SIMPLE = T / file does conform to FITS standard BITPIX = 8 / number of bits per data pixel NAXIS = 0 / number of data axes EXTEND = T / FITS dataset may contain extensions COMMENT FITS (Flexible Image Transport System) format is defined in 'AstronomyCOMMENT and Astrophysics', volume 376, page 359; bibcode: 2001A&A...376..359H TELESCOP= 'SWIFT ' / Telescope (mission) name INSTRUME= 'BAT ' / Instrument name OBS_ID = '01262936000' / Observation number ID TARG_ID = '1262936' / Target_ID value SEG_NUM = '0' / Observation segment value TIMESYS = 'TT ' / Time system MJDREFI = 51910. / Reference MJD Integer part MJDREFF = 7.4287037E-4 / Reference MJD fractional CLOCKAPP= F / default TIMEUNIT= 's ' / Time unit TSTART = 751739286. / Start time TSTOP = 751739289.1845 / Stop time DATE-OBS= '2024-10-27T16:27:26' DATE-END= '2024-10-27T16:28:04' ORIGIN = 'GSFC' / Source of FITS file CREATOR = 'BAT2FITS V7.21' / Program that created this FITS file TLM2FITS= 'V7.21' / Telemetry converter version number DATE = '2024-11-06T03:26:12' / file creation date (YYYY-MM-DDThh:mm:ss UT) OBJECT = 'NON-BURST' XOBS_ID = 00016848027 / Generating sequence END XTENSION= 'BINTABLE' / binary table extension BITPIX = 8 / 8-bit bytes NAXIS = 2 / 2-dimensional binary table NAXIS1 = 35 / width of table in bytes NAXIS2 = 12140 / number of rows in table PCOUNT = 0 / size of special data area: GCOUNT = 1 / one data group (required keyword) TFIELDS = 4 / number of fields in each row TTYPE1 = 'TIME ' / Time of events TFORM1 = '1D ' / data format of field TUNIT1 = 's ' / physical unit of field TTYPE2 = 'DATA_CODE' / Telemetry Packet Data Code TFORM2 = '1B ' / data format of field TTYPE3 = 'BLOCK ' / Current BAT Block Number TFORM3 = '1I ' / data format of field TTYPE4 = 'DATA_WORDS' / Telemetry Packet Data Code TFORM4 = '6J ' / data format of field TZERO4 = 2147483648 / data offset EXTNAME = 'BAT_TELEM' / name of this binary table extension HDUCLASS= 'OGIP ' / Format conforms to OGIP standards HDUCLAS1= 'TEMPORALDATA' / Time ordered data HDUCLAS2= 'HKP ' / Housekeeping TIMESYS = 'TT ' / Time system MJDREFI = 51910. / Reference MJD Integer part MJDREFF = 7.4287037E-4 / Reference MJD fractional TIMEREF = 'LOCAL ' / Time reference (barycenter/local) TASSIGN = 'SATELLITE' / Time assigned by clock TIMEUNIT= 's ' / Time unit TIERRELA= 1.E-8 / [s/s] Estimated relative clock rate error TIERABSO= 1. / [s] Estimated absolute clock offset error TSTART = 751739286. / Start time TSTOP = 751739289.1845 / Stop time DATE-OBS= '2024-10-27T16:28:01' DATE-END= '2024-10-27T16:28:04' CLOCKAPP= F / default TELAPSE = 3.18449997901917 / TSTOP - TSTART TELESCOP= 'SWIFT ' / Telescope (mission) name INSTRUME= 'BAT ' / Instrument name OBS_ID = '01262936000' / Observation number ID TARG_ID = '1262936' / Target_ID value SEG_NUM = '0' / Observation segment value EQUINOX = 2000. / default RADECSYS= 'FK5' / default ORIGIN = 'GSFC' / Source of FITS file CREATOR = 'BAT2FITS V7.21' / Program that created this FITS file TLM2FITS= 'V7.21' / Telemetry converter version number DATE = '2024-11-06T03:26:12' / file creation date (YYYY-MM-DDThh:mm:ss UT) LDPEBINS= 0 / LDP Energy Bin count LDPTYPE = 11 / LDP Type Code LDPGAIN = 55. / LDP Gain Index LDPOFFST= 132. / LDP Offset Index ONTIME = 3.18449997901917 LIVETIME= 3.18449997901917 EXPOSURE= 3.18449997901917 DEADC = 1. LDPNA1 = 'emct8clz.evl' / LDPNAME of nn'th processed LDP HISTORY ApID(567) LDP(6205) Row 1 to 16164 HISTORY No single packet ApIDs contributed. HISTORY LDP(567,6205) File: swift_ldp_0041d01b_21fc_567_6205.ccsds HISTORY Product(6205) BAT Pages(187) Found Pages(187) HISTORY Valid Pages(187) Simulated Pages (0) Missing Pages(0) END AgPGGAgP$ AgPGGǀAgPZ%AgP\GGAgP%AgP GǀAgP AgPGGAgPAgPtAgPffGǀAgPGGAgP %AgPGGǀAgPAgP\GGAgPsAgP GǀAgP AgPGGAgPAgPoAgPffGǀAgPGGAgPy>AgPGGǀAgP>%AgP\GGAgPAgP GǀAgP1AgPGGAgPAgPAgPffGǀAgPGGAgPAgPGGǀAgPAgP\GGAgP\AgP GǀAgP%AgPGGAgP5AgP AgPffGǀAgPG GAgP AgPGG ǀAgPj %AgP\G GAgP AgP G ǀAgP  AgPG GAgP AgP! EAgPffG ǀAgPG GAgP AgPGG ǀAgP AgP\G GAgP\ AgP G ǀAgP1 AgPG GAgP AgPO 5AgPffG ǀAgPGGAgPE%AgPGGǀAgPAgP\GGAgPXAgP GǀAgPAgPGGAgPAgPVmAgPffGǀAgPGGAgPAgPGGǀAgPe,AgP\GGAgP\AgP GǀAgP AgPGGAgPAgPOAgPffGǀAgPGGAgP AgPGGǀAgP 5AgP\GGAgP\AgP GǀAgP AgPGGAgPAgP AgPffGǀAgPGGAgPrAgPGGǀAgPjAgP\GGAgP\AgP GǀAgP AgPGGAgPAgPϫAgPffGǀAgPGGAgPPAgPGGǀAgP%AgP\GGAgP<AgP GǀAgPAgPGGAgP%AgPdAgPffGǀAgPG GAgP AgPGG ǀAgPN< AgP\G GAgP AgP G ǀAgP  AgPG GAgP AgP 5AgPffG ǀAgPG GAgP %AgPGG ǀAgP AgP\G GAgPc AgP G ǀAgP1 %AgPG GAgP AgP AgPffG ǀAgPG GAgP AgPGG ǀAgP# AgP\G GAgPH AgP G ǀAgP  AgPG GAgP AgP= AgPffG ǀAgPGGAgPĜAgPGGǀAgP %AgP\GGAgPH%AgP GǀAgP AgPGGAgPAgP(AgPffGǀAgPGGAgPAgPGGǀAgPGAgP\GGAgPxAgP GǀAgP AgPGGAgPAgPAgPffGǀAgPffAgPffAgPGGAgPAgPGǀAgPAgP =qGGAgP =qAgP ,AgP GǀAgP 1AgP GGAgP <6 AgP{GǀAgP{AgPff AgPff AgPG GAgP  %AgPG ǀAgP AgP =qG GAgP =q AgP  %AgP G ǀAgP 9X %AgP G GAgP ; AgP{G ǀAgP{ AgPl AgP AgPG GAgP AgPG ǀAgP % 5AgP =qG GAgP =q AgP & 5AgP G ǀAgP ? UAgP G GAgP  AgP{G ǀAgP+k %AgPff AgP] AgPG GAgP AgPG ǀAgP 0 AgP =qG GAgP =q AgP 9 AgP G ǀAgP m AgP G GAgP  AgPG ǀAgP AgPffAgPiAgPGGAgPAgPGǀAgPAgP =qGGAgP =qAgP ,AgP GǀAgP AgP GGAgP AgP{GǀAgP{AgPffAgPffAgPGGAgPAgPGǀAgPAgP =qGGAgP =qAgP 95AgP GǀAgP AAgP GGAgP (5AgP{GǀAgP?%AgPffAgP!-5AgPGGAgPgAgPGǀAgPAgP =qGGAgP =qAgP =%AgP GǀAgP 9X%AgP GGAgP fAgP{GǀAgPL0%AgPffAgPAgPGGAgPخAgPGǀAgPAgP =qGGAgP =q%AgP SAgP GǀAgP 9XAgP GGAgP qAgP{GǀAgP?AgPffAgP]AgPGGAgP%AgPGǀAgPAgP =qGGAgP =qAgP (AgP GǀAgP C-5AgP GGAgP AgP{GǀAgPE%AgPff AgP] AgPG GAgP  %AgPG ǀAgP AgP =qG GAgP =q AgP / AgP G ǀAgP 9X EAgP G GAgP V AgP{G ǀAgP{ AgPff AgP] AgPG GAgP AgPG ǀAgP *0 %AgP =qG GAgP =q AgP kQ AgP G ǀAgP ? 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AgPn{G +GAgPnc  AgPo\)G +ǀAgPo AgPpG ,GAgPp AgPhI AgPhG )GAgPiN< AgPj=qG )ǀAgPj=q AgPkG *GAgPk %AgPl AgPlG *ǀAgPm8 AgPn{G +GAgPnV AgPo\)G +ǀAgPos AgPpG ,GAgPp AgPhAgPhG)GAgPie,5AgPj=qG)ǀAgPjTaAgPkG*GAgPkAgPl]dAgPlG*ǀAgPlAgPn{G+GAgPnV %AgPo\)G+ǀAgPo\)AgPpG,GAgPp%AgPhy>AgPhG)GAgPirG5AgPj=qG)ǀAgPjCAgPkG*GAgPkAgPlAgPlG*ǀAgPmM%AgPn{G+GAgPnVAgPo\)G+ǀAgPo\)AgPpG,GAgPp AgPp AgPq AgPqG ,ǀAgPr AgPs33G -GAgPsf AgPtzG -ǀAgPt4 5AgPuG .GAgPu AgPvff AgPw =G .ǀAgPw 5AgPxQG /GAgPxr AgPpE AgPqhs AgPqG ,ǀAgPrM AgPs33G -GAgPs 5AgPtzG -ǀAgPt AgPuG .GAgPu AgPv; AgPw =G .ǀAgPwy AgPxQG /GAgPx AgPpAgPq|AgPqG,ǀAgPrAgPs33G-GAgPs=AgPtzG-ǀAgPtzAgPuG.GAgPuAgPv}VAgPw =G.ǀAgPwKAgPxQG/GAgPxAgPp)AgPp)AgPqG,ǀAgPrZAgPs33G-GAgPstAgPtzG-ǀAgPtAgPuG.GAgPuAgPuAgPw =G.ǀAgPw0%AgPxQG/GAgPxQAgPpAgPq&AgPqG,ǀAgPr%AgPs33G-GAgPsPAgPtzG-ǀAgPtzAgPuG.GAgPuAgPvE AgPw =G.ǀAgPw8AgPxQG/GAgPxAgPpAgPqJAgPqG,ǀAgPrAgPs33G-GAgPs33AgPtzG-ǀAgPtzAgPuG.GAgPuAgPvȴ%AgPw =G.ǀAgPwUAgPxQG/GAgPxѷ%AgPpAgPqu%AgPqG,ǀAgPr\AgPs33G-GAgPsq %AgPtzG-ǀAgPtAgPuG.GAgPu AgPvAgPw =G.ǀAgPw%AgPxQG/GAgPxQAgPpAgPqAgPqG,ǀAgPrA%AgPs33G-GAgPs%AgPtzG-ǀAgPt4AgPuG.GAgPuAgPv}AgPw =G.ǀAgPwAgPxQG/GAgPxĜ%AgPp AgPp AgPqG ,ǀAgPrxl %AgPs33G -GAgPs AgPtzG -ǀAgPtz AgPuG .GAgPu AgPv AgPw =G .ǀAgPw[ %AgPxQG /GAgPx AgPp AgPp AgPqG ,ǀAgPrGE AgPs33G -GAgPs* %AgPtzG -ǀAgPtz AgPuG .GAgPu AgPvc  AgPw =G .ǀAgPw0 %AgPxQG /GAgPx) AgPpAgPqhsAgPqG,ǀAgPr1%AgPs33G-GAgPs AgPtzG-ǀAgPtzAgPuG.GAgPu%AgPv %AgPw =G.ǀAgPw%AgPxQG/GAgPxQAgPpѷAgPqDg AgPqG,ǀAgPr1AgPs33G-GAgPs@OAgPtzG-ǀAgPtzAgPuG.GAgPuAgPvz AgPw =G.ǀAgPwKAgPxQG/GAgPx%AgPpAgPqSAgPqG,ǀAgPr:*AgPs33G-GAgPs%AgPtzG-ǀAgPtO AgPuG.GAgPuAgPvVAgPw =G.ǀAgPwAgPxQG/GAgPx5AgPpیAgPq%AgPqG,ǀAgPqAgPs33G-GAgPs6zAgPtzG-ǀAgPt%AgPuG.GAgPuAgPvAgPw =G.ǀAgPw{AgPxQG/GAgPxQAgPpAgPq7LAgPqG,ǀAgPrxlAgPs33G-GAgPsAgPtzG-ǀAgPtzAgPuG.GAgPuAgPvR%AgPw =G.ǀAgPwEAgPxQG/GAgPxQAgPp AgPqhs AgPqG ,ǀAgPr AgPs33G -GAgPs33 AgPtzG -ǀAgPt$ AgPuG .GAgPu AgPu AgPw =G .ǀAgPw AgPxQG /GAgPxQ AgPxQAgPyG/ǀAgPyAgPzHG0GAgPzHAgP{mAgP|(G0ǀAgP|%AgP}pG1GAgP}hAgP~RG1ǀAgP~RAgPwAgPˀGGAgPˀhAgPˁGGǀAgPxQ AgPyG /ǀAgPy AgPzHG 0GAgPzH AgP{33 AgP|(G 0ǀAgP|K AgP}pG 1GAgP}T 5AgP~RG 1ǀAgP~R AgP+ %AgPˀG GAgPˀP AgPˁGG ǀAgPy@ AgPyG /ǀAgPy AgPzHG 0GAgPzH %AgP{  %AgP|(G 0ǀAgP|PH AgP}pG 1GAgP} AgP~RG 1ǀAgP~ AgPw AgPˀG GAgPˁ AgPˁGG ǀAgPx) AgPyG /ǀAgPy 5AgPzHG 0GAgPzH AgP{ AgP|(G 0ǀAgP|( AgP}pG 1GAgP}= AgP~RG 1ǀAgP~M AgPy AgPˀG GAgPˀ9 AgPˁGG ǀAgPxQAgPyG/ǀAgPyAgPzHG0GAgPzHAgP{AgP|(G0ǀAgP|DAgP}pG1GAgP}oAgP~RG1ǀAgP~RAgPw%AgPˀGGAgPˀ_AgPˁGGǀAgPxAgPyG/ǀAgPyAgPzHG0GAgPzHAgP{&AgP|(G0ǀAgP|tT AgP}pG1GAgP}%AgP~RG1ǀAgP~RAgP =AgPˀGGAgPˀ`AgPˁGGǀAgPxAgPyG/ǀAgPyAgPzHG0GAgPzHAgP{:AgP|(G0ǀAgP|~(AgP}pG1GAgP}oAgP~RG1ǀAgP~RAgP AgPˀGGAgPˁ%AgPˁGGǀAgPy%AgPyG/ǀAgPyAgPzHG0GAgPzHAgP{xAgP|(G0ǀAgP|(AgP}pG1GAgP}AgP~RG1ǀAgP~RAgPwAgPˀGGAgPˀ`AgPˁGGǀAgPxĜAgPyG/ǀAgPyAgPzHG0GAgPzH AgP{{JAgP|(G0ǀAgP|VAgP}pG1GAgP}AgP~RG1ǀAgP~AgPAgPˀGGAgPˀ[AgPˁGGǀAgPy  AgPyG /ǀAgPy AgPzHG 0GAgPzH AgP{ AgP|(G 0ǀAgP| AgP}pG 1GAgP}t AgP~RG 1ǀAgP~ %AgPr AgPˀG GAgPˀ AgPˁGG ǀAgPx AgPyG /ǀAgPy^ %AgPzHG 0GAgPzH %AgP{= AgP|(G 0ǀAgP| AgP}pG 1GAgP}) 5AgP~RG 1ǀAgP~ߤ %AgP AgPˀG GAgPˀ 5AgPˁGG ǀAgPy AgPyG/ǀAgPyAgPzHG0GAgPzHAgP{@OAgP|(G0ǀAgP|%AgP}pG1GAgP}pAgP~RG1ǀAgP~RAgP%AgPˀGGAgPˀAgPˁGGǀAgPy@AgPyG/ǀAgPyAgPzHG0GAgPzHAgP{%AgP|(G0ǀAgP|wAgP}pG1GAgP}zxAgP~RG1ǀAgP~R AgP %AgPˀGGAgPˀeAgPˁGGǀAgPxPAgPyG/ǀAgPyAgPzHG0GAgPzHAgP{ZAgP|(G0ǀAgP|AgP}pG1GAgP} %AgP~RG1ǀAgP~RAgPkAgPˀGGAgPˀAgPˁGGǀAgPxѷAgPyG/ǀAgPy%AgPzHG0GAgPzH5AgP{AgP|(G0ǀAgP|4AgP}pG1GAgP}pAgP~RG1ǀAgP~RAgP~RAgPˀGGAgPˀEAgPˁGGǀAgPy lAgPyG/ǀAgPyAgPzHG0GAgPzH%AgP{AgP|(G0ǀAgP|AgP}pG1GAgP}AgP~RG1ǀAgP~RAgPخAgPˀGGAgPˀU2AgPˁGGǀAgPˁGAgPˁeAgP˂\GGAgP˂< AgP˃ GǀAgP˄AgP˅GGAgP˅AgPˆAgPˆffGǀAgPˇ =AgPˇGGAgPˇAgPˈGǀAgPˉ%AgPˁGAgPˁEAgP˂\GGAgP˂\AgP˃ GǀAgP˄%AgP˅GGAgP˅AgP˅AgPˆffGǀAgPˇ'5AgPˇGGAgPˇAgPˈGǀAgPˉ05AgPˁGAgPˁ%AgP˂\GGAgP˂͟AgP˃ GǀAgP˃ AgP˅GGAgP˅%AgP˅"AgPˆffGǀAgPˆ AgPˇGGAgPˇAgPˈGǀAgPˈAgPˁG AgPˁ AgP˂\G GAgP˂\ AgP˃ G ǀAgP˃  AgP˅G GAgP˅ AgP˅ AgPˆffG ǀAgPˆ2 AgPˇG GAgPˈ* AgPˈG ǀAgPˈ AgPˁG AgP˂  %AgP˂\G GAgP˂ں AgP˃ G ǀAgP˄1 AgP˅G GAgP˅ %AgP˅  AgPˆffG ǀAgPˆ AgPˇG GAgPˈ7 %AgPˈG ǀAgPˉ0 AgPˁG AgP˂  AgP˂\G GAgP˂ %AgP˃ G ǀAgP˄M AgP˅G GAgP˅ AgPˆ{ AgPˆffG ǀAgPˇ$t AgPˇG GAgPˇ AgPˈG ǀAgPˈ AgPˁGAgPˁ7AgP˂\GGAgP˂AgP˃ GǀAgP˄AgP˅GGAgP˅AgP˅ AgPˆffGǀAgPˆffAgPˇGGAgPˇAgPˈGǀAgPˈAgPˁGAgP˂u%AgP˂\GGAgP˂ AgP˃ GǀAgP˃ AgP˅GGAgP˅AgP˅AgPˆffGǀAgPˆ2AgPˇGGAgPˇ;AgPˈGǀAgPˈAgPˁGAgPˁEAgP˂\GGAgP˃AgP˃ GǀAgP˃ AgP˅GGAgP˅AgP˅AgPˆffGǀAgPˆRAgPˇGGAgPˇAgPˈGǀAgPˈAgPˁGAgP˂uUAgP˂\GGAgP˃(%AgP˃ GǀAgP˃ AgP˅GGAgP˅AgP˅\AgPˆffGǀAgPˆ2AgPˇGGAgPˇAgPˈGǀAgPˉ lAgPˁGAgPˁEAgP˂\GGAgP˂\AgP˃ GǀAgP˃ AgP˅GGAgP˅AgP˅LAgPˆffGǀAgPˆAgPˇGGAgPˈ*AgPˈGǀAgPˉ4AgPˁG AgPˁ# UAgP˂\G GAgP˂, AgP˃ G ǀAgP˄ x AgP˅G GAgP˅ AgPˆ_ 5AgPˆffG ǀAgPˆ AgPˇG GAgPˈ AgPˈG ǀAgPˈ  AgPˁG AgPˁ 5AgP˂\G GAgP˃  UAgP˃ G ǀAgP˃ AgP˅G GAgP˅ AgP˅ AgPˆffG ǀAgPˇ' %AgPˇG GAgPˇ AgPˈG ǀAgPˈ AgPˁGAgPˁ%AgP˂\GGAgP˃(AgP˃ GǀAgP˄ xAgP˅GGAgP˅AgP˅AgPˆffGǀAgPˇ%AgPˇGGAgPˇAgPˈGǀAgPˉ AgPˁGAgPˁGAgP˂\GGAgP˂\AgP˃ GǀAgP˃mAgP˅GGAgP˅AgP˅AgPˆffGǀAgPˆffAgPˇGGAgPˈ~%AgPˈGǀAgPˈAgPˁGAgPˁ>5AgP˂\GGAgP˂AgP˃ GǀAgP˄15AgP˅GGAgP˅%AgP˅AgPˆffGǀAgPˆAgPˇGGAgPˈGAgPˈGǀAgPˉ05AgPˈ  AgPˊ=qG GAgPˊ=q AgPˋ, %AgPˋG ǀAgPˌ"h AgPˌG GAgPˍ AgPˎ{G ǀAgPˎ{ AgPˏ\)G GAgPˏ\) AgPːD EAgPːG ǀAgPː AgPˉk AgPˊ=qG GAgPˊ=q AgPˋ33 AgPˋG ǀAgPˌ< AgPˌG GAgPˍ%F AgPˎ{G ǀAgPˎB[ AgPˏ\)G GAgPˏ\) %AgPˏ$ AgPːG ǀAgPˑT AgPˉ[WAgPˊ=qGGAgPˊ=qAgPˊ=qAgPˋGǀAgPˋAgPˌGGAgPˍAgPˎ{GǀAgPˎ{AgPˏ\)GGAgPˏ\)AgPː:AgPːGǀAgPˑX%AgPˉoAgPˊ=qGGAgPˊ=qAgPˊAgPˋGǀAgPˌ/AgPˌGGAgPˍqAgPˎ{GǀAgPˎ{ AgPˏ\)GGAgPˏ\)AgPˏiDAgPːGǀAgPˑJAgPˉ0AgPˊ=qGGAgPˊ=qAgPˋ6zAgPˋGǀAgPˌ(%AgPˌGGAgPˍ;AgPˎ{GǀAgPˎ{AgPˏ\)GGAgPˏ\)%AgPː AgPːGǀAgPˑ4AgPˈAgPˊ=qGGAgPˊ=qAgPˊAgPˋGǀAgPˌ(%AgPˌGGAgPˌAgPˎ{GǀAgPˎ{AgPˏ\)GGAgPˏ\)AgPː4nAgPːGǀAgPːAgPˉA AgPˊ=qGGAgPˊ=qAgPˊcAgPˋGǀAgPˋAgPˌGGAgPˍ2a%AgPˎ{GǀAgPˎR5AgPˏ\)GGAgPˏ\)AgPˏAgPːGǀAgPːPAgPˉDgAgPˊ=qGGAgPˊ=qAgPˋ"AgPˋGǀAgPˌ% AgPˌGGAgPˌAgPˎ{GǀAgPˎ{AgPˏ\)GGAgPˏ\)AgPˏAgPːGǀAgPˑN<%AgPˉG AgPˊ=qG GAgPˊ=q AgPˋ33 AgPˋG ǀAgPˌ1 AgPˌG GAgPˍL %AgPˎ{G ǀAgPˎR AgPˏ\)G GAgPˏ\) AgPː AgPːG ǀAgPˑQ %AgPˉe, AgPˊ=qG GAgPˊ=q %AgPˊ8 AgPˋG ǀAgPˌ AgPˌG GAgPˍB %AgPˎ{G ǀAgPˎO AgPˏeG GAgPˏe AgPː- AgPːG ǀAgPˑ: AgPˈAgPˊ=qGGAgPˊ=qAgPˊAgPˋGǀAgPˋAgPˌGGAgPˍ;AgPˎ{GǀAgPˎE%AgPˏ\)GGAgPˏ\)AgPː7AgPːGǀAgPˑAgPˈAgPˊ=qGGAgPˊ=qAgPˋ6zAgPˋGǀAgPˌ9X5AgPˌGGAgPˍ!AgPˎ{GǀAgPˎ!AgPˏ\)GGAgPˏ\) AgPˏ4AgPːGǀAgPːAgPˉQAgPˊ=qGGAgPˊ=q%AgPˊHAgPˋGǀAgPˌ(%AgPˌGGAgPˍ8%AgPˎ{GǀAgPˎL05AgPˏ\)GGAgPˏ\)%AgPːQ%AgPːGǀAgPˑ*0AgPˉ7LAgPˊ=qGGAgPˊ=q%AgPˊ=qAgPˋGǀAgPˋAgPˌGGAgPˌAgPˎ{GǀAgPˎ{AgPˏ\)GGAgPˏ\)AgPːN%AgPːGǀAgPˑ#AgPˈAgPˊ=qGGAgPˊ=q%AgPˋ33AgPˋGǀAgPˌ<AgPˌGGAgPˍLAgPˎ{GǀAgPˎ{AgPˏ\)GGAgPˏ\)AgPˏAgPːGǀAgPˑXAgPˉ[W AgPˊ=qG GAgPˊ=q AgPˊGE AgPˋG ǀAgPˌM AgPˌG GAgPˌ AgPˎ{G ǀAgPˎ{ AgPˏ\)G GAgPˏ\) AgPː  AgPːG ǀAgPˑA  AgPˑJAgPˑGGAgP˒MUAgP˓33GǀAgP˓CAgP˔zGGAgP˔zAgP˕`BAgP˕GǀAgP˖p;AgP˗ =G GAgP˗!-AgP˘QG ǀAgP˘QAgP˙G GAgP˙5AgPˑxAgPˑGGAgP˒GEAgP˓33GǀAgP˓33AgP˔zGGAgP˔z%AgP˕5AgP˕GǀAgP˖$AgP˗ =G GAgP˗s%AgP˘QG ǀAgP˘QAgP˙G GAgP˙AgPːAgPˑGGAgP˒^5%AgP˓33GǀAgP˓qv%AgP˔zGGAgP˔zAgP˔ AgP˕GǀAgP˖l%AgP˗ =G GAgP˗y%AgP˘QG ǀAgP˘U2AgP˙G GAgP˙AgPˑoAgPˑGGAgPˑAgP˓33GǀAgP˓33AgP˔zGGAgP˔zAgP˕;AgP˕GǀAgP˖AgP˗ =G GAgP˗RT AgP˘QG ǀAgP˘QAgP˙G GAgP˙AgPˑN<AgPˑGGAgP˒-AgP˓33GǀAgP˓33AgP˔zGGAgP˔zAgP˔AgP˕GǀAgP˖p;AgP˗ =G GAgP˗XAgP˘QG ǀAgP˘QAgP˙G GAgP˙AgPˑ7 AgPˑG GAgP˒W %AgP˓33G ǀAgP˓Z 5AgP˔zG GAgP˔z AgP˔f AgP˕G ǀAgP˖B[ AgP˗ =G GAgP˗l %AgP˘QG ǀAgP˘Q AgP˙G GAgP˙ 5AgPˑT AgPˑG GAgP˒h  5AgP˓33G ǀAgP˓33 AgP˔zG GAgP˔z AgP˕j AgP˕G ǀAgP˖Ov AgP˗ =G GAgP˗e %AgP˘QG ǀAgP˘Q AgP˙G GAgP˙ AgPˑAgPˑGGAgP˒^5AgP˓33GǀAgP˓33AgP˔zGGAgP˔zAgP˔AgP˕GǀAgP˖ffAgP˗ =G GAgP˗ =AgP˘QG ǀAgP˘QAgP˙G GAgP˙AgPˑAgPˑGGAgP˒M5AgP˓33GǀAgP˓J#AgP˔zGGAgP˔zAgP˕zxAgP˕GǀAgP˖RAgP˗ =G GAgP˗4AgP˘QG ǀAgP˘Q AgP˙G GAgP˙5AgPˑCAgPˑGGAgP˒GEAgP˓33GǀAgP˓Z EAgP˔zGGAgP˔zAgP˔AgP˕GǀAgP˖zAgP˗ =G GAgP˗EAgP˘QG ǀAgP˘y>AgP˙G GAgP˙AgPˑAgPˑGGAgP˒dAgP˓33GǀAgP˓qvAgP˔zGGAgP˔zAgP˔zAgP˕GǀAgP˖p;%AgP˗ =G GAgP˗;dAgP˘QG ǀAgP˘QAgP˙G GAgP˙AgPˑxAgPˑGGAgP˒Z%AgP˓33GǀAgP˓33AgP˔zGGAgP˔zAgP˕/AgP˕GǀAgP˕AgP˗ =G GAgP˗AgP˘[G ǀAgP˘[AgP˙G GAgP˙AgPˑA  AgPˑG GAgP˒GE %AgP˓33G ǀAgP˓33 AgP˔zG GAgP˔z AgP˔ AgP˕G ǀAgP˕ AgP˗ =G GAgP˗ AgP˘QG ǀAgP˘| AgP˙G GAgP˙ %AgPˑ~ AgPˑG GAgP˒h  AgP˓33G ǀAgP˓33 AgP˔zG GAgP˔z 5AgP˔[ AgP˕G ǀAgP˕ϫ AgP˗ =G GAgP˗iD %AgP˘QG ǀAgP˘Q AgP˙G GAgP˙ %AgPˑ AgPˑG GAgP˒ AgP˓33G ǀAgP˓33 AgP˔zG GAgP˔z AgP˕\ AgP˕G ǀAgP˖YK %AgP˗ =G GAgP˗{ %AgP˘QG ǀAgP˘Xy AgP˙G GAgP˙ AgPˑSAgPˑGGAgP˒W5AgP˓33GǀAgP˓]%AgP˔zGGAgP˔zAgP˔?AgP˕GǀAgP˖Ov%AgP˗ =G GAgP˗ =AgP˘QG ǀAgP˘AgP˙G GAgP˙AgP˙AgP˚MAgP˚HG ǀAgP˚HAgP˜(G GAgP˜AgP˝pG ǀAgP˝XAgP˞RG GAgP˞RAgP˟y AgPˠG ǀAgPˠK^AgPˡGG GAgPˡ %AgP˙AgP˚uAgP˚HG ǀAgP˚AgP˜/G GAgP˜VAgP˝pG ǀAgP˝AgP˞RG GAgP˞RAgP˟\)AgPˠG ǀAgPˠAgPˡGG GAgPˡhsAgP˙AgP˚AgP˚HG ǀAgP˛x AgP˜(G GAgP˜(AgP˝pG ǀAgP˝pAgP˞RG GAgP˞RAgP˟AgPˠG ǀAgPˠAgPˡGG GAgPˡAgP˙AgP˚6AgP˚HG ǀAgP˛33AgP˜(G GAgP˜jAgP˝pG ǀAgP˝pAgP˞RG GAgP˞RAgP˟HAgPˠG ǀAgPˠu%AgPˡGG GAgPˡ AgP˙ AgP˚Q AgP˚HG ǀAgP˛ AgP˜(G GAgP˜]d AgP˝pG ǀAgP˝} AgP˞RG GAgP˞R AgP˟ AgPˠG ǀAgPˠ- AgPˡGG GAgPˡ3 AgP˙ AgP˚A AgP˚HG ǀAgP˛ AgP˜(G GAgP˜Ft AgP˝pG ǀAgP˝p AgP˞RG GAgP˞R AgP˟ AgPˠG ǀAgPˠQ AgPˡGG GAgPˡu AgP˙ AgP˙Z AgP˚HG ǀAgP˛qv AgP˜(G GAgP˜ %AgP˝pG ǀAgP˝h AgP˞RG GAgP˞R %AgP˟e AgPˠG ǀAgPˠ AgPˡGG GAgPˡC %AgP˙zAgP˙zAgP˚HG ǀAgP˚HAgP˜(G GAgP˜(AgP˝pG ǀAgP˝AgP˞RG GAgP˞R AgP˟AgPˠG ǀAgPˠbNAgPˡGG GAgPˡGAgP˙AgP˚%AgP˚HG ǀAgP˛=AgP˜(G GAgP˜oAgP˝pG ǀAgP˝pAgP˞RG GAgP˞RAgP˟AgPˠG ǀAgPˠAgPˡGG GAgPˡGAgP˙AgP˚\5AgP˚HG ǀAgP˛ AgP˜(G GAgP˜AgP˝pG ǀAgP˝=%AgP˞RG GAgP˞RAgP˟lAgPˠG ǀAgPˠAgPˡGG GAgPˡrGAgP˙NAgP˚~%AgP˚HG ǀAgP˛t(AgP˜(G GAgP˜oAgP˝pG ǀAgP˝}AgP˞RG GAgP˞R%AgP˟XAgPˠG ǀAgPˠAgPˡGG GAgPˡ'AgP˙AgP˚AAgP˚HG ǀAgP˛FAgP˜(G GAgP˜g8AgP˝pG ǀAgP˝=%AgP˞RG GAgP˞R%AgP˟AgPˠG ǀAgPˠAgPˡGG GAgPˡ~AgP˙ AgP˙ AgP˚HG ǀAgP˛ %AgP˜(G GAgP˜( AgP˝pG ǀAgP˝ %AgP˞RG GAgP˞R AgP˟b AgPˠG ǀAgPˠl" AgPˡGG GAgPˡo AgP˙ԕ AgP˚ %AgP˚HG ǀAgP˛33 AgP˜(G GAgP˜ AgP˝pG ǀAgP˝zx AgP˞RG GAgP˞R AgP˟ AgPˠG ǀAgPˠ AgPˡGG GAgPˡG AgP˙AgP˙AgP˚HG ǀAgP˛n/AgP˜(G GAgP˜(AgP˝pG ǀAgP˝AgP˞RG GAgP˞RAgP˟yAgPˠG ǀAgPˠUAgPˡGG GAgPˡzAgP˙AgP˙AgP˚HG ǀAgP˛%AgP˜(G GAgP˜tTAgP˝pG ǀAgP˝pAgP˞RG GAgP˞RAgP˟RTAgPˠG ǀAgPˠAgPˡGG GAgPˡAgPˡNAgPˢ\G ǀAgPˢ\AgPˣ GGAgPˣ %AgPˤ/AgP˥GǀAgP˥AgP˦ffGGAgP˦AgP˧GǀAgP˧AgP˨GGAgP˨AgP˩AgP˪=qGǀAgPˡhsAgPˢ\G ǀAgPˢ\AgPˣ GGAgPˣ AgPˤ?%AgP˥GǀAgP˥w2AgP˦ffGGAgP˦%AgP˧GǀAgP˧AgP˨GGAgP˨ AgP˩^AgP˪=qGǀAgPˡAgPˢ\G ǀAgPˢ1AgPˣ GGAgPˣ AgPˤ%AgP˥GǀAgP˥AgP˦ffGGAgP˦ AgP˧GǀAgP˧AgP˨GGAgP˨AgP˩AgP˪=qGǀAgPˢ JAgPˢ\G ǀAgPˢAgPˣ GGAgPˣ AgPˤ%AgP˥GǀAgP˥/AgP˦ffGGAgP˦ffAgP˧GǀAgP˧AgP˨GGAgP˨AgP˩>%AgP˪=qGǀAgPˡ3 AgPˢ\G ǀAgPˢ< AgPˣ G GAgPˣ  AgPˤZ AgP˥G ǀAgP˥ %AgP˦ffG GAgP˦ff AgP˧G ǀAgP˧ AgP˨G GAgP˨ AgP˩[W AgP˪=qG ǀAgPˡu AgPˢ\G ǀAgPˢ\ AgPˣ G GAgPˣ  AgPˤ֡ AgP˥G ǀAgP˥F  AgP˦ffG GAgP˦} AgP˧G ǀAgP˧ AgP˨G GAgP˨ AgP˨ AgP˪=qG ǀAgPˡ AgPˢ\G ǀAgPˢL AgPˣ G GAgPˣ  AgPˤj 5AgP˥G ǀAgP˥- AgP˦ffG GAgP˦ 5AgP˧G ǀAgP˧ AgP˨G GAgP˨ AgP˩u AgP˪=qG ǀAgPˡAgPˢ\G ǀAgPˢ\AgPˣ GGAgPˣ AgPˤɆ%AgP˥GǀAgP˥%AgP˦ffGGAgP˦ffAgP˧GǀAgP˧AgP˨GGAgP˨AgP˩ZEAgP˪=qGǀAgPˡ#AgPˢ\G ǀAgPˢ\AgPˣ GGAgPˣ AgPˤ?5AgP˥GǀAgP˥ %AgP˦ffGGAgP˦'AgP˧GǀAgP˧AgP˨GGAgP˨AgP˩%AgP˪=qGǀAgPˢAgPˢ\G ǀAgPˢxAgPˣ GGAgPˣ AgPˤEAgP˥GǀAgP˥zxAgP˦ffGGAgP˦p;AgP˧GǀAgP˧AgP˨GGAgP˨%AgP˩AgP˪=qGǀAgPˡAgPˢ\G ǀAgPˢ\AgPˣ GGAgPˣ AgPˤEAgP˥GǀAgP˥HAgP˦ffGGAgP˦AgP˧GǀAgP˧WeAgP˨GGAgP˨%AgP˩ AgP˪=qGǀAgPˡAgPˢ\G ǀAgPˢ\AgPˣ GGAgPˣ AgPˤtTAgP˥GǀAgP˥?}AgP˦ffGGAgP˦ffAgP˧GǀAgP˧[AgP˨GGAgP˨AgP˩AgP˪=qGǀAgPˢu AgPˢ\G ǀAgPˢ\ AgPˣ G GAgPˣ  %AgPˤ %AgP˥G ǀAgP˥j AgP˦ffG GAgP˦ EAgP˧G ǀAgP˧ AgP˨G GAgP˨ %AgP˩N AgP˪=qG ǀAgPˡG AgPˢ\G ǀAgPˢ\ AgPˣ G GAgPˣ  AgPˤ? (%AgP˥G ǀAgP˥ AgP˦ffG GAgP˦ff AgP˧G ǀAgP˧ AgP˨G GAgP˨ AgP˩o AgP˪=qG ǀAgPˡzAgPˢ\G ǀAgPˢ\AgPˣ GGAgPˣ AgPˤ֡AgP˥GǀAgP˥ϫAgP˦ffGGAgP˦AgP˧GǀAgP˧AgP˨GGAgP˨AgP˩CAgP˪=qGǀAgPˡAgPˢ\G ǀAgPˢAgPˣ GGAgPˣ AgPˤ4AgP˥GǀAgP˥hAgP˦ffGGAgP˦ffAgP˧GǀAgP˧w%AgP˨GGAgP˨AgP˩#AgP˪=qGǀAgP˪=q AgP˪s %AgP˫G GAgP˫& AgPˬG ǀAgPˬ EAgPˮ{G GAgPˮ{ AgPˮ}C ΡC}AgP˯i AgP˯\)G ǀAgP˯K AgP˰G GAgP˱ AgP˱G ǀAgP˱ AgP˪=q AgP˪s AgP˫G GAgP˫ AgPˬG ǀAgPˬ AgPˮ{G GAgPˮ{ %AgPˮ{C ΡC}AgP˯i %AgP˯\)G ǀAgP˯ AgP˰G GAgP˰ AgP˱G ǀAgP˱ AgP˪=qAgP˪JAgP˫GGAgP˫AgPˬGǀAgPˬAgPˮ{GGAgPˮ{AgPˮ{CΡC}AgPˮ{AgP˯\)GǀAgP˰~ AgP˰GGAgP˰)AgP˱GǀAgP˲AgP˪@AgP˪@AgP˫GGAgP˫ƨAgPˬGǀAgPˬAgPˮ{GGAgPˮ{AgPˮ+CΡC}AgPˮ+AgP˯\)GǀAgP˯AgP˰GGAgP˰یAgP˱GǀAgP˲& EAgP˪=qAgP˪AgP˫GGAgP˫qAgPˬGǀAgPˬEAgPˮ{GGAgPˮ{AgPˮBCΡC}AgP˯%AgP˯\)GǀAgP˯AgP˰GGAgP˱ \%AgP˱GǀAgP˲ %AgP˪=qAgP˪XAgP˫GGAgP˫5AgPˬGǀAgPˬAgPˮ{GGAgPˮ{AgPˮB[CΡC}AgP˯Y%AgP˯\)GǀAgP˯AgP˰GGAgP˰AgP˱GǀAgP˱AgP˪=qAgP˪MAgP˫GGAgP˫AgPˬGǀAgPˬAgPˮ{GGAgPˮ{AgPˮ{CΡC}AgPˮ{AgP˯\)GǀAgP˯AgP˰GGAgP˰AgP˱GǀAgP˲ AgP˪=q AgP˪d AgP˫G GAgP˫ AgPˬG ǀAgPˬ AgPˮ{G GAgPˮ{ 5AgPˮ҉C ΡC}AgPˮ AgP˯\)G ǀAgP˯  AgP˰G GAgP˱ %AgP˱G ǀAgP˱ AgP˪=q AgP˪ AgP˫G GAgP˫] EAgPˬG ǀAgPˬ AgPˮ{G GAgPˮ{ AgPˮ}C ΡC}AgP˯i %AgP˯\)G ǀAgP˯| AgP˰G GAgP˱ %AgP˱G ǀAgP˱ AgP˪=qAgP˪!AgP˫GGAgP˫&%AgPˬGǀAgPˬAgPˮ{GGAgPˮ{AgPˮ{CΡC}AgPˮ{AgP˯\)GǀAgP˰AgP˰GGAgP˰AgP˱GǀAgP˱AgP˪=qAgP˪AgP˫GGAgP˫AgPˬGǀAgPˬAgPˮ{GGAgPˮ{AgPˮ{CΡC}AgP˯YAgP˯\)GǀAgP˯rAgP˰GGAgP˱AgP˱GǀAgP˲&%AgP˪=qAgP˪8%AgP˫GGAgP˫A5AgPˬGǀAgPˬf%AgPˮ{GGAgPˮ{AgPˮ{CΡC}AgPˮAgP˯\)GǀAgP˰~%AgP˰GGAgP˰ %AgP˱GǀAgP˲e5AgP˪CAgP˪s%AgP˫GGAgP˫AgPˬGǀAgP˭ %AgPˮ{GGAgPˮ{AgPˮCΡC}AgPˮAgP˯\)GǀAgP˰GAgP˰GGAgP˰AgP˱GǀAgP˲ JAgP˪=qAgP˪<AgP˫GGAgP˫AgPˬGǀAgP˭ %AgPˮ{GGAgPˮ{AgPˮCΡC}AgPˮAgP˯\)GǀAgP˰%AgP˰GGAgP˰E(AgP˱GǀAgP˱AgP˪=qAgP˪AgP˫GGAgP˫]%AgPˬGǀAgPˬfAgPˮ{GGAgPˮ{AgPˮCΡC}AgPˮMAgP˯\)GǀAgP˯خAgP˰GGAgP˰AgP˱GǀAgP˱AgP˪=q AgP˪M AgP˫G GAgP˫] %AgPˬG ǀAgPˬ AgPˮ{G GAgPˮ{ AgPˮ}C ΡC}AgPˮ2 AgP˯\)G ǀAgP˰7 5AgP˰G GAgP˰U AgP˱G ǀAgP˲e AgP˱AgP˳33GGAgP˳33AgP˴%AgP˴zGǀAgP˵?}5AgP˵GGAgP˵AgP˷ =GǀAgP˷(AgP˸QGGAgP˸Q%AgP˸AgP˹GǀAgP˺AgP˲q AgP˳33G GAgP˳33 AgP˴1 %AgP˴zG ǀAgP˴K AgP˵G GAgP˵ AgP˷ =G ǀAgP˷ AgP˸QG GAgP˸Q AgP˸ AgP˹G ǀAgP˺Ta AgP˲q AgP˳33G GAgP˳33 AgP˳} AgP˴zG ǀAgP˵ AgP˵G GAgP˶? AgP˷ =G ǀAgP˷ = AgP˸QG GAgP˸Q EAgP˹# AgP˹G ǀAgP˺:* AgP˲3AgP˳33GGAgP˳33AgP˳AgP˴zGǀAgP˵AgP˵GGAgP˶{AgP˷ =GǀAgP˷+ AgP˸QGGAgP˸QAgP˹AgP˹GǀAgP˹AgP˲&AgP˳33GGAgP˳33AgP˳33AgP˴zGǀAgP˵%FAgP˵GGAgP˵ AgP˷ =GǀAgP˷ =AgP˸QGGAgP˸QAgP˹@AgP˹GǀAgP˹AgP˲eAgP˳33GGAgP˳33AgP˴/AgP˴zGǀAgP˵ %AgP˵GGAgP˵AgP˷ =GǀAgP˷;d%AgP˸QGGAgP˸QAgP˸IAgP˹GǀAgP˺MAgP˲ JAgP˳33GGAgP˳33AgP˴AgP˴zGǀAgP˴zAgP˵GGAgP˵AgP˷ =GǀAgP˷Y%AgP˸QGGAgP˸QAgP˸AgP˹GǀAgP˹>AgP˲kQAgP˳33GGAgP˳33AgP˴AgP˴zGǀAgP˵( AgP˵GGAgP˵AgP˷ =GǀAgP˷'AgP˸QGGAgP˸Q%AgP˹AgP˹GǀAgP˺ AgP˲M AgP˳33G GAgP˳33 AgP˳P AgP˴zG ǀAgP˵ AgP˵G GAgP˵ AgP˷ =G ǀAgP˷E9 5AgP˸QG GAgP˸Q AgP˸| AgP˹G ǀAgP˺ AgP˲h  AgP˳33G GAgP˳33 5AgP˴ x AgP˴zG ǀAgP˵ AgP˵G GAgP˵9 AgP˷ =G ǀAgP˷ = AgP˸QG GAgP˸Q AgP˸I AgP˹G ǀAgP˺ AgP˲=q AgP˳33G GAgP˳33 AgP˴ AgP˴zG ǀAgP˴z AgP˵G GAgP˵ AgP˷ =G ǀAgP˷4 (AgP˸QG GAgP˸Q AgP˸Q AgP˹G ǀAgP˹ AgP˲AgP˳33GGAgP˳33AgP˳ AgP˴zGǀAgP˵qAgP˵GGAgP˶5?AgP˷ =GǀAgP˷ =AgP˸QGGAgP˸QAgP˹%AgP˹GǀAgP˺QAgP˲h AgP˳33GGAgP˳33AgP˴/%AgP˴zGǀAgP˵ %AgP˵GGAgP˶8%AgP˷ =GǀAgP˷ =AgP˸QGGAgP˸QAgP˸QAgP˹GǀAgP˺AgP˲h AgP˳33GGAgP˳33AgP˴(AgP˴zGǀAgP˵AgP˵GGAgP˵AgP˷ =GǀAgP˷>AgP˸QGGAgP˸QAgP˹J%AgP˹GǀAgP˺TaAgP˱AgP˳33GGAgP˳33 %AgP˴(%AgP˴zGǀAgP˴KAgP˵GGAgP˵dAgP˷ =GǀAgP˷AgP˸QGGAgP˸QAgP˹4AgP˹GǀAgP˺-AgP˲AgP˳33GGAgP˳33AgP˴MAgP˴zGǀAgP˴AgP˵GGAgP˶ AgP˷ =GǀAgP˷'(AgP˸QGGAgP˸Q%AgP˹0AgP˹GǀAgP˹ZAgP˺AgP˺HGGAgP˺HAgP˼(GǀAgP˼(AgP˽pGGAgP˽pAgP˾p;%AgP˾RGǀAgP˿yAgPGGAgPXyAgPGGǀAgP%AgP\GGAgP\ AgP˺ AgP˺HGGAgP˻P%AgP˼(GǀAgP˼`%AgP˽pGGAgP˽pAgP˾B[AgP˾RGǀAgP˾AgPGGAgPNAgPGGǀAgPGAgP\GGAgP\AgP˺u%AgP˺HGGAgP˻@OAgP˼(GǀAgP˼(AgP˽pGGAgP˽pAgP˽AgP˾RGǀAgP˾AgPGGAgPAgPGGǀAgPGAgP\GGAgP\AgP˺ AgP˺HG GAgP˻6z AgP˼(G ǀAgP˼C- %AgP˽pG GAgP˽p AgP˾R AgP˾RG ǀAgP˿+ AgPG GAgP AgPGG ǀAgP| AgP\G GAgP\ %AgP˺{ AgP˺HG GAgP˻" AgP˼(G ǀAgP˼( AgP˽pG GAgP˽p AgP˽p AgP˾RG ǀAgP˿K AgPG GAgP4n AgPGG ǀAgPG AgP\G GAgP\ AgP˺a|AgP˺HGGAgP˺HAgP˼(GǀAgP˼(AgP˽pGGAgP˽pAgP˽ϫAgP˾RGǀAgP˾AgPGGAgPAgPGGǀAgPGAgP\GGAgP\AgP˹AgP˺HGGAgP˺AgP˼(GǀAgP˼(AgP˽pGGAgP˽pAgP˽AgP˾RGǀAgP˿AgPGGAgPoi%AgPGGǀAgPGAgP\GGAgP\%AgP˺MAgP˺HGGAgP˺AgP˼(GǀAgP˼(AgP˽pGGAgP˽pEAgP˾c AgP˾RGǀAgP˾RAgPGGAgPAgPGGǀAgPaAgP\GGAgP\AgP˺AgP˺HGGAgP˻]AgP˼(GǀAgP˼6%AgP˽pGGAgP˽pEAgP˾VAgP˾RGǀAgP˾҉AgPGGAgPAgPGGǀAgPo AgP\GGAgP\5AgP˺xAgP˺HGGAgP˻6zAgP˼(GǀAgP˼(AgP˽pGGAgP˽pAgP˾i%AgP˾RGǀAgP˿\)AgPGGAgP'RAgPGGǀAgPGAgP\GGAgP\AgP˺ AgP˺HG GAgP˻P %AgP˼(G ǀAgP˼( AgP˽pG GAgP˽p AgP˽p AgP˾RG ǀAgP˿1 AgPG GAgPl" AgPGG ǀAgPG AgP\G GAgP\ AgP˺n AgP˺HG GAgP˺ AgP˼(G ǀAgP˼Z AgP˽pG GAgP˽p AgP˾ff AgP˾RG ǀAgP˿v` %AgPG GAgPoi 5AgPGG ǀAgPG AgP\G GAgP\ AgP˹ AgP˺HG GAgP˻9 AgP˼(G ǀAgP˼( AgP˽pG GAgP˽p AgP˾ff AgP˾RG ǀAgP˿ AgPG GAgP AgPGG ǀAgP 5AgP\G GAgP\ AgP˺QAgP˺HGGAgP˺HAgP˼(GǀAgP˼(AgP˽pGGAgP˽pAgP˾ffAgP˾RGǀAgP˿KAgPGGAgP_AgPGGǀAgPkAgP\GGAgP\AgP˺qAgP˺HGGAgP˺8AgP˼(GǀAgP˼I %AgP˽pGGAgP˽pAgP˾lAgP˾RGǀAgP˿AgPGGAgP-AgPGGǀAgPoAgP\GGAgP\%AgP˺AgP˺HGGAgP˺HAgP˼(GǀAgP˼]d5AgP˽pGGAgP˽p5AgP˽"AgP˾RGǀAgP˿_pAgPGGAgPQ AgPGGǀAgPk%AgP\GGAgP\%AgP AgP AgP G ǀAgP  AgPG GAgP%F AgPffG ǀAgPƔF %AgPǮG GAgPǮ AgP| AgPG ǀAgPə %AgP=qG GAgPʕ AgP© AgPÈf %AgP G ǀAgPq  5AgPG GAgP/ AgPffG ǀAgPff AgPǮG GAgPǮ AgPȖ %AgPG ǀAgPɣn UAgP=qG GAgPʰ! %AgP AgPP AgP G ǀAgPj AgPG GAgP! AgPffG ǀAgPƚ %AgPǮG GAgPǮ %AgPȣ AgPG ǀAgPJ AgP=qG GAgPʩ %AgP\AgPoAgP GǀAgP2AgPGGAgPŗAgPffGǀAgPƍeAgPǮGGAgPǮAgPAAgPGǀAgPɖSAgP=qGGAgP{AgP\AgPSAgP GǀAgP]AgPGGAgPYAgPffGǀAgPƍAgPǮGGAgPǮ%AgPy>AgPGǀAgPɉ7AgP=qGGAgPʏ\%AgP\AgPW?AgP GǀAgP9XAgPGGAgPŁAgPffGǀAgPffAgPǮGGAgPǮ5AgP+AgPGǀAgPɭCAgP=qGGAgP=qAgP\AgPHAgP GǀAgPAgPGGAgPŗ%AgPffGǀAgPffAgPǮGGAgPǮ%AgPrAgPGǀAgPkAgP=qGGAgPqAgP\AgPAgP GǀAgPć5AgPGGAgP8 AgPffGǀAgPƍAgPǮGGAgPǮAgPȆYAgPGǀAgPɅAgP=qGGAgPʏ\AgP, AgPj %AgP G ǀAgPz AgPG GAgPŎ" 5AgPffG ǀAgPp; %AgPǮG GAgPǮ 5AgPȪe AgPG ǀAgPɩ eAgP=qG GAgPʈ uAgPX AgP~ AgP G ǀAgP AgPG GAgPŇ AgPffG ǀAgPff AgPǮG GAgPǮ AgPr AgPG ǀAgP| AgP=qG GAgPʶ %AgP\AgPAgP GǀAgPwAgPGGAgPAgPffGǀAgPƚ%AgPǮGGAgPǮAgPAgPGǀAgPAgP=qGGAgPxlAgP\AgP\AgP GǀAgP?AgPGGAgPjAgPffGǀAgPffAgPǮGGAgPǮAgPǮAgPGǀAgPoAgP=qGGAgP^5AgPœxAgP8AgP GǀAgPmAgPGGAgPőh%AgPffGǀAgPƃAgPǮGGAgPǮAgPǮAgPGǀAgPAgP=qGGAgPʩ%AgP\AgPSAgP GǀAgPVAgPGGAgPAgPffGǀAgPƔFAgPǮGGAgPǮAgPȰ%AgPGǀAgPɭCAgP=qGGAgP=qAgP\AgP@OAgP GǀAgPZAgPGGAgPsAgPffGǀAgPƤEAgPǮGGAgPǮAgPAgPGǀAgPxAgP=qGGAgP=qAgP©AgP©AgP GǀAgP xAgPGGAgPś= AgPffGǀAgPƃ%AgPǮGGAgPǮAgPȃ5AgPGǀAgPɰAgP=qGGAgPʏ\AgPX AgP˅G ǀAgP˹ AgPG GAgP AgPͮ AgP{G ǀAgPm 5AgP\)G GAgPϝ AgPУG ǀAgP %AgPG GAgP AgP %AgP33G ǀAgPʩ AgP˅G ǀAgP˕ AgPG GAgP %AgPf AgP{G ǀAgPε  AgP\)G GAgPϪ AgPУG ǀAgPѷ AgPG GAgP AgP AgP33G ǀAgPXAgP˅GǀAgP˅AgPGGAgPAgP͞AgP{GǀAgPΡbAgP\)GGAgP\)AgPУGǀAgPо%AgPG GAgPAgPAgP33G ǀAgPʏ\AgP˅GǀAgP˲%AgPGGAgPAgPͲ-AgP{GǀAgP'5AgP\)GGAgPEAgPУGǀAgPУAgPG GAgP AgP҈AgP33G ǀAgPںAgP˅GǀAgPˢAgPGGAgPAgP%AgP{GǀAgP%AgP\)GGAgPخEAgPУGǀAgPУAgPG GAgP5AgPXAgP33G ǀAgPqAgP˅GǀAgP˅AgPGGAgPAgPͨXAgP{GǀAgPΤAgP\)GGAgPϝAgPУGǀAgPУAgPG GAgPAgPҹAgP33G ǀAgPʏ\AgP˅GǀAgP˩* AgPGGAgPAgPAgP{GǀAgPθRAgP\)GGAgPK%AgPУGǀAgPУAgPG GAgPAgPAgP33G ǀAgPʕ AgP˅G ǀAgP˅ AgPG GAgP AgPIR AgP{G ǀAgPΔF AgP\)G GAgPϱ[ AgPУG ǀAgPа AgPG GAgP AgP@ AgP33G ǀAgPʶ AgP˅G ǀAgP˅ AgPG GAgP AgPͼ AgP{G ǀAgPΡb AgP\)G GAgPϓ AgPУG ǀAgPU AgPG GAgP AgPҌ AgP33G ǀAgPXAgP˅GǀAgP˅AgPGGAgPAgP͎"AgP{GǀAgPiAgP\)GGAgPϐAgPУGǀAgPаAgPG GAgPAgPu%AgP33G ǀAgPsAgP˅GǀAgP˥%AgPGGAgPAgPͨXAgP{GǀAgPvAgP\)GGAgP\)AgPУGǀAgPУAgPG GAgPAgPc%AgP33G ǀAgPHAgP˅GǀAgP˥UAgPGGAgPAgP͞AgP{GǀAgPΤAgP\)GGAgP\)AgPУGǀAgPа%AgPG GAgPAgP%AgP33G ǀAgP=qAgP˅GǀAgP˩*AgPGGAgPAgPAgP{GǀAgP\AgP\)GGAgP\)AgPУGǀAgPд9AgPG GAgPAgPAgP33G ǀAgPںAgP˅GǀAgP˅AgPGGAgPAgPAgP{GǀAgP·+AgP\)GGAgP5AgPУGǀAgPУAgPG GAgP%AgPAgP33G ǀAgPʏ\AgP˅GǀAgP˅AgPGGAgPAgPϫ%AgP{GǀAgP҉%AgP\)GGAgPϗ$AgPУGǀAgP)5AgPG GAgP%AgPҬAgP33G ǀAgPʈ AgP˅G ǀAgPˬq 5AgPG GAgP AgPVm AgP{G ǀAgPή} %AgP\)G GAgP AgPУG ǀAgPУ AgPG GAgP AgP AgP33G ǀAgP33AgP6AgPzG!GAgPzAgPG!ǀAgP)AgP =G"GAgP =AgP AgPQG"ǀAgPUAgPٙG#GAgP AgPHG#ǀAgPHAgP33AgP&%AgPzG!GAgPzAgPG!ǀAgPAgP =G"GAgP =AgPiDAgPQG"ǀAgPذAgPٙG#GAgPԕAgPHG#ǀAgPH0AgP33AgP33AgPzG!GAgPK%AgPG!ǀAgPoAgP =G"GAgP =AgPAgPQG"ǀAgPQAgPٙG#GAgPAgPHG#ǀAgPAgP33AgP AgPzG!GAgPԥzAgPG!ǀAgPAgP =G"GAgP =AgPAgPQG"ǀAgP`%AgPٙG#GAgPEAgPHG#ǀAgPAgP33 AgPQ AgPzG !GAgPz AgPG !ǀAgP AgP =G "GAgP = AgP AgPQG "ǀAgPQ AgPٙG #GAgPٳ AgPHG #ǀAgPC 5AgP33 AgP@O AgPzG !GAgPz AgPG !ǀAgPo %AgP =G "GAgP = AgP׾w AgPQG "ǀAgP %AgPٙG #GAgP٠' AgPHG #ǀAgP8 AgP33AgPӹAgPzG!GAgPԞAgPG!ǀAgPDAgP =G"GAgP =AgP׻0AgPQG"ǀAgP%AgPٙG#GAgPuAgPHG#ǀAgP(AgP33AgPgAgPzG!GAgPzAgPG!ǀAgP%AgP =G"GAgP =AgPiDAgPQG"ǀAgP AgPٙG#GAgPAgPHG#ǀAgPHAgP33AgPxAgPzG!GAgPf%AgPG!ǀAgPAgP =G"GAgP =5AgPKAgPQG"ǀAgP85AgPٙG#GAgPٙAgPHG#ǀAgPH AgP33AgPaAgPzG!GAgPKAgPG!ǀAgP AgP =G"GAgP =AgP׀4AgPQG"ǀAgPhAgPٙG#GAgPAgPHG#ǀAgPo AgP33AgPӼAgPzG!GAgPԵAgPG!ǀAgP AgP =G"GAgP =AgP״AgPQG"ǀAgPQAgPٙG#GAgPAgPHG#ǀAgP%AgP33 AgP& AgPzG !GAgPԥz AgPG !ǀAgP AgP =G "GAgP = AgP׮ AgPQG "ǀAgPoi AgPٙG #GAgP AgPHG #ǀAgPH AgP33 AgP33 AgPzG !GAgPf %AgPG !ǀAgPT %AgP =G "GAgP = AgP; 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AgPeG 'ǀAgPe<6 AgPfffG (GAgPfff AgP^_ AgP^RG %GAgP_' AgP`G %ǀAgP`7  %AgPaGG &GAgPaG AgPa AgPb\G &ǀAgPb\ AgPc G 'GAgPdI 5AgPeG 'ǀAgPe<6 AgPfffG (GAgPfff AgP^z AgP^RG %GAgP^R AgP`G %ǀAgP` AgPaGG &GAgPaG AgPb AgPb\G &ǀAgPc, %AgPc G 'GAgPc  AgPeG 'ǀAgPeS& AgPfffG (GAgPfff AgP^5?AgP^RG%GAgP_!-AgP`G%ǀAgP`AgPaGG&GAgPaGAgPbAgPb\G&ǀAgPc9%AgPc G'GAgPdAgPeG'ǀAgPe!AgPfffG(GAgPfffAgP^!AgP^RG%GAgP_AgP`G%ǀAgP`1' %AgPaGG&GAgPaGAgPaGAgPb\G&ǀAgPc@OEAgPc G'GAgPd?AgPeG'ǀAgPeAgPfffG(GAgPfffAgP^($AgP^RG%GAgP^MAgP`G%ǀAgP`:AgPaGG&GAgPaG%AgPaGAgPb\G&ǀAgPb,AgPc G'GAgPc AgPeG'ǀAgPeF %AgPfffG(GAgPfffAgPfAgPgiDAgPgG(ǀAgPgAgPhG)GAgPi7L5AgPj=qG)ǀAgPjd%AgPkG*GAgPkAgPlzAgPlG*ǀAgPmIRAgPn{G+GAgPn{AgPfffAgPg+AgPgG(ǀAgPhGAgPhG)GAgPio5AgPj=qG)ǀAgPjkQ5AgPkG*GAgPkAgPlC-AgPlG*ǀAgPlAgPn{G+GAgPnz%AgPfAgPg  AgPgG(ǀAgPgAgPhG)GAgPie,AgPj=qG)ǀAgPj=qAgPkG*GAgPkAgPl~(%AgPlG*ǀAgPlAgPn{G+GAgPn5AgPfAgPg_p5AgPgG(ǀAgPh4nAgPhG)GAgPi7LAgPj=qG)ǀAgPj=qAgPkG*GAgPkAgPkAgPlG*ǀAgPmOAgPn{G+GAgPn?AgPfzAgPgAgPgG(ǀAgPh_AgPhG)GAgPi7L5AgPj=qG)ǀAgPjQ AgPkG*GAgPkAgPlC-AgPlG*ǀAgPmVAgPn{G+GAgPn{AgPfff AgPgiD AgPgG (ǀAgPh  AgPhG )GAgPi7L AgPj=qG )ǀAgPj=q AgPkG *GAgPk AgPl AgPlG *ǀAgPms %AgPn{G +GAgPn{ AgPf AgPgY AgPgG (ǀAgPhH AgPhG )GAgPi= AgPj=qG )ǀAgPj@ AgPkG *GAgPk AgPl6 AgPlG *ǀAgPm5 AgPn{G +GAgPnR AgPf6 AgPg8 AgPgG (ǀAgPhoi %AgPhG )GAgPirG EAgPj=qG )ǀAgPj=q AgPkG *GAgPk AgPl AgPlG *ǀAgPmf 5AgPn{G +GAgPn{ AgPfffAgPg+AgPgG(ǀAgPhU25AgPhG)GAgPiuAgPj=qG)ǀAgPjq%AgPkG*GAgPkAgPkAgPlG*ǀAgPmzxAgPn{G+GAgPn%AgPfAgPfAgPgG(ǀAgPh>BAgPhG)GAgPi=AgPj=qG)ǀAgPjTaAgPkG*GAgPk%AgPlmAgPlG*ǀAgPmAgPn{G+GAgPnRAgPfffAgPgXAgPgG(ǀAgPh$ AgPhG)GAgPhAgPj=qG)ǀAgPjMAgPkG*GAgPkAgPkAgPlG*ǀAgPm8AgPn{G+GAgPn;AgPfffAgPg_p5AgPgG(ǀAgPg;AgPhG)GAgPi7LAgPj=qG)ǀAgPjWAgPkG*GAgPkAgPlPHAgPlG*ǀAgPm}AgPn{G+GAgPn{AgPfAgPgOAgPgG(ǀAgPhQ%AgPhG)GAgPiAgPj=qG)ǀAgPj=qAgPkG*GAgPkAgPlIAgPlG*ǀAgPm`BAgPn{G+GAgPn}VAgPfff AgPfff AgPgG (ǀAgPhXy AgPhG )GAgPiG %AgPj=qG )ǀAgPj{ %AgPkG *GAgPk 5AgPlZ %AgPlG *ǀAgPm 5AgPn{G +GAgPn{ AgPf AgPg1 AgPgG (ǀAgPh[ AgPhG )GAgPihs EAgPj=qG )ǀAgPj=q AgPkG *GAgPk AgPlI AgPlG *ǀAgPmB AgPn{G +GAgPn}V AgPfrAgPgOAgPgG(ǀAgPgAgPhG)GAgPi7LEAgPj=qG)ǀAgPj=qAgPkG*GAgPkAgPl%AgPlG*ǀAgPm5AgPn{G+GAgPnFAgPn{AgPo\)G+ǀAgPobAgPpG,GAgPp%AgPqAgPqG,ǀAgPqAgPs33G-GAgPsqAgPtzG-ǀAgPtzAgPuG.GAgPu%AgPvlAgPw =G.ǀAgPn]AgPo\)G+ǀAgPoeAgPpG,GAgPpAgPqXAgPqG,ǀAgPrAgPs33G-GAgPs33AgPtzG-ǀAgPtzAgPuG.GAgPuAgPvAgPw =G.ǀAgPn{ AgPo\)G +ǀAgPo\) AgPpG ,GAgPp AgPq' AgPqG ,ǀAgPr  AgPs33G -GAgPsf AgPtzG -ǀAgPtO %AgPuG .GAgPu AgPv AgPw =G .ǀAgPnb AgPo\)G +ǀAgPo\) AgPpG ,GAgPp AgPq \ AgPqG ,ǀAgPq AgPs33G -GAgPs9 AgPtzG -ǀAgPt 5AgPuG .GAgPu AgPvR AgPw =G .ǀAgPnmAgPo\)G+ǀAgPo\)AgPpG,GAgPpAgPqA AgPqG,ǀAgPqAgPs33G-GAgPs:%AgPtzG-ǀAgPtzAgPuG.GAgPuAgPv($AgPw =G.ǀAgPnAgPo\)G+ǀAgPo\)AgPpG,GAgPp%AgPq|%AgPqG,ǀAgPrnAgPs33G-GAgPsAgPtzG-ǀAgPtAgPuG.GAgPu%AgPvOAgPw =G.ǀAgPnRAgPo\)G+ǀAgPo\)AgPpG,GAgPpAgPqx%AgPqG,ǀAgPr0UAgPs33G-GAgPs{JAgPtzG-ǀAgPtzAgPuG.GAgPuAgPuAgPw =G.ǀAgPnAgPo\)G+ǀAgPoEAgPpG,GAgPpAgPqDgAgPqG,ǀAgPrAgPs33G-GAgPs%AgPtzG-ǀAgPtAgPuG.GAgPuAgPv}%AgPw =G.ǀAgPnAgPo\)G+ǀAgPo\)AgPpG,GAgPpAgPqAgPqG,ǀAgPr&AgPs33G-GAgPsFAgPtzG-ǀAgPtzAgPuG.GAgPuAgPv'AgPw =G.ǀAgPn AgPo\)G +ǀAgPo\) AgPpG ,GAgPp AgPqc AgPqG ,ǀAgPq AgPs33G -GAgPs33 AgPtzG -ǀAgPtz AgPuG .GAgPu AgPu AgPw =G .ǀAgPnR AgPo\)G +ǀAgPo\) AgPpG ,GAgPp AgPq 0AgPqG ,ǀAgPr{ AgPs33G -GAgPs33 AgPtzG -ǀAgPtz AgPuG .GAgPu AgPv  AgPw =G .ǀAgPn{ AgPo\)G +ǀAgPo\) AgPpG ,GAgPp AgPqu AgPqG ,ǀAgPrA %AgPs33G -GAgPs %AgPtzG -ǀAgPtz AgPuG .GAgPu AgPvm %AgPw =G .ǀAgPn{AgPo\)G+ǀAgPo\)AgPpG,GAgPpAgPqXAgPqG,ǀAgPrxAgPs33G-GAgPs%AgPtzG-ǀAgPtAgPuG.GAgPuAgPvAgPw =G.ǀAgPnAgPo\)G+ǀAgPo%AgPpG,GAgPp5AgPqkAgPqG,ǀAgPr3AgPs33G-GAgPsAgPtzG-ǀAgPt%AgPuG.GAgPu%AgPv %AgPw =G.ǀAgPnAgPo\)G+ǀAgPo\)AgPpG,GAgPp%AgPqJAgPqG,ǀAgPr\%AgPs33G-GAgPsAgPtzG-ǀAgPt%AgPuG.GAgPuAgPv6 5AgPw =G.ǀAgPn?AgPo\)G+ǀAgPo\)AgPpG,GAgPp%AgPqAgPqG,ǀAgPr#:AgPs33G-GAgPs33AgPtzG-ǀAgPt%AgPuG.GAgPuAgPuAgPw =G.ǀAgPw =AgPwAgPxQG/GAgPxy>AgPyG/ǀAgPy%AgPzHG0GAgPzHAgP{f AgP|(G0ǀAgP|AgP}pG1GAgP} AgP~RG1ǀAgP~RAgPw  AgPw  AgPxQG /GAgPx %AgPyG /ǀAgPy AgPzHG 0GAgPzH %AgPzH AgP|(G 0ǀAgP|( AgP}pG 1GAgP}ϫ AgP~RG 1ǀAgP~ AgPw = AgPwy AgPxQG /GAgPxh AgPyG /ǀAgPy AgPzHG 0GAgPzH AgP{ AgP|(G 0ǀAgP|j AgP}pG 1GAgP} AgP~RG 1ǀAgP~ %AgPw = AgPws AgPxQG /GAgPx AgPyG /ǀAgPy AgPzHG 0GAgPzH AgP{a AgP|(G 0ǀAgP|( AgP}pG 1GAgP}p AgP~RG 1ǀAgP~y %AgPw =AgPw5AgPxQG/GAgPxQAgPyG/ǀAgPyAgPzHG0GAgPzHAgP{AgP|(G0ǀAgP|(AgP}pG1GAgP})%AgP~RG1ǀAgP~҉AgPw =AgPw|AgPxQG/GAgPxy>AgPyG/ǀAgPyAgPzHG0GAgPzHAgP{Q%AgP|(G0ǀAgP|AgP}pG1GAgP}ϫ%AgP~RG1ǀAgP~2AgPw =AgPw =AgPxQG/GAgPxoiAgPyG/ǀAgPyAgPzHG0GAgPzH%AgP{AgP|(G0ǀAgP|[%AgP}pG1GAgP}AgP~RG1ǀAgP~2AgPw =AgPw!-AgPxQG/GAgPx[AgPyG/ǀAgPyAgPzHG0GAgPzHAgPzHAgP|(G0ǀAgP|֡%AgP}pG1GAgP}AgP~RG1ǀAgP~]5AgPw =AgPwAgPxQG/GAgPxQAgPyG/ǀAgPy3AgPzHG0GAgPzH%AgP{%AgP|(G0ǀAgP|?AgP}pG1GAgP}TAgP~RG1ǀAgP~2%AgPw = AgPwk AgPxQG /GAgPx %AgPyG /ǀAgPyԕ 5AgPzHG 0GAgPzH AgP{j AgP|(G 0ǀAgP|q  AgP}pG 1GAgP}p AgP~RG 1ǀAgP~2 AgPw = AgPw0 AgPxQG /GAgPx[ AgPyG /ǀAgPy %AgPzHG 0GAgPzH AgP{ AgP|(G 0ǀAgP| AgP}pG 1GAgP} AgP~RG 1ǀAgP~ AgPw =AgPwAgPxQG/GAgPxAgPyG/ǀAgPyAgPzHG0GAgPzHAgP{%AgP|(G0ǀAgP|j%AgP}pG1GAgP}AgP~RG1ǀAgP~RAgPw =AgPw[AgPxQG/GAgPxQAgPyG/ǀAgPyAgPzHG0GAgPzHAgPzHAgP|(G0ǀAgP|AgP}pG1GAgP}AgP~RG1ǀAgP~%AgPw =AgPwAgPxQG/GAgPx9%AgPyG/ǀAgPy3AgPzHG0GAgPzHAgP{@OAgP|(G0ǀAgP|?AgP}pG1GAgP}AgP~RG1ǀAgP~EAgPw AgPwAgPxQG/GAgPxAgPyG/ǀAgPyAgPzHG0GAgPzHAgP{AgP|(G0ǀAgP|%AgP}pG1GAgP}AgP~RG1ǀAgP~RAgPw =AgPwbAgPxQG/GAgPxAgPyG/ǀAgPyAgPzHG0GAgPzHAgP{AgP|(G0ǀAgP|oAgP}pG1GAgP}AgP~RG1ǀAgP~]%AgP AgPW %AgP̀G GAgP̀ 0AgṔGG ǀAgṔ. AgP̂\G GAgP̂\ AgP̃ G ǀAgP̃  AgP̅G GAgP̅ AgP̆ AgP̆ffG ǀAgP̆ AgP~ AgP AgP̀G GAgP̀ %AgṔGG ǀAgṔu AgP̂\G GAgP̃  AgP̃ G ǀAgP̄ AgP̅G GAgP̅ AgP̅T AgP̆ffG ǀAgP̆ff AgP~RAgP[AgP̀GGAgP̀UAgṔGGǀAgṔ.AgP̂\GGAgP̂AgP̃ GǀAgP̃ AgP̅GGAgP̅AgP̆4%AgP̆ffGǀAgṖ AgP~AgPXAgP̀GGAgP̀P%AgṔGGǀAgṔAgP̂\GGAgP̂AgP̃ GǀAgP̃ AgP̅GGAgP̅AgP̆{AgP̆ffGǀAgP̆MAgP~AgP+AgP̀GGAgP̀eAgṔGGǀAgṔAgP̂\GGAgP̂%AgP̃ GǀAgP̃mAgP̅GGAgP̅AgP̅AgP̆ffGǀAgP̆AgP~AgP%AgP̀GGAgṔ %AgṔGGǀAgṔ5AgP̂\GGAgP̂H%AgP̃ GǀAgP̃ AgP̅GGAgP̅AgP̅AgP̆ffGǀAgP̆AgPE9AgPE9AgP̀GGAgP̀EAgṔGGǀAgṔ%AgP̂\GGAgP̂AgP̃ GǀAgP̃ AgP̅GGAgP̅AgP̆O AgP̆ffGǀAgP̆"AgPAAgP0AgP̀GGAgP̀P(%AgṔGGǀAgṔAgP̂\GGAgP̂AgP̃ GǀAgP̄%AgP̅GGAgP̅AgP̅9AgP̆ffGǀAgP̆AgP AgP+ AgP̀G GAgP̀5 AgṔGG ǀAgṔ  AgP̂\G GAgP̃  %AgP̃ G ǀAgP̃  AgP̅G GAgP̅ AgP̅D AgP̆ffG ǀAgP̆ȴ AgP~y AgP AgP̀G GAgP̀ѷ AgṔGG ǀAgṔ 5AgP̂\G GAgP̂! AgP̃ G ǀAgP̃  AgP̅G GAgP̅ AgP̅s AgP̆ffG ǀAgP̆ff AgP~҉AgPAgP̀GGAgP̀P%AgṔGGǀAgṔz AgP̂\GGAgP̂\AgP̃ GǀAgP̃%AgP̅GGAgP̅AgP̆4 %AgP̆ffGǀAgP̆AgP8AgPAgP̀GGAgP̀P%AgṔGGǀAgṔ AgP̂\GGAgP̂%AgP̃ GǀAgP̄AgP̅GGAgP̅AgP̅9AgP̆ffGǀAgṖ%AgP4AgPAgP̀GGAgP̀|AgṔGGǀAgṔAgP̂\GGAgP̂AgP̃ GǀAgP̃]5AgP̅GGAgP̅AgP̅AgP̆ffGǀAgṖ = AgP~]AgP~]AgP̀GGAgP̀AgṔGGǀAgP̂%AgP̂\GGAgP̂\AgP̃ GǀAgP̃ AgP̅GGAgP̅AgP̅dAgP̆ffGǀAgP̆ߤAgP~RAgPAgP̀GGAgP̀YAgṔGGǀAgṔxAgP̂\GGAgP̂\AgP̃ GǀAgP̄AgP̅GGAgP̅AgP̅AgP̆ffGǀAgP̆+AgP AgP AgP̀G GAgP̀ AgṔGG ǀAgṔG AgP̂\G GAgP̂\ AgP̃ G ǀAgP̃  AgP̅G GAgP̅ AgP̆  AgP̆ffG ǀAgP̆F AgP̆F AgṖG GAgṖ AgP̈G ǀAgP̈ AgP̊=qG GAgP̊=q AgP̋& AgP̋G ǀAgP̋ AgP̌G GAgP̌ AgP̎{G ǀAgP̎{ AgP̏\)G GAgP̏\) AgP̆ȴ AgṖG GAgṖ AgP̈G ǀAgP̈ AgP̊=qG GAgP̊=q 5AgP̋( AgP̋G ǀAgP̌6 %AgP̌G GAgP̍5 AgP̎{G ǀAgP̎{ AgP̏\)G GAgP̏\) AgP̆ff AgṖG GAgP̈~ %AgP̈G ǀAgP̉ AgP̊=qG GAgP̊=q AgP̊ AgP̋G ǀAgP̋ AgP̌G GAgP̌ AgP̎{G ǀAgP̎B[ AgP̏\)G GAgP̏\) AgṖUAgṖGGAgṖ AgP̈GǀAgP̈AgP̊=qGGAgP̊=qAgP̊AgP̋GǀAgP̋AgP̌GGAgP̌AgP̎{GǀAgP̎{AgP̏\)GGAgP̏\)5AgṖ;dAgṖGGAgṖAgP̈GǀAgP̉0%AgP̊=qGGAgP̊=q%AgP̋EAgP̋GǀAgP̌MAgP̌GGAgP̍F %AgP̎{GǀAgP̎R5AgP̏\)GGAgP̏\)5AgṖ\)AgṖGGAgṖAgP̈GǀAgP̈AgP̊=qGGAgP̊=qAgP̋ %AgP̋GǀAgP̌1AgP̌GGAgP̍+AgP̎{GǀAgP̎R EAgP̏\)GGAgP̏\)AgṖlAgṖGGAgP̈7%AgP̈GǀAgP̈AgP̊=qGGAgP̊=qAgP̋33%AgP̋GǀAgP̌1AgP̌GGAgP̌AgP̎{GǀAgP̎{AgP̏\)GGAgP̏\)AgṖ_pAgṖGGAgP̈7%AgP̈GǀAgP̉ %AgP̊=qGGAgP̊=q%AgP̋/AgP̋GǀAgP̌?AgP̌GGAgP̍ AgP̎{GǀAgP̎?AgP̏\)GGAgP̏\) %AgṖRT AgṖG GAgP̈b AgP̈G ǀAgP̈ AgP̊=qG GAgP̊=q AgP̋9 5AgP̋G ǀAgP̌"h AgP̌G GAgP̌ AgP̎{G ǀAgP̎{ AgP̏\)G GAgP̏\) AgṖo AgṖG GAgṖ AgP̈G ǀAgP̉% AgP̊=qG GAgP̊=q AgP̊=q AgP̋G ǀAgP̋ AgP̌G GAgP̍2a AgP̎{G ǀAgP̎{ AgP̏\)G GAgP̏\) AgṖ\)AgṖGGAgP̈ %AgP̈GǀAgP̈AgP̊=qGGAgP̊=qAgP̋(%AgP̋GǀAgP̋AgP̌GGAgP̍VAgP̎{GǀAgP̎?AgP̏\)GGAgP̏\)AgP̆MAgṖGGAgṖAgP̈GǀAgP̈AgP̊=qGGAgP̊=qAgP̊AgP̋GǀAgP̌C-%AgP̌GGAgP̌AgP̎{GǀAgP̎{AgP̏\)GGAgP̏\)AgṖUAgṖGGAgP̈-5AgP̈GǀAgP̈AgP̊=qGGAgP̊=qAgP̋/%AgP̋GǀAgP̋6AgP̌GGAgP̌AgP̎{GǀAgP̎{AgP̏\)GGAgP̏\)AgṖ.IAgṖGGAgṖAgP̈GǀAgP̈AgP̊=qGGAgP̊=qAgP̋9AgP̋GǀAgP̌(AgP̌GGAgP̍AgP̎{GǀAgP̎{AgP̏\)GGAgP̏\)%AgṖoAgṖGGAgP̈7AgP̈GǀAgP̈ AgP̊=qGGAgP̊=qAgP̋"AgP̋GǀAgP̋AgP̌GGAgP̌AgP̎{GǀAgP̎H%AgP̏\)GGAgP̏\)AgṖKAgṖGGAgṖ AgP̈GǀAgP̈AgP̊=qGGAgP̊=qAgP̋oAgP̋GǀAgP̌! AgP̌GGAgP̍LAgP̎{GǀAgP̎L05AgP̏\)GGAgP̏\)AgP̏ AgP̏W AgP̐G ǀAgP̑ AgP̑G GAgP̒Z AgP̓33G ǀAgP̓qv AgP̔zG GAgP̔z AgP̕Vm AgP̕G ǀAgP̖ff AgP̗ =G GAgP̗RT AgP̏PAgP̐:AgP̐GǀAgP̑ \AgP̑GGAgP̒kQAgP̓33GǀAgP̓jAgP̔zGGAgP̔zAgP̕`BAgP̕GǀAgP̕AgP̗ =G GAgP̗AgP̏|AgP̐1'AgP̐GǀAgP̐`AgP̑GGAgP̒kQ5AgP̓33GǀAgP̓33AgP̔zGGAgP̔z%AgP̕BAgP̕GǀAgP̖sAgP̗ =G GAgP̗bAgP̏{AgP̐QAgP̐GǀAgP̐AgP̑GGAgP̒AgP̓33GǀAgP̓J#AgP̔zGGAgP̔zAgP̕w2AgP̕GǀAgP̖HAgP̗ =G GAgP̗ =AgP̏\)AgP̐AgP̐GǀAgP̑XAgP̑GGAgP̒0UAgP̓33GǀAgP̓qv%AgP̔zGGAgP̔z %AgP̕p5AgP̕GǀAgP̖AgP̗ =G GAgP̗HAgP̏eXTENSION= 'BINTABLE' / binary table extension BITPIX = 8 / 8-bit bytes NAXIS = 2 / 2-dimensional binary table NAXIS1 = 16 / width of table in bytes NAXIS2 = 1 / number of rows in table PCOUNT = 0 / size of special data area: GCOUNT = 1 / one data group (required keyword) TFIELDS = 2 / number of fields in each row TTYPE1 = 'START ' / Interval START Time TFORM1 = '1D ' / data format of field TUNIT1 = 's ' / physical unit of field TTYPE2 = 'STOP ' / Interval STOP Time TFORM2 = '1D ' / data format of field TUNIT2 = 's ' / physical unit of field EXTNAME = 'GTI ' / name of this binary table extension HDUCLASS= 'OGIP ' / Format conforms to OGIP standards HDUCLAS1= 'GTI ' / Good Time Interval HDUCLAS2= 'STANDARD' / Standard GTI TIMESYS = 'TT ' / Time system MJDREFI = 51910. / Reference MJD Integer part MJDREFF = 7.4287037E-4 / Reference MJD fractional TIMEREF = 'LOCAL ' / Time reference (barycenter/local) TASSIGN = 'SATELLITE' / Time assigned by clock TIMEUNIT= 's ' / Time unit TSTART = 751739286. TSTOP = 751739289.1845 DATE-OBS= '2024-10-27T16:28:01' DATE-END= '2024-10-27T16:28:04' CLOCKAPP= F / default TELAPSE = 3.18449997901917 / TSTOP - TSTART ONTIME = 3.18449997901917 TELESCOP= 'SWIFT ' / Telescope (mission) name INSTRUME= 'BAT ' / Instrument name OBS_ID = '01262941000' / Observation number ID TARG_ID = '1262941' / Target_ID value SEG_NUM = '0' / Observation segment value EQUINOX = 2000. / default RADECSYS= 'FK5' / default ORIGIN = 'GSFC' / Source of FITS file CREATOR = 'BAT2FITS V7.21' / Program that created this FITS file TLM2FITS= 'V7.21' / Telemetry converter version number DATE = '2024-11-06T03:26:12' / file creation date (YYYY-MM-DDThh:mm:ss UT) LIVETIME= 3.18449997901917 EXPOSURE= 3.18449997901917 DEADC = 1. LDPNA1 = 'emct8clz.evl' / LDPNAME of nn'th processed LDP HISTORY ApID(567) LDP(6205) Row 1 to 16164 HISTORY No single packet ApIDs contributed. HISTORY LDP(567,6205) File: swift_ldp_0041d01b_21fc_567_6205.ccsds HISTORY Product(6205) BAT Pages(187) Found Pages(187) HISTORY Valid Pages(187) Simulated Pages (0) Missing Pages(0) END AgPAgP̗