S_E0 GS"S_GS#S_GS$S_GS%S_GS&S_GS'S_GS(S_GS)S_GS*S_GS+S_GS,S_GS-S_GS.S_GS/S_GS0S_GS1S_GS2S_E0 GS3S_GS4S_GS5S_GS6S_GS7S_GS8S_GS9S_GS:S_GS;S_GS<S_GS=S_GS>S_GS?S_GS@S_GSAS_GSBS_GSCS_ESSSSSSSSGSD.E4GSKSGSLS
SSSSGSJSS.
0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_S S_S!S_S"S_0 S#S_S$S_S%S_S&S_S'S_S(S_S)S_S*S_S+S_S,S_S-S_S.S_S/S_S0S_S1S_S2S_S3S_E0 S4S_S5S_S6S_S7S_S8S_S9S_S:S_S;S_S<S_S=S_S>S_S?S_S@S_SAS_SBS_SCS_SDS_E0 SES_SFS_SGS_SHS_SIS_SJS_SKS_SLS_SMS_SNS_SOS_SPS_SQS_SRS_SSS_STS_SUS_E0 SVS_SWS_SXS_SYS_SZS_S[S_S\S_S]S_S^S_S_S_S`S_SaS_SbS_ScS_SdS_SeS_SfS_E0 SgS_ShS_SiS_SjS_SkS_SlS_SmS_SnS_SoS_SpS_SqS_SrS_SsS_StS_SuS_SvS_SwS_E0 SxS_SyS_SzS_S{S_S|S_S}S_S~S_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_SS_E0 GS S_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GS	S_GS
S_GSS_GSS_GSS_GSS_GSS_GSS_E0 GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GSS_GS S_GS!S_E0 GS"S_GS#S_GS$S_GS%S_GS&S_GS'S_GS(S_GS)S_GS*S_GS+S_GS,S_GS-S_GS.S_GS/S_GS0S_GS1S_GS2S_E0 GS3S_GS4S_GS5S_GS6S_GS7S_GS8S_GS9S_GS:S_GS;S_GS<S_GS=S_GS>S_GS?S_GS@S_GSAS_GSBS_GSCS_ESSSSSSSSGSD.E4GSMGSNGSOS
GSPGSMSGSQSGSPS.
0 SGSR_SGSR_SGSS_SGST_SGST_SGSU_SGSV_SGSW_SGSX_SGSX_SGSY_SGSZ_SGSR_SGSX_S GSR_S!GSR_S"GST_0 S#GST_S$GST_S%GST_S&GST_S'GST_S(GST_S)GST_S*GST_S+GST_S,GSR_S-GSR_S.GSZ_S/GSZ_S0GSZ_S1GST_S2GS[_S3GSV_E0 S4GSV_S5GS\_S6GS\_S7GSV_S8GS]_S9GS^_S:GS\_S;GSR_S<GS__S=GSV_S>GST_S?GS`_S@GS\_SAGS^_SBGSV_SCGS^_SDGS\_E0 SEGSV_SFGS]_SGGS\_SHGSV_SIGSa_SJGSV_SKGSV_SLGS]_SMGSR_SNGSR_SOGSR_SPGSb_SQGST_SRGSX_SSGST_STGST_SUGS__E0 SVGST_SWGST_SXGSR_SYGST_SZGST_S[GSc_S\GSc_S]GS__S^GSc_S_GS`_S`GST_SaGST_SbGST_ScGST_SdGSX_SeGS__SfGSR_E0 SgGST_ShGS__SiGS\_SjGS__SkGS__SlGS__SmGSd_SnGSe_SoGSd_SpGSZ_SqGSX_SrGST_SsGST_StGST_SuGST_SvGSe_SwGST_E0 SxGSX_SyGSf_SzGSg_S{GST_S|GSZ_S}GSf_S~GSX_SGSh_SGSZ_SGSX_SGSX_SGSX_SGST_SGSi_SGSR_SGSX_SGSX_E0 SGSj_SGST_SGSk_SGSk_SGSk_SGS]_SGSV_SGSV_SGSV_SGSV_SGSV_SGSV_SGSl_SGS\_SGSV_SGSV_SGSV_E0 SGSV_SGSR_SGSR_SGSR_SGSR_SGS\_SGS\_SGS^_SGS^_SGS^_SGS^_SGS^_SGSZ_SGS^_SGS\_SGS\_SGS\_E0 SGS\_SGSV_SGSV_SGS]_SGST_SGST_SGST_SGST_SGST_SGST_SGSU_SGS__SGST_SGST_SGST_SGST_SGSR_E0 SGSR_SGSR_SGSR_SGST_SGST_SGST_SGST_SGST_SGST_SGST_SGSZ_SGS]_SGST_SGST_SGST_SGST_SGS__E0 SGST_SGS__SGSV_SGST_SGSV_SGST_SGSV_SGST_SGS\_SGS__SGS\_SGS__SGS\_SGSm_SGS\_SGST_SGSV_E0 SGST_SGSV_SGST_SGSV_SGST_SGSV_SGST_SGS^_SGST_SGS^_SGST_SGSR_SGSR_SGSR_SGSc_SGSR_SGSR_E0 SGSV_SGS__SGST_SGSc_SGST_SGSc_SGST_SGSn_SGST_SGSc_SGS\_SGST_SGS\_SGST_SGS\_SGST_SGS^_E0 GS GST_GSGS^_GSGST_GSGSl_GSGSa_GSGS\_GSGSX_GSGS\_GSGSX_GS	GS\_GS
GSX_GSGSV_GSGS__GSGSV_GSGS__GSGSV_GSGS__E0 GSGS]_GSGSR_GSGS]_GSGSo_GSGS\_GSGST_GSGS\_GSGST_GSGS\_GSGST_GSGS\_GSGST_GSGSV_GSGS]_GSGS__GS GS]_GS!GS__E0 GS"GS]_GS#GS__GS$GST_GS%GSV_GS&GS__GS'GSX_GS(GSX_GS)GSX_GS*GSX_GS+GSX_GS,GSX_GS-GSX_GS.GSX_GS/GST_GS0GSl_GS1GSc_GS2GSc_E0 GS3GSc_GS4GSX_GS5GSX_GS6GSX_GS7GST_GS8GST_GS9GSp_GS:GSl_GS;GSl_GS<GSX_GS=GSX_GS>GSq_GS?GSl_GS@GSr_GSAGSs_GSBS_GSCGSZ_EGStGSuGSuGSuGSvGSwGS_GS_GSD.E4GSxGSNGSyGSGGSPGSMSGSzSGSPS.
0 SGSR_SGSX_SGS{_SGST_SGST_SGSU_SGS\_SGS|_SGSX_SGSX_SGSY_SGSZ_SGSR_SGSX_S GSR_S!GSR_S"GST_0 S#GST_S$GST_S%GST_S&GST_S'GST_S(GST_S)GST_S*GST_S+GST_S,GSX_S-GSX_S.GSZ_S/GSZ_S0GSZ_S1GS]_S2GS}_S3GS\_E0 S4GS\_S5GS\_S6GS\_S7GSV_S8GS]_S9GS^_S:GS\_S;GSR_S<GST_S=GS\_S>GS]_S?GS`_S@GS\_SAGS^_SBGSV_SCGS^_SDGS\_E0 SEGSV_SFGS]_SGGS\_SHGSV_SIGSa_SJGSV_SKGSV_SLGS]_SMGSX_SNGSR_SOGSX_SPGSZ_SQGST_SRGSX_SSGST_STGS]_SUGST_E0 SVGS]_SWGST_SXGSX_SYGS]_SZGS]_S[GSR_S\GSR_S]GST_S^GSR_S_GSU_S`GS]_SaGS]_SbGS]_ScGS]_SdGSY_SeGST_SfGSX_E0 SgGS]_ShGST_SiGS^_SjGST_SkGST_SlGS__SmGSY_SnGS~_SoGSY_SpGSZ_SqGSX_SrGST_SsGST_StGST_SuGST_SvGS~_SwGST_E0 SxGSX_SyGSf_SzGSg_S{GST_S|GSZ_S}GSf_S~GSX_SGSh_SGSZ_SGSX_SGSX_SGSX_SGS]_SGST_SGSR_SGSX_SGSX_E0 SGSj_SGST_SGSk_SGSk_SGSk_SGS]_SGS\_SGS\_SGS\_SGS\_SGS\_SGS\_SGSl_SGS\_SGSV_SGSV_SGSV_E0 SGSV_SGSR_SGSR_SGSR_SGSR_SGS\_SGS\_SGS^_SGS^_SGS^_SGS^_SGS^_SGSZ_SGS^_SGS\_SGS\_SGS\_E0 SGS\_SGSV_SGSV_SGS]_SGST_SGST_SGST_SGST_SGST_SGST_SGSU_SGST_SGST_SGST_SGST_SGST_SGSR_E0 SGSR_SGSR_SGSR_SGS]_SGS]_SGS]_SGS]_SGS]_SGS]_SGS]_SGSZ_SGS]_SGS]_SGS]_SGS]_SGS]_SGST_E0 SGS]_SGST_SGS\_SGST_SGS\_SGST_SGS\_SGST_SGS\_SGST_SGS\_SGST_SGS\_SGS_SGS\_SGS]_SGSV_E0 SGST_SGSV_SGST_SGSV_SGST_SGSV_SGST_SGS^_SGS]_SGS^_SGS]_SGSR_SGSR_SGSR_SGSR_SGSR_SGSR_E0 SGS\_SGST_SGS]_SGSR_SGS]_SGSR_SGS]_SGSh_SGS]_SGSR_SGS\_SGS]_SGS\_SGS]_SGS\_SGS]_SGS^_E0 GS GS]_GSGS^_GSGS]_GSGSl_GSGSa_GSGS\_GSGSY_GSGS\_GSGSY_GS	GS\_GS
GSY_GSGSV_GSGST_GSGSV_GSGST_GSGSV_GSGST_E0 GSGS]_GSGSX_GSGS]_GSGSY_GSGS\_GSGS]_GSGS\_GSGS]_GSGS\_GSGS]_GSGS\_GSGS]_GSGSV_GSGS]_GSGS__GS GS]_GS!GS__E0 GS"GS]_GS#GS__GS$GST_GS%GSV_GS&GST_GS'GSX_GS(GSX_GS)GSX_GS*GSX_GS+GSX_GS,GSX_GS-GSX_GS.GSX_GS/GST_GS0GSl_GS1GSR_GS2GSR_E0 GS3GSR_GS4GS__GS5GS__GS6GS__GS7GST_GS8GST_GS9GSp_GS:GSl_GS;GSl_GS<GSX_GS=GSX_GS>GSq_GS?GSl_GS@GS_GSAGSs_GSBS_GSCGSZ_EGSuGSuGSuGSuGSGSwGS]GS]GSD.E4GSGSNGSGSGGSPGSMSGSzGSGSPS.
0 SGSR_SGSX_SGS{_SGST_SGST_SGSU_SGS\_SGS|_SGSX_SGSX_SGSY_SGSZ_SGSR_SGSX_S GSR_S!GSR_S"GST_0 S#GST_S$GST_S%GST_S&GST_S'GST_S(GST_S)GST_S*GST_S+GST_S,GSX_S-GSX_S.GSZ_S/GSZ_S0GSZ_S1GS]_S2GS}_S3GS\_E0 S4GS\_S5GS\_S6GS\_S7GSV_S8GS]_S9GS^_S:GS\_S;GSR_S<GST_S=GS\_S>GS]_S?GS`_S@GS\_SAGS^_SBGSV_SCGS^_SDGS\_E0 SEGSV_SFGS]_SGGS\_SHGSV_SIGSa_SJGSV_SKGSV_SLGS]_SMGSX_SNGSR_SOGSX_SPGSZ_SQGST_SRGSX_SSGST_STGS]_SUGST_E0 SVGS]_SWGST_SXGSX_SYGS]_SZGS]_S[GSR_S\GSR_S]GST_S^GSR_S_GSU_S`GS]_SaGS]_SbGS]_ScGS]_SdGSY_SeGST_SfGSX_E0 SgGS]_ShGST_SiGS^_SjGST_SkGST_SlGS__SmGSY_SnGS~_SoGSY_SpGSZ_SqGSX_SrGST_SsGST_StGST_SuGST_SvGS~_SwGST_E0 SxGSX_SyGSf_SzGSg_S{GST_S|GSZ_S}GSf_S~GSX_SGSh_SGSZ_SGSX_SGSX_SGSX_SGS]_SGST_SGSR_SGSX_SGSX_E0 SGSj_SGST_SGSk_SGSk_SGSk_SGS]_SGS\_SGS\_SGS\_SGS\_SGS\_SGS\_SGSl_SGS\_SGSV_SGSV_SGSV_E0 SGSV_SGSR_SGSR_SGSR_SGSR_SGS\_SGS\_SGS^_SGS^_SGS^_SGS^_SGS^_SGSZ_SGS^_SGS\_SGS\_SGS\_E0 SGS\_SGSV_SGSV_SGS]_SGST_SGST_SGST_SGST_SGST_SGST_SGSU_SGST_SGST_SGST_SGST_SGST_SGSR_E0 SGSR_SGSR_SGSR_SGS]_SGS]_SGS]_SGS]_SGS]_SGS]_SGS]_SGSZ_SGS]_SGS]_SGS]_SGS]_SGS]_SGST_E0 SGS]_SGST_SGS\_SGST_SGS\_SGST_SGS\_SGST_SGS\_SGST_SGS\_SGST_SGS\_SGS_SGS\_SGS]_SGSV_E0 SGST_SGSV_SGST_SGSV_SGST_SGSV_SGST_SGS^_SGS]_SGS^_SGS]_SGSR_SGSR_SGSR_SGSR_SGSR_SGSR_E0 SGS\_SGST_SGS]_SGSR_SGS]_SGSR_SGS]_SGSh_SGS]_SGSR_SGS\_SGS]_SGS\_SGS]_SGS\_SGS]_SGS^_E0 GS GS]_GSGS^_GSGS]_GSGSl_GSGSa_GSGS\_GSGSY_GSGS\_GSGSY_GS	GS\_GS
GSY_GSGSV_GSGST_GSGSV_GSGST_GSGSV_GSGST_E0 GSGS]_GSGSX_GSGS]_GSGSY_GSGS\_GSGS]_GSGS\_GSGS]_GSGS\_GSGS]_GSGS\_GSGS]_GSGSV_GSGS]_GSGS__GS GS]_GS!GS__E0 GS"GS]_GS#GS__GS$GST_GS%GSV_GS&GST_GS'GSX_GS(GSX_GS)GSX_GS*GSX_GS+GSX_GS,GSX_GS-GSX_GS.GSX_GS/GST_GS0GSl_GS1GSR_GS2GSR_E0 GS3GSR_GS4GS__GS5GS__GS6GS__GS7GST_GS8GST_GS9GSp_GS:GSl_GS;GSl_GS<GSX_GS=GSX_GS>GSq_GS?GSl_GS@GS_GSAGSs_GSBS_GSCGSZ_EGSuGSuGSuGSuGSGSwGS]GS]GSD.E4GSGSNGSS
GSPGSMSGSQGSGSPS.
0 SGSR_SGSR_SGSS_SGST_SGST_SGSU_SGSV_SGSW_SGSX_SGSX_SGSY_SGSZ_SGSR_SGSX_S GSR_S!GSR_S"GST_0 S#GST_S$GST_S%GST_S&GST_S'GST_S(GST_S)GST_S*GST_S+GST_S,GSR_S-GSR_S.GSZ_S/GSZ_S0GSZ_S1GST_S2GS[_S3GSV_E0 S4GSV_S5GS\_S6GS\_S7GSV_S8GS]_S9GS^_S:GS\_S;GSR_S<GS__S=GSV_S>GST_S?GS`_S@GS\_SAGS^_SBGSV_SCGS^_SDGS\_E0 SEGSV_SFGS]_SGGS\_SHGSV_SIGSa_SJGSV_SKGSV_SLGS]_SMGSR_SNGSR_SOGSR_SPGSb_SQGST_SRGSX_SSGST_STGST_SUGS__E0 SVGST_SWGST_SXGSR_SYGST_SZGST_S[GSc_S\GSc_S]GS__S^GSc_S_GS`_S`GST_SaGST_SbGST_ScGST_SdGSX_SeGS__SfGSR_E0 SgGST_ShGS__SiGS\_SjGS__SkGS__SlGS__SmGSd_SnGSe_SoGSd_SpGSZ_SqGSX_SrGST_SsGST_StGST_SuGST_SvGSe_SwGST_E0 SxGSX_SyGSf_SzGSg_S{GST_S|GSZ_S}GSf_S~GSX_SGSh_SGSZ_SGSX_SGSX_SGSX_SGST_SGSi_SGSR_SGSX_SGSX_E0 SGSj_SGST_SGSk_SGSk_SGSk_SGS]_SGSV_SGSV_SGSV_SGSV_SGSV_SGSV_SGSl_SGS\_SGSV_SGSV_SGSV_E0 SGSV_SGSR_SGSR_SGSR_SGSR_SGS\_SGS\_SGS^_SGS^_SGS^_SGS^_SGS^_SGSZ_SGS^_SGS\_SGS\_SGS\_E0 SGS\_SGSV_SGSV_SGS]_SGST_SGST_SGST_SGST_SGST_SGST_SGSU_SGS__SGST_SGST_SGST_SGST_SGSR_E0 SGSR_SGSR_SGSR_SGST_SGST_SGST_SGST_SGST_SGST_SGST_SGSZ_SGS]_SGST_SGST_SGST_SGST_SGS__E0 SGST_SGS__SGSV_SGST_SGSV_SGST_SGSV_SGST_SGS\_SGS__SGS\_SGS__SGS\_SGSm_SGS\_SGST_SGSV_E0 SGST_SGSV_SGST_SGSV_SGST_SGSV_SGST_SGS^_SGST_SGS^_SGST_SGSR_SGSR_SGSR_SGSc_SGSR_SGSR_E0 SGSV_SGS__SGST_SGSc_SGST_SGSc_SGST_SGSn_SGST_SGSc_SGS\_SGST_SGS\_SGST_SGS\_SGST_SGS^_E0 GS GST_GSGS^_GSGST_GSGSl_GSGSa_GSGS\_GSGSX_GSGS\_GSGSX_GS	GS\_GS
GSX_GSGSV_GSGS__GSGSV_GSGS__GSGSV_GSGS__E0 GSGS]_GSGSR_GSGS]_GSGSo_GSGS\_GSGST_GSGS\_GSGST_GSGS\_GSGST_GSGS\_GSGST_GSGSV_GSGS]_GSGS__GS GS]_GS!GS__E0 GS"GS]_GS#GS__GS$GST_GS%GSV_GS&GS__GS'GSX_GS(GSX_GS)GSX_GS*GSX_GS+GSX_GS,GSX_GS-GSX_GS.GSX_GS/GST_GS0GSl_GS1GSc_GS2GSc_E0 GS3GSc_GS4GSX_GS5GSX_GS6GSX_GS7GST_GS8GST_GS9GSp_GS:GSl_GS;GSl_GS<GSX_GS=GSX_GS>GSq_GS?GSl_GS@GSr_GSAGSs_GSBS_GSCGSZ_EGStGSuGSuGSuGSvGSwGS_GS_GSD.E4GSGSS
GSSSGS.0 SGSw_SGSX_SGS__SGS`_SGS^_SGSX_SGSX_SGSu_SGSw_S GSw_S!GSR_S"GS__S#GS__S$GS__S%GS__S&GS__S'GS__0 S(GS__S)GS__S*GS__S+GS__S,GSR_S-GSR_S.GSu_S/GSu_S0GSu_S1GS_SMGSX_SOGSX_SQGS__SmGS_SnGS_SoGS_S|GS_E0 SGSh_SGSu_SGS_SGSu_SGSu_GS$GS__GSGS\_GSGSV_GSGS_GSGS]_GSGS]_GSGS\_GSGS_GSGSX_GSGS\_GSGS_GSGSU_E0 GSGS\_GSGS_GSGS\_GSGS_GSGST_GSGS_GSGS]_GSGS_GSGS_GSGS\_GSGS_GSGS_GSGSu_GSGS_GSGS_GSGS_GSGS_E0 GSGS_GSGS_GSGS_GSGSu_GSGSu_GSGS_GSGS_GSGSu_GSGSu_GSGSu_GSGS_GSGS_GSGS_GSGS_GSGS_GSGSu_GSGS_E0 GSGS_GSGS_GSGS_GSGS_GSGS_GS9GS_GS:GSl_GSGS_GSGS_GS>GSq_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_E0 GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GS@GS_GSGSu_GSGS_GSAGSs_GSGS_GSGS_E0 GSGS_GSGS_GSGS_GSBGS_GSCGSu_GSGS__GSGSu_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGSu_E0 GS GSu_GSGSu_GSGSu_GSGSu_GSGSu_GSGSu_GSGS_GSGS_GSGS_GS	GS_GS
GS_GSGS_GSGS_GSGS_GSGSw_GSGS_GSGS_E0 GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS__GSGS_GS GSl_GS!GS_GS"GS_GS#GS$_GS%GS&_E0 GS'GS&_GS(GS&_GS)GS&_GS*GS&_GS+GS&_GS,GS_GS-GS_GS.GS_GS/GS_GS0GS_GS1GS&_GS2GS&_GS3GS&_GS4GS&_GS5GS&_GS6GS&_GS7GS_EGSGSGSGS8.E4GS9GS:GS;GSGGS<GS=SGS>SGS?S.
0 SGSw_SGSX_SGS@_SGS__SGS__SGSl_SGS`_SGSR_SGSX_SGSX_SGS__SGSA_SGSw_SGSX_S GSw_S!GSR_S"GS__0 S#GS__S$GS__S%GS__S&GS__S'GS__S(GS__S)GS__S*GS__S+GS__S,GSX_S-GSX_S.GSA_S/GSA_S0GSA_S1GS__S2GSB_S3GS\_E0 S4GSV_S5GS\_S6GS\_S7GSV_S8GS]_S9GS^_S:GS^_S;GSY_S<GS__S=GS^_S>GSV_S?GSa_S@GS\_SAGS^_SBGS]_SCGS^_SDGS\_E0 SEGST_SFGSV_SGGS\_SHGS\_SIGSl_SJGS\_SKGS\_SLGSV_SMGSX_SNGSR_SOGSX_SPGSC_SQGS__SRGSX_SSGS__STGST_SUGS_E0 SVGST_SWGS_SXGSX_SYGS__SZGST_S[GSR_S\GSX_S]GST_S^GSR_S_GS`_S`GST_SaGS__SbGST_ScGST_SdGS_SeGSY_SfGSX_E0 SgGST_ShGS__SiGS\_SjGS__SkGS__SlGS_SmGSD_SnGSE_SoGSD_SpGSF_SqGSX_SrGS__SsGS__StGS__SuGS__SvGSE_SwGS__E0 SxGSX_SyGSG_SzGSH_S{GS__S|GSA_S}GSG_S~GSX_SGSh_SGSA_SGSH_SGSH_SGSX_SGST_SGSI_SGSw_SGSX_SGSH_E0 SGSJ_SGS__SGS_SGS_SGS_SGS__SGS\_SGS\_SGS\_SGS\_SGS\_SGS\_SGSl_SGS\_SGSV_SGSV_SGSV_E0 SGSV_SGSY_SGSY_SGSY_SGSY_SGS\_SGS\_SGS^_SGS^_SGS^_SGS^_SGS^_SGSA_SGS^_SGS\_SGS\_SGS\_E0 SGS\_SGS\_SGS]_SGST_SGS__SGS__SGS__SGS__SGS__SGS__SGS\_SGS_SGS_SGS_SGS_SGS_SGSR_E0 SGSR_SGSR_SGSR_SGS__SGST_SGS__SGS__SGS__SGS__SGS__SGSA_SGS__SGST_SGST_SGST_SGST_SGS__E0 SGST_SGS__SGS\_SGS__SGS\_SGS__SGS\_SGS__SGS\_SGS_SGS\_SGS_SGS\_SGSK_SGS\_SGST_SGSV_E0 SGS_SGSV_SGS_SGSV_SGS_SGSV_SGS_SGS^_SGS__SGS^_SGS__SGSY_SGSR_SGSY_SGSR_SGSY_SGSR_E0 SGS^_SGST_SGSV_SGSR_SGSV_SGSR_SGSV_SGSD_SGSV_SGSR_SGS\_SGST_SGS\_SGST_SGS\_SGST_SGS^_E0 GS GS__GSGS^_GSGS__GSGSl_GSGS\_GSGS\_GSGS_GSGS\_GSGS_GS	GS\_GS
GS_GSGST_GSGSY_GSGST_GSGSY_GSGST_GSGSY_E0 GSGSV_GSGSX_GSGSV_GSGSL_GSGS\_GSGST_GSGS\_GSGST_GSGS\_GSGST_GSGS\_GSGST_GSGS\_GSGSV_GSGS_GS GSV_GS!GS_E0 GS"GSV_GS#GS_GS$GS__GS%GST_GS&GSY_GS'GSX_GS(GSX_GS)GSX_GS*GSX_GS+GSX_GS,GSX_GS-GSX_GS.GSX_GS/GS__GS0GSl_GS1GSX_GS2GSX_E0 GS3GSX_GS4GS__GS5GS__GS6GS__GS7GS__GS8GS__GS9GSp_GS:GSl_GS;GSl_GS<GSX_GS=GSX_GS>GSq_GS?GSl_GS@GS_GSAGSs_GSBS_GSCGSA_EGSuGSuGSuGSuGSGSwGSTGSTGSD.E4GSMGS:GSNGSGGSOGS=SGSPGSQGS?S.
0 SGSw_SGSY_SGS@_SGS__SGS__SGS`_SGS^_SGSR_SGSX_SGSX_SGS__SGSA_SGSw_SGSX_S GSw_S!GSR_S"GS__0 S#GS__S$GS__S%GS__S&GS__S'GS__S(GS__S)GS__S*GS__S+GS__S,GSX_S-GSX_S.GSA_S/GSA_S0GSA_S1GS__S2GSR_S3GSV_E0 S4GSV_S5GSV_S6GS\_S7GSV_S8GSV_S9GS\_S:GS^_S;GSY_S<GS__S=GSV_S>GS]_S?GSU_S@GS\_SAGS\_SBGS]_SCGS\_SDGSV_E0 SEGST_SFGS]_SGGS\_SHGSV_SIGSU_SJGSV_SKGS]_SLGS]_SMGSX_SNGSR_SOGSX_SPGSA_SQGS__SRGSX_SSGS__STGS__SUGS_E0 SVGS__SWGS_SXGSX_SYGS__SZGST_S[GSR_S\GSR_S]GS__S^GSR_S_GS^_S`GST_SaGS__SbGS__ScGS__SdGSY_SeGSY_SfGSR_E0 SgGST_ShGS_SiGSV_SjGS__SkGS_SlGSY_SmGSS_SnGSE_SoGSS_SpGSA_SqGSY_SrGS__SsGS__StGS__SuGS__SvGSE_SwGS__E0 SxGSX_SyGSG_SzGST_S{GS__S|GSU_S}GSG_S~GSX_SGSh_SGSA_SGSH_SGSH_SGSX_SGS_SGS__SGSw_SGSX_SGSH_E0 SGSH_SGS__SGS_SGS_SGS_SGS__SGSV_SGSV_SGSV_SGSV_SGSV_SGSV_SGSa_SGSV_SGSV_SGSV_SGSV_E0 SGSV_SGSY_SGSY_SGSY_SGSY_SGS\_SGS\_SGS\_SGS\_SGS\_SGS\_SGS\_SGSA_SGS\_SGS\_SGS\_SGS\_E0 SGS\_SGS]_SGS]_SGS__SGS__SGS__SGS__SGS__SGS__SGS__SGS\_SGS_SGS_SGS_SGS_SGS_SGSR_E0 SGSR_SGSR_SGSR_SGS__SGST_SGS__SGS__SGS__SGS__SGS__SGSA_SGS__SGST_SGST_SGST_SGST_SGS_E0 SGS__SGS_SGSV_SGS__SGSV_SGS__SGSV_SGS__SGSV_SGS_SGSV_SGS_SGS\_SGSV_SGS\_SGS__SGSV_E0 SGS_SGSV_SGS_SGSV_SGS_SGSV_SGS_SGS\_SGS__SGS\_SGS__SGSY_SGSR_SGSY_SGSR_SGSY_SGSR_E0 SGSV_SGS__SGS]_SGSR_SGS]_SGSR_SGS]_SGSW_SGS]_SGSR_SGS\_SGST_SGS\_SGST_SGS\_SGST_SGS\_E0 GS GS__GSGS\_GSGS__GSGSa_GSGS\_GSGSV_GSGSY_GSGSV_GSGSY_GS	GSV_GS
GSY_GSGST_GSGSY_GSGST_GSGSY_GSGST_GSGSY_E0 GSGS]_GSGSR_GSGS]_GSGSX_GSGS\_GSGST_GSGS\_GSGST_GSGS\_GSGST_GSGS\_GSGST_GSGS]_GSGS]_GSGSY_GS GS]_GS!GSY_E0 GS"GS]_GS#GSY_GS$GS__GS%GST_GS&GSY_GS'GSX_GS(GSX_GS)GSX_GS*GSX_GS+GSX_GS,GSX_GS-GSX_GS.GSX_GS/GS__GS0GSl_GS1GSX_GS2GSX_E0 GS3GSX_GS4GS__GS5GS__GS6GS__GS7GS__GS8GS__GS9GSp_GS:GSl_GS;GSl_GS<GSX_GS=GSX_GS>GSq_GS?GSl_GS@GS_GSAGSs_GSBS_GSCGSU_EGSuGSuGSuGSuGSGSwGSTGSTGSD.E4GSYGS:GSZS
GS[GS=SGS\GS]GS?S.
0 SGSw_SGSX_SGS^_SGS__SGS__SGS`_SGS^_SGS__SGSX_SGSX_SGS__SGS`_SGSw_SGSX_S GSw_S!GSR_S"GS__0 S#GS__S$GS__S%GS__S&GS__S'GS__S(GS__S)GS__S*GS__S+GS__S,GSX_S-GSX_S.GS`_S/GS`_S0GS`_S1GS__S2GSa_S3GS]_E0 S4GS]_S5GSV_S6GS\_S7GS]_S8GS]_S9GS\_S:GS\_S;GSX_S<GS_S=GSV_S>GST_S?GS`_S@GSV_SAGS\_SBGS]_SCGS\_SDGS]_E0 SEGS__SFGST_SGGS\_SHGS]_SIGS`_SJGS]_SKGST_SLGST_SMGSY_SNGSR_SOGSY_SPGSb_SQGS__SRGSX_SSGS__STGS__SUGS_E0 SVGS__SWGS_SXGSR_SYGS__SZGS__S[GSR_S\GSR_S]GS_S^GSR_S_GS\_S`GS__SaGS__SbGS__ScGS__SdGSY_SeGSY_SfGSR_E0 SgGS__ShGS_SiGSV_SjGS_SkGS_SlGSY_SmGSh_SnGSc_SoGSh_SpGSd_SqGSY_SrGS__SsGS__StGS__SuGS__SvGSc_SwGS__E0 SxGSX_SyGSe_SzGSf_S{GS__S|GS`_S}GSe_S~GSX_SGSh_SGS`_SGSH_SGSH_SGSX_SGS__SGSg_SGSw_SGSX_SGSH_E0 SGSh_SGS__SGS_SGS_SGS_SGS__SGS]_SGS]_SGS]_SGS]_SGS]_SGS]_SGSU_SGSV_SGS]_SGS]_SGS]_E0 SGS]_SGSX_SGSX_SGSX_SGSX_SGS\_SGSV_SGS\_SGS\_SGS\_SGS\_SGS\_SGS`_SGS\_SGS\_SGS\_SGS\_E0 SGS\_SGST_SGS]_SGS__SGS__SGS__SGS__SGS__SGS__SGS__SGSV_SGS_SGS_SGS_SGS_SGS_SGSR_E0 SGSR_SGSR_SGSR_SGS__SGS__SGS__SGS__SGS__SGS__SGS__SGS`_SGS__SGS__SGS__SGS__SGS__SGS_E0 SGS__SGS_SGS]_SGS__SGS]_SGS__SGS]_SGS__SGSV_SGS_SGSV_SGS_SGS\_SGSi_SGS\_SGS__SGS]_E0 SGS_SGS]_SGS_SGS]_SGS_SGS]_SGS_SGS\_SGS__SGS\_SGS__SGSX_SGSR_SGSX_SGSR_SGSX_SGSR_E0 SGSV_SGS_SGST_SGSR_SGST_SGSR_SGS]_SGSH_SGST_SGSR_SGSV_SGS__SGSV_SGS__SGSV_SGS__SGS\_E0 GS GS__GSGS\_GSGS__GSGSa_GSGSV_GSGS]_GSGSY_GSGS]_GSGSY_GS	GS]_GS
GSY_GSGS__GSGSY_GSGS__GSGSY_GSGS__GSGSY_E0 GSGST_GSGSR_GSGST_GSGSH_GSGS\_GSGS__GSGS\_GSGS__GSGS\_GSGS__GSGS\_GSGS__GSGST_GSGST_GSGSY_GS GST_GS!GSY_E0 GS"GST_GS#GSY_GS$GS__GS%GS__GS&GSY_GS'GSX_GS(GSX_GS)GSX_GS*GSX_GS+GSX_GS,GSX_GS-GSX_GS.GSX_GS/GS__GS0GSU_GS1GSX_GS2GSX_E0 GS3GSX_GS4GST_GS5GST_GS6GST_GS7GS__GS8GS__GS9GSp_GS:GSU_GS;GSl_GS<GSX_GS=GSX_GS>GSq_GS?GSj_GS@GSr_GSAGSs_GSBS_GSCGS`_EGStGSuGSuGSuGSvGSwGS_GS_GSD.E4GSkGS:GSlGSmGSnGS=SGSoSGS?S.
0 SGSw_SGSX_SGSp_SGS__SGS__SGS`_SGS^_SGSq_SGSX_SGSX_SGS__SGSr_SGSw_SGSX_S GSw_S!GSR_S"GS__0 S#GS__S$GS__S%GS__S&GS__S'GS__S(GS__S)GS__S*GS__S+GS__S,GSR_S-GSR_S.GSr_S/GSr_S0GSr_S1GS_S2GSs_S3GS\_E0 S4GSV_S5GSV_S6GS\_S7GS]_S8GST_S9GS\_S:GS\_S;GSX_S<GSY_S=GS\_S>GS]_S?GSU_S@GS\_SAGS\_SBGST_SCGS\_SDGSV_E0 SEGST_SFGS]_SGGS\_SHGS\_SIGSa_SJGS\_SKGS\_SLGS]_SMGSX_SNGSR_SOGSX_SPGSb_SQGS__SRGSX_SSGS_STGS__SUGS_E0 SVGS__SWGS_SXGSX_SYGS__SZGS__S[GSR_S\GSR_S]GS__S^GSR_S_GS^_S`GS__SaGS__SbGS__ScGS__SdGSX_SeGSY_SfGSR_E0 SgGS__ShGS__SiGS\_SjGS__SkGS__SlGS_SmGS_SnGS_SoGS_SpGSd_SqGSX_SrGS__SsGS__StGS__SuGS__SvGS_SwGS__E0 SxGSX_SyGSe_SzGSf_S{GS__S|GSr_S}GSe_S~GSX_SGSh_SGSr_SGSH_SGSH_SGSX_SGS__SGSt_SGSw_SGSX_SGSH_E0 SGSh_SGS__SGS_SGS_SGS_SGS_SGS\_SGS\_SGS\_SGS\_SGS\_SGS\_SGSU_SGSV_SGS]_SGS]_SGS]_E0 SGS]_SGSX_SGSX_SGSX_SGSX_SGS\_SGS\_SGS\_SGS\_SGS\_SGS\_SGS\_SGSr_SGS\_SGS\_SGS\_SGS\_E0 SGS\_SGS\_SGST_SGS__SGS_SGS_SGS_SGS_SGS_SGS_SGSV_SGS_SGS_SGS_SGS_SGS_SGSR_E0 SGSR_SGSR_SGSR_SGS__SGS__SGS__SGS__SGS__SGS__SGS__SGSr_SGS__SGS__SGS__SGS__SGS__SGS__E0 SGS__SGS__SGS\_SGS_SGS\_SGS_SGS\_SGS_SGSV_SGS_SGSV_SGS_SGS\_SGSt_SGS\_SGS__SGS]_E0 SGS_SGS]_SGS_SGS]_SGS_SGS]_SGS_SGS\_SGS__SGS\_SGS__SGSX_SGSR_SGSX_SGSR_SGSX_SGSR_E0 SGS\_SGS__SGS]_SGSR_SGS]_SGSR_SGS]_SGSu_SGS]_SGSR_SGS\_SGS__SGS\_SGS__SGS\_SGS__SGS\_E0 GS GS__GSGS\_GSGS__GSGSU_GSGS\_GSGSV_GSGSX_GSGSV_GSGSX_GS	GSV_GS
GSX_GSGST_GSGSY_GSGST_GSGSY_GSGST_GSGSY_E0 GSGS]_GSGSR_GSGS]_GSGSv_GSGS\_GSGS__GSGS\_GSGS__GSGS\_GSGS__GSGS\_GSGS__GSGS\_GSGS]_GSGS_GS GS]_GS!GS_E0 GS"GS]_GS#GS_GS$GS__GS%GST_GS&GSY_GS'GSX_GS(GSX_GS)GSX_GS*GSX_GS+GSX_GS,GSX_GS-GSX_GS.GSX_GS/GS__GS0GSl_GS1GSX_GS2GSX_E0 GS3GSX_GS4GS_GS5GS_GS6GS_GS7GS__GS8GS__GS9GSp_GS:GSl_GS;GSl_GS<GSX_GS=GSX_GS>GSq_GS?GSj_GS@GSr_GSAGSs_GSBS_GSCGSr_EGStGSuGSuGSuGSvGSwGSTGSTGSD.E4GSwGSxS
GSySSGS.0 GSzGS{_GS|GS}_GS~GSj_GSGS_GSGS_GSGS_GSGS_GSGSi_GSGS_GSGS_GSGS_GSGS_GSGSu_GSGS_GSGS_GSGS_GSGS_0 GSGS{_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGSe_GSGS_GSGS_GSGS$_GSGS_GSGS_SGS_SGS_SGS_E0 SGS_SGS_SGS_SGS_SGS_SGS`_SGS_SGS_SGS_SGS_SGS_S GS_S!GS_S"GS_S#GS_S$GS_S%GS_E0 S&GS_S'GS_S(GS_S)GS_S*GS_S+GS_S,GS_S-GS_S.GS_S/GS_S0GS_S1GS_S2GS_S3GS_S4GS$_S5GS_S6GS_E0 S7GS_S8GS_S9GS_S:GS_S;GS_S<GS_S=GS_S>GS_S?GS_S@GS_SAGS_SCGS_SDGS_SEGS_SFGS_SGGS_SHGS_E0 SIGS_SJGS_SKGS_SLGS_SMGSf_SNGSf_SOGSo_SPGSo_SQGSd_SRGSd_SSGS_STGS_SUGS_SVGS_SWGS_SXGSi_SYGSi_E0 SZGS_S[GS_S\GSV_S]GSe_S^GSe_S_GS_S`GS_SaGS_SbGS_SgGS_ShGS_SiGS_SjGS_SkGS_SlGS_SmGS_SnGS_E0 SoGS_SpGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_E0 GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_GSGS_E0 GSGS_GSGS_SqGS_SrGS_SsGS_StGS_SuGS_SvGS _SwGS_SxGS_SyGS_SzGSk_S{GS_S|GS_GSGS_S}GS_S~GSB_E0 SGS_SGS_SGS_SGS	_SGS
_SGS_SGS_SGSe_SGS_SGS_SGS_SGS_SGS_SGS_SGS_SGS _SGS_EGS	GSGSGSGSGSGS
GSGSGS{GSGSGSGSGS.E4GS.r\GSM   \GS'   \GS   \GS'   \GSx   \GS'   \GS   \GS'   \S   \GS'   \GSK   \GS'   \GSE   \GS'   \GSH   \GS'   \GSk   \GS'   \GSY   \GS'   \GS9   \GS'   \GSM   \GS '   g(!  zFont metrics for the Adobe core 14 fonts.

Font metrics are used to compute the boundary of each character
written with a proportional font.

The following data were extracted from the AFM files:

  http://www.ctan.org/tex-archive/fonts/adobe/afm/

    )DictpathreturnNc           
      t   0 n[        U S5       nUR                  5        GH"  nUR                  5       R                  S5      nU(       d  M,  US   nUS:X  a  US   nUSS.n0 nXx4X'   MJ  US:X  a3  [	        US   5      n	SU	::  a  U	S::  a  [	        US	   5      n
U
WU	'   M  M  M  US
;   a'  SSS.R                  XU5      n[        US   5      WU'   M  US;   a  SSS.R                  XU5      nUS   WU'   M  US:X  a   US   R                  5       S:X  a  SWS'   M  M  US:X  d  GM  [        [        [        USS 5      5      WU'   GM%     [        S5        [        S5        UR                  5        H$  u  nu  px[        SR                  XgU45      5        M&     [        S5        SSS5        g! , (       d  f       g= f)zMConvert an AFM file to a mapping of font metrics.

See below for the output.
r r   FontName   )r	   FlagsC      )	CapHeightXHeightItalicAngleAscender	DescenderAscentDescent)r   r   )r	   
FamilyNameWeight
FontFamily
FontWeight)r   r   IsFixedPitchtrue@   r   FontBBox   z# -*- python -*-zFONT_METRICS = {z {!r}: {!r},}N)open	readlinesstripsplitintgetfloatlowertuplemapprintitemsformat)r   fonts	fileinputlinefkfontnamepropscharscidwidths              T/var/www/html/land-doc-ocr/venv/lib/python3.13/site-packages/pdfminer/fontmetrics.pyconvert_font_metricsr8   !   s   
 E	dCI'')D

""3'A!AJQ4%-:(*#(.c!A$i8s
!IE!&E#J !+8 VV!)	BFFqL 1;a::#/<HLLQRQ4an$Q4::<6)%'E'N *j UAaF!34a3 *4 	 ! !*/++-&X~.''%.AB +8c
? 
s   DF)#A=F))
F7Courierg     @h)g            og     @     @Mediumg     @r   g      {@g        g     @)
r	   r   r   r   r   r   r   r   r   r   r   iX  !"#$%&'()*+,-./0123456789:;<=>?@ABr   DEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcder0   ghijr1   lmnopqr   stuvwxyz{|r   ~   ¡   ¢   £   ¤   ¥   ¦   §   ¨   ©   ª   «   ¬   ®   ¯   °   ±   ²   ³   ´   µ   ¶   ·   ¸   ¹   º   »   ¼   ½   ¾   ¿   À   Á   Â   Ã   Ä   Å   Æ   Ç   È   É   Ê   Ë   Ì   Í   Î   Ï   Ð   Ñ   Ò   Ó   Ô   Õ   Ö   ×   Ø   Ù   Ú   Û   Ü   Ý   Þ   ß   à   á   â   ã   ä   å   æ   ç   è   é   ê   ë   ì   í   î   ï   ð   ñ   ò   ó   ô   õ   ö   ÷   ø   ù   ú   û   ü   ý   þ   ÿu   Āu   āu   Ău   ău   Ąu   ąu   Ću   ću   Ču   ču   Ďu   ďu   Đu   đu   Ēu   ēu   Ėu   ėu   Ęu   ęu   Ěu   ěu   Ğu   ğu   Ģu   ģu   Īu   īu   Įu   įu   İu   ıu   Ķu   ķu   Ĺu   ĺu   Ļu   ļu   Ľu   ľu   Łu   łu   Ńu   ńu   Ņu   ņu   Ňu   ňu   Ōu   ōu   Őu   őu   Œu   œu   Ŕu   ŕu   Ŗu   ŗu   Řu   řu   Śu   śu   Şu   şu   Šu   šu   Ţu   ţu   Ťu   ťu   Ūu   ūu   Ůu   ůu   Űu   űu   Ųu   ųu   Ÿu   Źu   źu   Żu   żu   Žu   žu   ƒu   Șu   șu   ˆu   ˇu   ˘u   ˙u   ˚u   ˛u   ˜u   ˝u   –u   —u   ‘u   ’u   ‚u   “u   ”u   „u   †u   ‡u   •u   …u   ‰u   ‹u   ›u   ⁄u   ™u   ∂u   ∆u   ∑u   −)   √   ≠   ≤   ≥   ◊u   u   ﬁu   ﬂCourier-Bold)g      Vr:   g     ȅ@     X@BoldCourier-BoldOblique)     Hr:   g     @r   g      &Courier-Oblique)r   r:   g     h@r;   	Helveticag     i)g     d      l     @@     @g     p@g     X@i  ic  i,  iy  i     iM  i  iH  i  i  ic  i
  i  iA  i  i     iN  i  i  ir  i  i  im  iB  i  i  i+  i=  i^     i  id  i  i%  i     Helvetica-Bold)g     @e     lg     X@     @g     @i     i  i  i  i  Helvetica-BoldOblique)g     er  g     h@r	  g      (Helvetica-Oblique)g     `er   g     p@r  Symbol)g     fg     Prg     @     @)r	   r   r   r   r   r   i  i     i  i@  u   Αu   Βu   Γi[  u   Εu   Ζu   Ηu   Θi  u   Ιu   Κu   Λi  u   Μu   Νu   Ξi  u   Οu   Πi   u   Ρu   ΣiP  u   Τu   Υi  u   Φi  u   Χu   Ψi  u   αiw  u   βu   γi  u   δu   εi  u   ζu   ηu   θi	  u   ιiI  u   κu   λu   νu   ξi  u   οu   πu   ρu   ςu   σu   τu   υu   φu   χu   ψu   ωu   ϑu   ϒil  u   ϕu   ϖi  u   ′   u   ″u   €i  u   ℑu   ℘i  u   ℜu   Ωu   ℵi7  u   ←u   ↑u   →u   ↓u   ↔i  u   ↵i  u   ⇐u   ⇑u   ⇒u   ⇓u   ⇔u   ∀u   ∃u   ∅u   ∇u   ∈u   ∉u   ∋u   ∏u   ∗r   u   ∝u   ∞u   ∠u   ∧u   ∨u   ∩u   ∪u   ∫i  u   ∴i_  u   ∼u   ≅u   ≈r   u   ≡r   r   u   ⊂u   ⊃u   ⊄u   ⊆u   ⊇u   ⊕u   ⊗u   ⊥u   ⋅u   ⌠u   ⌡u   〈u   〉r   u   ♠i  u   ♣u   ♥u   ♦u   i  u   u   iz  u   u   u   u   u   u   i  u   i  u   u   u   u   u   u   u   u   u   u   u   u   u   u   u   u   u   )u   u   u   
Times-Bold      k)      e     @kr  g     8@g      @Timesg     |@g     X@i+  i:  i  iE  i     i  i  i,  i  iJ  i  i  Times-BoldItalic)g      ir  g      @g     Ȍ@g     @g     |@g      .i@  i\  i
  i^  i`  i~  in  Times-Italic)g      er  r  g     @g     h@g     {@g      /i     i  i  i  i  i  i  i  i  i6  i   i  Times-Roman)r  r  r  g     @Romang     @g      |@i     i4  i  iL  iX  iF  ZapfDingbats)g      g     ag     @g     @ITCi  i  i  i  i(  	iA  
i  i  i  iW  i  i  i  i  iN  i  i  i;  i  i  i  i  i  i  i0  iI  i?  i  i  i  i  i  i  i  i  i  i  i  i:  i/  i  i  i  i  i  i  ii  i|  i  i     i  i  i  i     i  i  i  i  i  ir  i  iS                                                                                                      i~  iF  i  i  i  i  i  i  i<     ­i  i  i  is  iD  ic  ij  i  ia  i  i  i  i  ix  )r   r   r   r   r   r   r   r   r   r   r   r   r   r   )r9   r   r   r   r   r  r  r  r  r  r  r  r  r  ArialzArial,Italicz
Arial,BoldzArial,BoldItalic
CourierNewzCourierNew,ItaliczCourierNew,BoldzCourierNew,BoldItalicTimesNewRomanzTimesNewRoman,ItaliczTimesNewRoman,BoldzTimesNewRoman,BoldItalic)__doc__typingr   strr8   FONT_METRICS     r7   <module>rl     s  	: %s %t %V "4"#	
{	
{	
{	
 {	
 	{	

 {	
 {	
 {	
 {	
 {	
 {	
 {	
 {	
 {	
 {	
 {	
  !{	
" #{	
$ %{	
& '{	
( ){	
* +{	
, -{	
. /{	
0 1{	
2 3{	
4 5{	
6 7{	
8 9{	
: ;{	
< ={	
> ?{	
@ A{	
B C{	
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P Q{	
R S{	
T U{	
V W{	
X Y{	
Z [{	
\ ]{	
^ _{	
` a{	
b c{	
d e{	
f g{	
h i{	
j k{	
l m{	
n o{	
p q{	
r s{	
t u{	
v w{	
x y{	
z #{{	
| }{	
~ {	
@ A{	
B C{	
D E{	
F G{	
H I{	
J K{	
L M{	
N O{	
P Q{	
R S{	
T U{	
V W{	
X Y{	
Z [{	
\ ]{	
^ _{	
` a{	
b c{	
d e{	
f g{	
h i{	
j k{	
l m{	
n o{	
p q{	
r s{	
t u{	
v w{	
x y{	
z {{	
| }{	
~ {	
@ CA{	
B CC{	
D CE{	
F CG{	
H CI{	
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V CW{	
X CY{	
Z C[{	
\ C]{	
^ C_{	
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b Cc{	
d Ce{	
f Cg{	
h Ci{	
j Ck{	
l Cm{	
n Co{	
p Cq{	
r Cs{	
t Cu{	
v Cw{	
x Cy{	
z C{{	
| C}{	
~ C{	
@ CA{	
B CC{	
D CE{	
F CG{	
H CI{	
J CK{	
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P CQ{	
R CS{	
T CU{	
V CW{	
X CY{	
Z C[{	
\ C]{	
^ C_{	
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b Cc{	
d Ce{	
f Cg{	
h Ci{	
j Ck{	
l Cm{	
n Co{	
p Cq{	
r Cs{	
t Cu{	
v Cw{	
x Cy{	
z C{{	
| C}{	
~ C{	
@ CA{	
B CC{	
D CE{	
F CG{	
H CI{	
J CK{	
L CM{	
N CO{	
P CQ{	
R CS{	
T CU{	
V CW{	
X CY{	
Z C[{	
\ C]{	
^ C_{	
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b Cc{	
d Ce{	
f Cg{	
h Ci{	
j Ck{	
l Cm{	
n Co{	
p Cq{	
r Cs{	
t Cu{	
v Cw{	
x Cy{	
z C{{	
| c}{	
~ c{	
@ cA{	
B cC{	
D cE{	
F cG{	
H cI{	
J cK{	
L cM{	
N cO{	
P cQ{	
R cS{	
T cU{	
V cW{	
X cY{	
Z c[{	
\ c]{	
^ c_{	
` ca{	
b cc{	
d ce{	
f cg{	
h ci{	
j ck{	
l cm{	
n co{	
p cq{	
r cs{	
t cu{	
v cw{	
x cy{	
z c{{	
| c}{	
~ c{	
@ cA{	
B cC{	
D cE{	
F cG{	
H cI{	
J cK{	
L cM{	
N cO{	
P cQ{	
R cS{	
T cU{	
V cW{	
X cY{	
Z c[{	
\ c]{	
^ c_{	
` ca{	
b cc{	
d ce{	
f cg{	
h ci{	
j ck{	
l cm{	
n co{	
p cq{	
r cs{	
t cu{	
v cw{	
x cy{	
z c{{	
| c}{	
~ c{	
@ cA{	
B cC{	
D cE{	
F cG{	
H cI{	
J cK{	
L cM{	
N cO{	
P cQ{	
R cS{	
T cU{	
V cW{	
X cY{	
Z c[{	
\ c]{	
^ c_{	
` ca{	
b cc{	
d ce{	
f cg{	
h ci{	
j ck{	
l cm{	
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H I{	
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P Q{	
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T U{	
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h i{	
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l m{	
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p q{	
r s{	
t u{	
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X CY{	
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D CE{	
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X CY{	
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t Cu{	
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P cQ{	
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P Q{	
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l m{	
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p q{	
r s{	
t u{	
v w{	
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N CO{	
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l Cm{	
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B CC{	
D CE{	
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H CI{	
J CK{	
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N CO{	
P CQ{	
R CS{	
T CU{	
V CW{	
X CY{	
Z C[{	
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^ C_{	
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h Ci{	
j Ck{	
l Cm{	
n Co{	
p Cq{	
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t Cu{	
v Cw{	
x Cy{	
z C{{	
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F cG{	
H cI{	
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L cM{	
N cO{	
P cQ{	
R cS{	
T cU{	
V cW{	
X cY{	
Z c[{	
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d ce{	
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j ck{	
l cm{	
n co{	
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t cu{	
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P cQ{	
R cS{	
T cU{	
V cW{	
X cY{	
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d ce{	
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H cI{	
J cK{	
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P cQ{	
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b cc{	
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@	 cA	{	
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H	 cI	{	
J	 cK	{	
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IX
 $7"%	
{	
{	
{	
 {	
 	{	

 {	
 {	
 {	
 {	
 {	
 {	
 {	
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 {	
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" #{	
$ %{	
& '{	
( ){	
* +{	
, -{	
. /{	
0 1{	
2 3{	
4 5{	
6 7{	
8 9{	
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V W{	
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f g{	
h i{	
j k{	
l m{	
n o{	
p q{	
r s{	
t u{	
v w{	
x y{	
z #{{	
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@ A{	
B C{	
D E{	
F G{	
H I{	
J K{	
L M{	
N O{	
P Q{	
R S{	
T U{	
V W{	
X Y{	
Z [{	
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^ _{	
` a{	
b c{	
d e{	
f g{	
h i{	
j k{	
l m{	
n o{	
p q{	
r s{	
t u{	
v w{	
x y{	
z {{	
| }{	
~ {	
@ CA{	
B CC{	
D CE{	
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H CI{	
J CK{	
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R CS{	
T CU{	
V CW{	
X CY{	
Z C[{	
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^ C_{	
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b Cc{	
d Ce{	
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h Ci{	
j Ck{	
l Cm{	
n Co{	
p Cq{	
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t Cu{	
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P CQ{	
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T CU{	
V CW{	
X CY{	
Z C[{	
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^ C_{	
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b Cc{	
d Ce{	
f Cg{	
h Ci{	
j Ck{	
l Cm{	
n Co{	
p Cq{	
r Cs{	
t Cu{	
v Cw{	
x Cy{	
z C{{	
| C}{	
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@ CA{	
B CC{	
D CE{	
F CG{	
H CI{	
J CK{	
L CM{	
N CO{	
P CQ{	
R CS{	
T CU{	
V CW{	
X CY{	
Z C[{	
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^ C_{	
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b Cc{	
d Ce{	
f Cg{	
h Ci{	
j Ck{	
l Cm{	
n Co{	
p Cq{	
r Cs{	
t Cu{	
v Cw{	
x Cy{	
z C{{	
| c}{	
~ c{	
@ cA{	
B cC{	
D cE{	
F cG{	
H cI{	
J cK{	
L cM{	
N cO{	
P cQ{	
R cS{	
T cU{	
V cW{	
X cY{	
Z c[{	
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^ c_{	
` ca{	
b cc{	
d ce{	
f cg{	
h ci{	
j ck{	
l cm{	
n co{	
p cq{	
r cs{	
t cu{	
v cw{	
x cy{	
z c{{	
| c}{	
~ c{	
@ cA{	
B cC{	
D cE{	
F cG{	
H cI{	
J cK{	
L cM{	
N cO{	
P cQ{	
R cS{	
T cU{	
V cW{	
X cY{	
Z c[{	
\ c]{	
^ c_{	
` ca{	
b cc{	
d de{	
f cg{	
h ci{	
j ck{	
l cm{	
n co{	
p cq{	
r cs{	
t cu{	
v cw{	
x cy{	
z c{{	
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~ c{	
@ cA{	
B cC{	
D cE{	
F cG{	
H cI{	
J cK{	
L cM{	
N cO{	
P cQ{	
R cS{	
T cU{	
V cW{	
X cY{	
Z c[{	
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^ c_{	
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b cc{	
d ce{	
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h ci{	
j ck{	
l cm{	
n co{	
p cq{	
r cs{	
t cu{	
v cw{	
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| c}{	
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@	 cA	{	
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D	 cE	{	
F	 cG	{	
H	 cI	{	
J	 cK	{	
L	 cM	{	
N	 cO	{	
P	 cQ	{	
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T	 dU	{	
V	 cW	{	
X	 cY	{	
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f	 u	{	
IX
 )7 %	
{	
{	
{	
 {	
 	{	

 {	
 {	
 {	
 {	
 {	
 {	
 {	
 {	
 {	
 {	
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  !{	
" #{	
$ %{	
& '{	
( ){	
* +{	
, -{	
. /{	
0 1{	
2 3{	
4 5{	
6 7{	
8 9{	
: ;{	
< ={	
> ?{	
@ A{	
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D E{	
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j k{	
l m{	
n o{	
p q{	
r s{	
t u{	
v w{	
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D E{	
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H I{	
J K{	
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P Q{	
R S{	
T U{	
V W{	
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h i{	
j k{	
l m{	
n o{	
p q{	
r s{	
t u{	
v w{	
x y{	
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N CO{	
P CQ{	
R CS{	
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V CW{	
X CY{	
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^ C_{	
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l Cm{	
n Co{	
p Cq{	
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v Cw{	
x Cy{	
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@ CA{	
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D CE{	
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N CO{	
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B C{	
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F G{	
H I{	
J K{	
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T U{	
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h i{	
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l m{	
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p q{	
r s{	
t u{	
v w{	
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t Cu{	
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J K{	
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P Q{	
R S{	
T U{	
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f g{	
h i{	
j k{	
l m{	
n o{	
p q{	
r s{	
t u{	
v w{	
x y{	
z {{	
| }{	
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j Ck{	
l Cm{	
n Co{	
p Cq{	
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v Cw{	
x Cy{	
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@ CA{	
B CC{	
D CE{	
F CG{	
H CI{	
J CK{	
L CM{	
N CO{	
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T CU{	
V CW{	
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^ C_{	
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d Ce{	
f Cg{	
h Ci{	
j Ck{	
l Cm{	
n Co{	
p Cq{	
r Cs{	
t Cu{	
v Cw{	
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z C{{	
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d ce{	
f cg{	
h ci{	
j ck{	
l cm{	
n co{	
p cq{	
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t cu{	
v cw{	
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z c{{	
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@ cA{	
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H cI{	
J cK{	
L cM{	
N cO{	
P cQ{	
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^ c_{	
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j ck{	
l cm{	
n co{	
p cq{	
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" #	
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8 9	
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@ A	
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D CE	
F CG	
H CI	
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d ce	
f cg	
h ci	
j ck	
l cm	
n co	
p cq	
r cs	
t cu	
v cw	
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@ cA	
B cC	
D cE	
F cG	
H cI	
J cK	
L cM	
N cO	
P cQ	
R cS	
T cU	
V cW	
X cY	
Z c[	
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^ c_	
` ca	
b cc	
d ce	
f cg	
h ci	
j ck	
l cm	
n co	
p cq	
r cs	
t cu	
v cw	
x dy	
z c{	
| c}	
~ c	
@ cA	
B cC	
D cE	
F cG	
H cI	
J cK	
L cM	
N cO	
P cQ	
R cS	
T dU	
V cW	
X cY	
Z c[	
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^ c_	
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b cc	
d ce	
f cg	
h ci	
j ck	
l cm	
n co	
p cq	
r cs	
t cu	
v cw	
x cy	
z c{	
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~ c	
@ cA	
B cC	
D cE	
F cG	
H cI	
J cK	
L cM	
N cO	
P cQ	
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T cU	
V cW	
X cY	
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j ck	
l cm	
n co	
p cq	
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t cu	
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P cQ	
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V cW	
X cY	
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d ce	
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h ci	
j ck	
l cm	
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r cs	
t cu	
v cw	
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D E{	
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H I{	
J K{	
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N O{	
P Q{	
R S{	
T U{	
V W{	
X Y{	
Z [{	
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f g{	
h i{	
j k{	
l m{	
n o{	
p q{	
r s{	
t u{	
v w{	
x y{	
z {{	
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@ CA{	
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t Cu{	
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