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 = '01266969000' / Observation number ID TARG_ID = '1266969' / 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 = 752970674. / Start time TSTOP = 752970686.0956 / Stop time DATE-OBS= '2024-11-10T22:30:36' DATE-END= '2024-11-10T22:31:21' ORIGIN = 'GSFC' / Source of FITS file CREATOR = 'BAT2FITS V7.21' / Program that created this FITS file TLM2FITS= 'V7.21' / Telemetry converter version number DATE = '2024-11-20T02:25:56' / file creation date (YYYY-MM-DDThh:mm:ss UT) OBJECT = 'NON-BURST' XOBS_ID = 00097668004 / 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 = 77940 / 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 = 752970674. / Start time TSTOP = 752970686.0956 / Stop time DATE-OBS= '2024-11-10T22:31:09' DATE-END= '2024-11-10T22:31:21' CLOCKAPP= F / default TELAPSE = 12.0956000089645 / TSTOP - TSTART TELESCOP= 'SWIFT ' / Telescope (mission) name INSTRUME= 'BAT ' / Instrument name OBS_ID = '01266969000' / Observation number ID TARG_ID = '1266969' / 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 = '2024-11-20T02:25:56' / file creation date (YYYY-MM-DDThh:mm:ss UT) LDPEBINS= 0 / LDP Energy Bin count LDPTYPE = 11 / LDP Type Code LDPGAIN = 151. / LDP Gain Index LDPOFFST= 596. / LDP Offset Index ONTIME = 20.1627000570297 LIVETIME= 20.1627000570297 EXPOSURE= 20.1627000570297 DEADC = 1. LDPNA1 = 'eme2qthz.evl' / LDPNAME of nn'th processed LDP LDPNA2 = 'eme2qtjz.evl' / LDPNAME of nn'th processed LDP HISTORY ApID(567) LDP(29387) Row 1 to 43018 HISTORY ApID(567) LDP(29388) Row 39079 to 81964 HISTORY No single packet ApIDs contributed. HISTORY LDP(567,29387) File: swift_ldp_017d8404_220a_567_29387.ccsds HISTORY Product(29387) BAT Pages(510) Found Pages(510) HISTORY Valid Pages(510) Simulated Pages (0) Missing Pages(0) HISTORY LDP(567,29388) File: swift_ldp_017d8404_220a_567_29388.ccsds HISTORY Product(29388) BAT Pages(510) Found Pages(510) HISTORY Valid Pages(510) Simulated Pages (0) Missing Pages(0) END ApGGApGGApGGApG GApG GApG GApGGApGGApGGApGGApGGApG GApG GApGGApGGApGGAp.Ap.ApGGǀApԕAp\GGAp\Ap GǀApApGGApApMApffGǀApApGGApApApApGGǀApuAp\GGApںAp GǀAp ApGGAp5ApApffGǀApApGGApAp Ap ApGG ǀAp Ap\G GApx Ap G ǀAp  ApG GAp ApH ApffG ǀAp 5ApG GAp Ap>B Ap %ApGG ǀAp. %Ap\G GAp  Ap G ǀAp x %ApG GAp Ap ApffG ǀAp2 ApG GAp Ap ApU ApGG ǀApa Ap\G GAp\ Ap G ǀAp  ApG GAp %Ap ApffG ǀAp %ApG GAp ApXyAp ApGGǀApZ%Ap\GGAp\Ap GǀAp ApGGAp Ap ApffGǀAp ApGGApApApE%ApGGǀAp3Ap\GGApAp GǀAp ApGGApApIRApffGǀApffApGGApWApAp%ApGGǀAp%Ap\GGApAp GǀAp&%ApGGApAp5ApffGǀAp%ApGGApApNAp5ApGGǀApZ%Ap\GGApAp GǀAp ApGGApApjApffGǀAp'%ApGGApApy>Apy>ApGGǀAp[WAp\GGApAp GǀAp&ApGGAp Ap%ApffGǀApApGGApApe Ap ApGG ǀAp %Ap\G GApS %Ap G ǀAp  ApG GAp %Ap ApffG ǀAp ApG GAp ApoiAp ApGGǀApԕAp\GGApAp GǀAp ApGGApApApffGǀAp҉ApGGAp$ %ApApApGGǀAp Ap\GGApAp GǀAp ApGGApApApffGǀApy%ApGGAp Ap.Ap.ApGGǀApAp\GGApAp GǀAp ApGGAp5ApApffGǀAp %ApGGAp-%ApAppApGGǀApAp\GGAp8%Ap GǀAp ApGGAp5ApApffGǀApiApGGApAp ApE %ApGG ǀAp %Ap\G GAp\ Ap G ǀAp ApG GAp %Ap{ %ApffG ǀAp ApG GApb %ApD ApG ǀAp Ap =qG GAp =q Ap = Ap G ǀAp % Ap G GAp  Ap{G ǀApH Ap\)G GAp\) Ap ApG ǀAp$ ApGǀApAp =qGGAp =qAp Ap GǀAp Ap GGAp 8Ap{GǀAp5?Ap\)GGAp\)Ap[5ApGǀAp>BApGǀApAp =qGGAp =qAp &%Ap GǀAp 9X5Ap GGAp Ap{GǀAp{Ap\)GGAp\)Ap4nApGǀAppApGǀAp Ap =qGGAp =qAp =%Ap GǀAp (Ap GGAp (Ap{GǀAp{Ap\)GGAp\)ApQ5ApGǀApѷApGǀApAp =qGGAp =qAp %Ap GǀAp Ft Ap GGAp L%Ap{GǀAp{Ap\)GGAp\)ApApGǀApYApGǀAp 4%Ap =qGGAp =qAp oAp GǀAp Ap GGAp +5Ap{GǀAp{Ap\)GGAp\)Ap4n%ApGǀApU2ApGǀApAp =qGGAp =q Ap sAp GǀAp EAp GGAp ?}%Ap{GǀAp?EAp\)GGAp\)ApQEApGǀAp` ApG ǀAp Ap =qG GAp =q Ap  Ap G ǀAp C- %Ap G GAp  Ap{G ǀAp($ 5Ap\)G GAp\) Ap ApG ǀApu ApG ǀAp \ Ap =qG GAp =q Ap c Ap G ǀAp  Ap G GAp  Ap{G ǀAp{ Ap\)G GAp\) Ap>B ApG ǀApیApGǀApAp =qGGAp =qAp =%Ap GǀAp }Ap GGAp <6%Ap{GǀAp($Ap\)GGAp\)Ap4n%ApGǀAppApGǀApAp =qGGAp =qAp  Ap GǀAp ]Ap GGAp [Ap{GǀAp8Ap\)GGAp\)ApXy5ApGǀApApGǀAp *0Ap =qGGAp =qAp =Ap GǀAp *Ap GGAp B%Ap{GǀAp$Ap\)GGAp\)EAp[5ApGǀApApGǀAp  Ap =qGGAp =qAp Ap GǀAp Ap GGAp Ap{GǀAp{Ap\)GGAp\)Ap_%ApGǀApApGǀApAp =qGGAp =qAp @O%Ap GǀAp %Ap GGAp Ap{GǀApHAp\)GGAp\)ApK^ ApGǀApK^ ApG ǀAp -w Ap =qG GAp =q Ap GE Ap G ǀAp ? 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Ap܈GǀAp܉*0Ap܊=qGGAp܊=qAp܋Ap܋GǀAp܋Ap܌GGAp܍Ap܍ Ap܎{G ǀAp܎L0 5Ap܏\)G GAp܏\) Apܐ[ ApܐG ǀApܐ ApܑG GApܒ) Apܓ33G ǀApܓ33 ApܔzG GApܔz Apܕzx 5ApܕG ǀAp܍t Ap܎{G ǀAp܎{ Ap܏\)G GAp܏\) ApܐU2 %ApܐG ǀApܑJ ApܑG GApܒe Apܓ33G ǀApܓ] 5ApܔzG GApܔz Apܕ2a ApܕG ǀAp܍Ap܎{GǀAp܎{Ap܏\)GGAp܏\)Apܐ*ApܐGǀApܑQApܑGGApܑApܓ33GǀApܓ33ApܔzGGApܔzApܕApܕGǀAp܌Ap܎{GǀAp܎{Ap܏\)GGAp܏\)Ap܏ApܐGǀApܐ ApܑGGApܒCApܓ33GǀApܓ33ApܔzGGApܔzApܔɆApܕGǀAp܍Ap܎{GǀAp܎Ap܏\)GGAp܏\)Apܐ-ApܐGǀApܑ:ApܑGGApܒM%Apܓ33GǀApܓ33ApܔzGGApܔzApܕqApܕGǀAp܍9Ap܎{GǀAp܎{Ap܏\)GGAp܏\)Apܐ$ ApܐGǀApܑ=ApܑGGApܒ^5Apܓ33GǀApܓg%ApܔzGGApܔzApܕ<6ApܕGǀAp܌/Ap܎$GǀAp܎$Ap܏\)GGAp܏\)Apܐ:ApܐGǀApܐApܑGGApܒ@ %Apܓ33GǀApܓ330ApܔzGGApܔzApܕApܕGǀAp܍Ap܎{GǀAp܎ Ap܏\)GGAp܏\)Ap܏ApܐGǀApܐ`ApܑGGApܑApܓ33GǀApܓW?ApܔzGGApܔz%ApܔɆApܕGǀAp܍ Ap܎{G ǀAp܎E %Ap܏\)G GAp܏\) %Apܐ[ %ApܐG ǀApܑe, EApܑG GApܒkQ Apܓ33G ǀApܓa ApܔzG GApܔz ApܕY ApܕG ǀAp܍Y Ap܎{G ǀAp܎8 %Ap܏\)G GAp܏\) ApܐXy ApܐG ǀApܐU ApܑG GApܒTa %Apܓ33G ǀApܓ] %ApܔzG GApܔz Apܕ} EApܕG ǀAp܍9Ap܎{GǀAp܎HAp܏\)GGAp܏\)%Apܐ>B%ApܐGǀApܐApܑGGApܒa|Apܓ33GǀApܓjApܔzGGApܔzApܕS&ApܕGǀAp܍9Ap܎{GǀAp܎{Ap܏\)GGAp܏\)5Ap܏\)ApܐGǀApܑDgApܑGGApܒkQApܓ33GǀApܓFApܔzGGApܔzApܕ} %ApܕGǀAp܍Ap܎{GǀAp܎{(Ap܏\)GGAp܏\)ApܐHApܐGǀApܑ&ApܑGGApܑApܓ33GǀApܓ33ApܔzGGApܔz%ApܕF ApܕGǀAp܍Ap܎{GǀAp܎($Ap܏\)GGAp܏\)ApܐApܐGǀApܑ[W%ApܑGGApܒZ5Apܓ33GǀApܓ33ApܔzGGApܔzApܕ+ApܕGǀAp܍(Ap܎{GǀAp܎{Ap܏\)GGAp܏\)Apܐ$ ApܐGǀApܐUApܑGGApܒApܓ33GǀApܓ]ApܔzGGApܔzApܕF ApܕGǀAp܌ Ap܎{G ǀAp܎{ Ap܏\)G GAp܏\) Ap܏4 ApܐG ǀApܐ ApܑG GApܒ3 Apܓ33G ǀApܓ33 ApܔzG GApܔz ApܕO ApܕG ǀApܖOApܖ_Apܗ =G GApܗ|%ApܘQG ǀApܘQApܙG GApܙ Apܚh 5ApܚHG ǀApܛ~Apܜ(G GApܜUApܝpG ǀApܝUApܖ  Apܖ  Apܗ =G GApܗ4 %ApܘQG ǀApܘoi ApܙG GApܙ Apܚ=q ApܚHG ǀApܛ{J Apܜ(G GApܜ %ApܝpG ǀApܝ ApܕD Apܖc  %Apܗ =G GApܗ4 5ApܘQG ǀApܘQ ApܙG GApܙ Apܚ ApܚHG ǀApܛ{J Apܜ(G GApܜ ApܝpG ǀApܝp Apܖ!Apܖ!Apܗ =G GApܗ4EApܘQG ǀApܘQApܙG GApܙApܚ5ApܚHG ǀApܛn/Apܜ(G GApܜIApܝpG ǀApܝpApܕ9ApܖlApܗ =G GApܗ45ApܘQG ǀApܘrApܙG GApܙApܚAApܚHG ǀApܛaApܜ(G GApܜ(ApܝpG ǀApܝpApܕApܕApܗ =G GApܗv`ApܘQG ǀApܘQApܙG GApܙApܚh ApܚHG ǀApܛApܜ(G GApܜ(ApܝpG ǀApܝpApܕTApܕTApܗ =G GApܗYApܘQG ǀApܘy>ApܙG GApܙ%Apܚ1%ApܚHG ǀApܛ5Apܜ(G GApܜ(ApܝpG ǀApܝApܖ Apܖ Apܗ =G GApܗ =ApܘQG ǀApܘoi ApܙG GApܙApܚ1ApܚHG ǀApܛ:Apܜ(G GApܜ%ApܝpG ǀApܝpApܕ Apܖ? Apܗ =G GApܗ4 ApܘQG ǀApܘQ ApܙG GApܙ Apܚ) ApܚHG ǀApܛj Apܜ(G GApܜz ApܝpG ǀApܝp Apܖ4 Apܖ4 Apܗ =G GApܗU ApܘQG ǀApܘl" ApܙG GApܙ Apܚ %ApܚHG ǀApܚ Apܜ(G GApܜ( ApܝpG ǀApܝ Apܕ Apܖ 5Apܗ =G GApܗ4 ApܘQG ǀApܘ| ApܙG GApܙ Apܚa| ApܚHG ǀApܛ  Apܜ(G GApܜ( ApܝpG ǀApܝp Apܖ.Apܖ}V%Apܗ =G GApܗ 5ApܘQG ǀApܘ_ApܙG GApܙApܚCApܚHG ǀApܛ9Apܜ(G GApܜ%ApܝpG ǀApܝzx ApܕApܖYK%Apܗ =G GApܗHApܘQG ǀApܘQApܙG GApܙ5Apܚ6ApܚHG ǀApܛApܜ(G GApܜC-ApܝpG ǀApܝApܕApܖp;5Apܗ =G GApܗ\)ApܘQG ǀApܘQApܙG GApܙApܚ 5ApܚHG ǀApܚ8Apܜ(G GApܜjApܝpG ǀApܝpApܕApܕApܗ =G GApܗ =ApܘQG ǀApܘoiApܙG GApܙ5Apܚ\%ApܚHG ǀApܚApܜ(G GApܜ(ApܝpG ǀApܝpApܕApܕApܗ =G GApܗ =ApܘQG ǀApܘrApܙG GApܙApܚa|ApܚHG ǀApܛ%Apܜ(G GApܜ(ApܝpG ǀApܝzxApܝpApܞRG GApܞRApܟ%ApܠG ǀApܠrApܡGG GApܡGApܢ\G ǀApܢ\ Apܣ GGApܣ Apܤ ApܥGǀApܥApܦffGGApܝpApܞRG GApܞRApܟ%ApܠG ǀApܠApܡGG GApܡGApܢ\G ǀApܢApܣ GGApܣ Apܤ9XApܥGǀApܥdApܦffGGApܞ+kApܞRG GApܞRApܞApܠGG ǀApܠApܡGG GApܡGApܢ\G ǀApܢ!Apܣ GGApܣ Apܤ[ApܥGǀApܥdApܦffGGApܞH ApܞRG GApܞR Apܟ' ApܠG ǀApܠN ApܡGG GApܡ[W Apܢ\G ǀApܢ\ Apܣ G GApܣ  Apܤ ApܥG ǀApܥ ApܦffG GApܝ ApܞȴG GApܞȴ Apܟ| ApܠG ǀApܠ ApܡGG GApܡG Apܢ\G ǀApܢX Apܣ G GApܣ  Apܤ֡ %ApܥG ǀApܥt ApܦffG GApܞE ApܞRG GApܞR EApܟ1 ApܠG ǀApܠ ApܡGG GApܡu Apܢ\G ǀApܢ\ Apܣ G GApܣ  Apܤ %ApܥG ǀApܥ ApܦffG GApܞffApܞRG GApܞR%Apܟ%ApܠG ǀApܠApܡGG GApܡz%Apܢ\G ǀApܢh Apܣ GGApܣ %ApܣApܥGǀApܥApܦffGGApܝApܞRG GApܞRApܞ]ApܠG ǀApܠy>ApܡGG GApܡEApܢ\G ǀApܢ\Apܣ GGApܣ  ApܤɆApܥGǀApܥ %ApܦffGGApܝApܞRG GApܞR%ApܞyApܠG ǀApܠ_ApܡGG GApܡGApܢ\G ǀApܢApܣ GGApܣ Apܤ9XApܥGǀApܥ ApܦffGGApܞOvApܞRG GApܞRApܟ[ApܠG ǀApܠhApܡGG GApܡApܢ\G ǀApܢ5Apܣ GGApܣ 5Apܤ[ EApܥGǀApܥApܦffGGApܝDApܞRG GApܞRApܟ0%ApܠG ǀApܠeApܡGG GApܡ^Apܢ\G ǀApܢ!Apܣ GGApܣ %ApܤzApܥGǀApܥEApܦffGGApܞ_ ApܞRG GApܞR 5Apܟ> ApܠG ǀApܠr ApܡGG GApܡ %Apܢ\G ǀApܢ Apܣ G GApܣ  Apܤo ApܥG ǀApܥ ApܦffG GApܞ8 ApܞRG GApܞR EApܟl ApܠG ǀApܠoi ApܡGG GApܡG Apܢ\G ǀApܢ\ Apܣ G GApܣ  Apܤ ApܥG ǀApܥ  %ApܦffG GApܞ?ApܞRG GApܞRApܟ@ApܠG ǀApܠUApܡGG GApܡ Apܢ\G ǀApܢApܣ GGApܣ ApܤApܥGǀApܥ-ApܦffGGApܞ\ApܞRG GApܞRApܟ ApܠG ǀApܠApܡGG GApܡkApܢ\G ǀApܢ<Apܣ GGApܣ Apܣ ApܥGǀApܥApܦffGGApܝApܞRG GApܞRApܟUApܠG ǀApܠNApܡGG GApܡ Apܢ\G ǀApܢh%Apܣ GGApܣ ApܤApܥGǀApܥ eApܦffGGApܦff Apܦ҉ %ApܧG ǀApܧ ApܨG GApܨ EApܩ Apܪ=qG ǀApܫ  ApܫG GApܫ ApܬG ǀApܭ; Apܮ{G GApܮ{ %Apܦv Apܦ] EApܧG ǀApܧ ApܨG GApܨ %Apܩ Apܪ=qG ǀApܪ=q ApܫG GApܬ ApܬG ǀApܬ Apܮ{G GApܮ{ ApܦApܦ%ApܧGǀApܧ0ApܨGGApܨApܩj%Apܪ=qGǀApܪ %ApܫGGApܫApܬGǀApܬApܮ{GGApܮ{ApܦFApܦ2%ApܧGǀApܧApܨGGApܨApܩ#Apܪ=qGǀApܪLApܫGGApܬApܬGǀApܬApܮ{GGApܮ{ApܦffApܦffApܧGǀApܧApܨGGApܨ%ApܩCApܪ=qGǀApܪnApܫGGApܫApܬGǀApܬApܮ{GGApܮ{ApܦsApܦm%ApܧGǀApܧApܨGGApܨApܩ%Apܪ=qGǀApܪ͟5ApܫGGApܫApܬGǀApܬ/Apܮ{GGApܮ{ApܦffApܦffApܧGǀApܧ ApܨGGApܨApܩApܪ=qGǀApܪkQApܫGGApܫApܬGǀApܬApܮ{GGApܮ{Apܦff Apܦff ApܧG ǀApܧ ApܨG GApܨ Apܩ~ Apܪ=qG ǀApܪ ApܫG GApܫ ApܬG ǀApܬ Apܮ{G GApܮ{ Apܦff Apܦ ApܧG ǀApܧW %ApܨG GApܨ Apܩz Apܪ=qG ǀApܪ ApܫG GApܫ 5ApܬG ǀApܬK Apܮ{G GApܮ{ ApܦffApܦ}ApܧGǀApܧApܨGGApܨApܩcApܪ=qGǀApܪXApܫGGApܫApܬGǀApܬApܮ{GGApܮ{ApܦzApܦApܧGǀApܧ ApܨGGApܨApܩApܪ=qGǀApܪ8%ApܫGGApܫApܬGǀApܭApܮ{GGApܮ{ ApܦffApܦApܧGǀApܧApܨGGApܨ Apܩo Apܪ=qGǀApܪLApܫGGApܫApܬGǀApܬApܮ{GGApܮ{ApܦffApܦApܧGǀApܧApܨGGApܨApܩApܪ=qGǀApܪApܫGGApܫApܬGǀApܬ Apܮ{GGApܮ{ApܦzApܦBApܧGǀApܧ0ApܨGGApܨApܩApܪ=qGǀApܪ,ApܫGGApܫApܬGǀApܬApܮ{GGApܮ{5ApܦffApܦ}ApܧGǀApܧ %ApܨGGApܨApܩzApܪ=qGǀApܪApܫGGApܬ5ApܬGǀApܬ%Apܮ{GGApܮ{Apܦr Apܦr ApܧG ǀApܧخ 5ApܨG GApܨ %Apܩ Apܪ=qG ǀApܪ ApܫG GApܫƨ ApܬG ǀApܬ/ Apܮ{G GApܮ{ ApܮApܮCkC:}Apܯ%Apܯ\)GǀApܰbApܰGGApܰApܱGǀApܱApܳ33GGApܳ33Apܴ xApܴzGǀApܵ(%ApܵGGApܶ1Apܮ+Apܮ҉CkC:}Apܮ҉Apܯ\)GǀApܯr5ApܰGGApܰ|ApܱGǀApܲ#:Apܳ33GGApܳ33ApܳQApܴzGǀApܵ8ApܵGGApܵApܮB[ ApܮB[C kC:}ApܮB[ Apܯ\)G ǀApܯ$ ApܰG GApܰ ApܱG ǀApܲ- %Apܳ33G GApܳ33 %Apܳq ApܴzG ǀApܵ+ %ApܵG GApܶ Apܮp; Apܮp;C kC:}Apܮp; Apܯ\)G ǀApܯ ApܰG GApܰ ApܱG ǀApܱ Apܳ33G GApܳ33 Apܴ %ApܴzG ǀApܴ ApܵG GApܵ Apܮs ApܮsC kC:}Apܮ" Apܯ\)G ǀApܯ\) ApܰG GApܰ ApܱG ǀApܱ Apܳ33G GApܳ33 Apܳ ApܴzG ǀApܴK ApܵG GApܶ. 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Apw =G .ǀApws ApxQG /GApxQ ApyG /ǀApy ApzHG 0GApzH Aps33 Apsqv AptzG -ǀApt ApuG .GApu %Apv Apw =G .ǀApwA ApxQG /GApxoi ApyG /ǀApy  %ApzHG 0GApzH ApsF Aps AptzG -ǀApt %ApuG .GApu Apv %Apw =G .ǀApwA ApxQG /GApxQ ApyG /ǀApy 5ApzHG 0GApzH Aps33ApsAptzG-ǀAptApuG.GApuApvR%Apw =G.ǀApw( ApxQG/GApxIApyG/ǀApyApzHG0GApzHAps33Aps33AptzG-ǀAptApuG.GApuApvp;Apw =G.ǀApww%ApxQG/GApxѷApyG/ǀApyApzHG0GApzH%Aps33Aps33AptzG-ǀApt%ApuG.GApuApvApw =G.ǀApwApxQG/GApx%ApyG/ǀApy^%ApzHG0GApzH Aps33Aps33AptzG-ǀAptApuG.GApuApv\Apw =G.ǀApwApxQG/GApxQApyG/ǀApyN5ApzHG0GApzHAps33Aps33 AptzG-ǀAptzApuG.GApuApvApw =G.ǀApwApxQG/GApxQApyG/ǀApyApzG0GApzAp{W?Ap{}UAp|(G0ǀAp|OAp}pG1GAp}o%Ap~RG1ǀAp~%AprAp݀GGAp݀ 5Ap݁GGǀAp݁'Ap݂\GGAp݂c%Ap{/ Ap{ Ap|(G 0ǀAp|( Ap}pG 1GAp} Ap~RG 1ǀAp~ 5Apr %Ap݀G GAp݀Y Ap݁GG ǀAp݁ԕ Ap݂\G GAp݂ %Ap{)_ Ap{ Ap|(G 0ǀAp| %Ap}pG 1GAp} Ap~RG 1ǀAp~R Apr 5Ap݀G GAp݀ Ap݁GG ǀAp݁ Ap݂\G GAp݂ ApzHAp{VAp|(G0ǀAp|jAp}pG1GAp}MAp~RG1ǀAp~yApAp݀GGAp݀| Ap݁GGǀAp݁GAp݂\GGAp݂ Ap{J#Ap{J#Ap|(G0ǀAp|ZAp}pG1GAp}Ap~RG1ǀAp~RAp Ap݀GGAp݀|Ap݁GGǀAp݁Ap݂\GGAp݂Ap{Ap{Ap|(G0ǀAp|Ap}pG1GAp}HAp~RG1ǀAp~ȴAp;Ap݀GGAp݀Ap݁GGǀAp݁ԕAp݂\GGAp݂Ap{oAp{oAp|(G0ǀAp|?Ap}pG1GAp}"Ap~RG1ǀAp~%Ap@Ap݀GGAp݀EAp݁GGǀAp݁Ap݂\GGAp݂,ApzHAp{Q%Ap|(G0ǀAp|DAp}pG1GAp}=Ap~RG1ǀAp~2ApKAp݀GGAp݀Ap݁GGǀAp݁Ap݂\GGAp݃ %Ap{~ Ap{ %Ap|(G 0ǀAp|( Ap}pG 1GAp}p Ap~RG 1ǀAp~R Ap Ap݀G GAp݀b Ap݁XG ǀAp݁. 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Ap݌G GApݍ%F Apݎ{G ǀApݎE Apݏ\)G GApݏ\) Apݐ ApݐG ǀApݑG ApݑG GApݑ Apݓ33G ǀApݓC Ap݋a Ap݌( %Ap݌G GApݍ2a Apݎ{G ǀApݎ($ %Apݏ\)G GApݏ\) 5Apݏ; ApݐG ǀApݐ ApݑG GApݒTa Apݓ33G ǀApݓj EAp݋Ap݌Ap݌GGApݍApݎ{GǀApݎ8Apݏ\)GGApݏ\)EApݏ\)ApݐGǀApݑN<%ApݑGGApݒJ%Apݓ33GǀApݓ33Ap݋qAp݋]Ap݌GGAp݌Apݎ{GǀApݎ.Apݏ\)GGApݏ\)ApݐU2%ApݐGǀApݑG%ApݑGGApݑApݓ33GǀApݓ33Ap݋Ap݌Ap݌GGApݍ%F5Apݎ{GǀApݎApݏ\)GGApݏ\)Apݏ0ApݐGǀApݑ=ApݑGGApݒ^5Apݓ33GǀApݓqvAp݋Ap݋(Ap݌GGAp݌Apݎ{GǀApݎ{Apݏ\)GGApݏ\)%Apݐ7ApݐGǀApݐApݑGGApݑApݓ33GǀApݓPAp݋aAp݋aAp݌GGApݍ+Apݎ{GǀApݎ1Apݏ\)GGApݏ\)ApݐGApݐGǀApݐApݑGGApݑApݓ33GǀApݓ33Ap݋Ap݌,=Ap݌GGApݍApݎ{GǀApݎEEApݏ\)GGApݏ\) Apݐ'RApݐGǀApݑG%ApݑGGApݒWApݓ33GǀApݓMj %Ap݋ Ap݌2 Ap݌G GApݍ5 Apݎ{G ǀApݎ{ Apݏ\)G GApݏ\) Apݏo ApݐG ǀApݑA  ApݑG GApݒh  %Apݓ33G ǀApݓg %ApݔApݔzGGApݔz Apݕm]%ApݕGǀApݖ}V%Apݗ =G GApݗ4%ApݘQG ǀApݘ%ApݙG GApݙ%ApݙApݚHG ǀApݛ~ Apݜ(G GApݔ"hApݔzGGApݔzApݔ ApݕGǀApݕTApݗ =G GApݗo%ApݘQG ǀApݘQApݙG GApݙApݙApݚHG ǀApݛ%Apݜ(G GApݔApݔzGGApݔzApݔApݕGǀApݖp;Apݗ =G GApݗ =ApݘQG ǀApݘUApݙG GApݙApݚ&ApݚHG ǀApݛdZApݜ(G GApݓ:ApݔzGGApݔzApݕfApݕGǀApݖc Apݗ =G GApݗ4%ApݘQG 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Ap܈GǀAp܉*0Ap܊=qGGAp܊=qAp܋Ap܋GǀAp܋Ap܌GGAp܍Ap܍ Ap܎{G ǀAp܎L0 5Ap܏\)G GAp܏\) Apܐ[ ApܐG ǀApܐ ApܑG GApܒ) Apܓ33G ǀApܓ33 ApܔzG GApܔz Apܕzx 5ApܕG ǀAp܍t Ap܎{G ǀAp܎{ Ap܏\)G GAp܏\) ApܐU2 %ApܐG ǀApܑJ ApܑG GApܒe Apܓ33G ǀApܓ] 5ApܔzG GApܔz Apܕ2a ApܕG ǀAp܍Ap܎{GǀAp܎{Ap܏\)GGAp܏\)Apܐ*ApܐGǀApܑQApܑGGApܑApܓ33GǀApܓ33ApܔzGGApܔzApܕApܕGǀAp܌Ap܎{GǀAp܎{Ap܏\)GGAp܏\)Ap܏ApܐGǀApܐ ApܑGGApܒCApܓ33GǀApܓ33ApܔzGGApܔzApܔɆApܕGǀAp܍Ap܎{GǀAp܎Ap܏\)GGAp܏\)Apܐ-ApܐGǀApܑ:ApܑGGApܒM%Apܓ33GǀApܓ33ApܔzGGApܔzApܕqApܕGǀAp܍9Ap܎{GǀAp܎{Ap܏\)GGAp܏\)Apܐ$ ApܐGǀApܑ=ApܑGGApܒ^5Apܓ33GǀApܓg%ApܔzGGApܔzApܕ<6ApܕGǀAp܌/Ap܎$GǀAp܎$Ap܏\)GGAp܏\)Apܐ:ApܐGǀApܐApܑGGApܒ@ %Apܓ33GǀApܓ330ApܔzGGApܔzApܕApܕGǀAp܍Ap܎{GǀAp܎ Ap܏\)GGAp܏\)Ap܏ApܐGǀApܐ`ApܑGGApܑApܓ33GǀApܓW?ApܔzGGApܔz%ApܔɆApܕGǀAp܍ Ap܎{G ǀAp܎E %Ap܏\)G GAp܏\) %Apܐ[ %ApܐG ǀApܑe, EApܑG GApܒkQ Apܓ33G ǀApܓa ApܔzG GApܔz ApܕY ApܕG ǀAp܍Y Ap܎{G ǀAp܎8 %Ap܏\)G GAp܏\) ApܐXy ApܐG ǀApܐU ApܑG GApܒTa %Apܓ33G ǀApܓ] %ApܔzG GApܔz Apܕ} EApܕG ǀAp܍9Ap܎{GǀAp܎HAp܏\)GGAp܏\)%Apܐ>B%ApܐGǀApܐApܑGGApܒa|Apܓ33GǀApܓjApܔzGGApܔzApܕS&ApܕGǀAp܍9Ap܎{GǀAp܎{Ap܏\)GGAp܏\)5Ap܏\)ApܐGǀApܑDgApܑGGApܒkQApܓ33GǀApܓFApܔzGGApܔzApܕ} %ApܕGǀAp܍Ap܎{GǀAp܎{(Ap܏\)GGAp܏\)ApܐHApܐGǀApܑ&ApܑGGApܑApܓ33GǀApܓ33ApܔzGGApܔz%ApܕF ApܕGǀAp܍Ap܎{GǀAp܎($Ap܏\)GGAp܏\)ApܐApܐGǀApܑ[W%ApܑGGApܒZ5Apܓ33GǀApܓ33ApܔzGGApܔzApܕ+ApܕGǀAp܍(Ap܎{GǀAp܎{Ap܏\)GGAp܏\)Apܐ$ ApܐGǀApܐUApܑGGApܒApܓ33GǀApܓ]ApܔzGGApܔzApܕF ApܕGǀAp܌ Ap܎{G ǀAp܎{ Ap܏\)G GAp܏\) Ap܏4 ApܐG ǀApܐ ApܑG GApܒ3 Apܓ33G ǀApܓ33 ApܔzG GApܔz ApܕO ApܕG ǀApܖOApܖ_Apܗ =G GApܗ|%ApܘQG ǀApܘQApܙG GApܙ Apܚh 5ApܚHG ǀApܛ~Apܜ(G GApܜUApܝpG ǀApܝUApܖ  Apܖ  Apܗ =G GApܗ4 %ApܘQG ǀApܘoi ApܙG GApܙ Apܚ=q ApܚHG ǀApܛ{J Apܜ(G GApܜ %ApܝpG ǀApܝ ApܕD Apܖc  %Apܗ =G GApܗ4 5ApܘQG ǀApܘQ ApܙG GApܙ Apܚ ApܚHG ǀApܛ{J Apܜ(G GApܜ ApܝpG ǀApܝp Apܖ!Apܖ!Apܗ =G GApܗ4EApܘQG ǀApܘQApܙG GApܙApܚ5ApܚHG ǀApܛn/Apܜ(G GApܜIApܝpG ǀApܝpApܕ9ApܖlApܗ =G GApܗ45ApܘQG ǀApܘrApܙG GApܙApܚAApܚHG ǀApܛaApܜ(G GApܜ(ApܝpG ǀApܝpApܕApܕApܗ =G GApܗv`ApܘQG ǀApܘQApܙG GApܙApܚh ApܚHG ǀApܛApܜ(G GApܜ(ApܝpG ǀApܝpApܕTApܕTApܗ =G GApܗYApܘQG ǀApܘy>ApܙG GApܙ%Apܚ1%ApܚHG ǀApܛ5Apܜ(G GApܜ(ApܝpG ǀApܝApܖ Apܖ Apܗ =G GApܗ =ApܘQG ǀApܘoi ApܙG GApܙApܚ1ApܚHG ǀApܛ:Apܜ(G GApܜ%ApܝpG ǀApܝpApܕ Apܖ? Apܗ =G GApܗ4 ApܘQG ǀApܘQ ApܙG GApܙ Apܚ) ApܚHG ǀApܛj Apܜ(G GApܜz ApܝpG ǀApܝp Apܖ4 Apܖ4 Apܗ =G GApܗU ApܘQG ǀApܘl" ApܙG GApܙ Apܚ %ApܚHG ǀApܚ Apܜ(G GApܜ( ApܝpG ǀApܝ Apܕ Apܖ 5Apܗ =G GApܗ4 ApܘQG ǀApܘ| ApܙG GApܙ Apܚa| ApܚHG ǀApܛ  Apܜ(G GApܜ( ApܝpG ǀApܝp Apܖ.Apܖ}V%Apܗ =G GApܗ 5ApܘQG ǀApܘ_ApܙG GApܙApܚCApܚHG ǀApܛ9Apܜ(G GApܜ%ApܝpG ǀApܝzx ApܕApܖYK%Apܗ =G GApܗHApܘQG ǀApܘQApܙG GApܙ5Apܚ6ApܚHG ǀApܛApܜ(G GApܜC-ApܝpG ǀApܝApܕApܖp;5Apܗ =G GApܗ\)ApܘQG ǀApܘQApܙG GApܙApܚ 5ApܚHG ǀApܚ8Apܜ(G GApܜjApܝpG ǀApܝpApܕApܕApܗ =G GApܗ =ApܘQG ǀApܘoiApܙG GApܙ5Apܚ\%ApܚHG ǀApܚApܜ(G GApܜ(ApܝpG ǀApܝpApܕApܕApܗ =G GApܗ =ApܘQG ǀApܘrApܙG GApܙApܚa|ApܚHG ǀApܛ%Apܜ(G GApܜ(ApܝpG ǀApܝzxApܝpApܞRG GApܞRApܟ%ApܠG ǀApܠrApܡGG GApܡGApܢ\G ǀApܢ\ Apܣ GGApܣ Apܤ ApܥGǀApܥApܦffGGApܝpApܞRG GApܞRApܟ%ApܠG ǀApܠApܡGG GApܡGApܢ\G ǀApܢApܣ GGApܣ Apܤ9XApܥGǀApܥdApܦffGGApܞ+kApܞRG GApܞRApܞApܠGG ǀApܠApܡGG GApܡGApܢ\G ǀApܢ!Apܣ GGApܣ Apܤ[ApܥGǀApܥdApܦffGGApܞH ApܞRG GApܞR Apܟ' ApܠG ǀApܠN ApܡGG GApܡ[W Apܢ\G ǀApܢ\ Apܣ G GApܣ  Apܤ ApܥG ǀApܥ ApܦffG GApܝ ApܞȴG GApܞȴ Apܟ| ApܠG ǀApܠ ApܡGG GApܡG Apܢ\G ǀApܢX Apܣ G GApܣ  Apܤ֡ %ApܥG ǀApܥt ApܦffG GApܞE ApܞRG GApܞR EApܟ1 ApܠG ǀApܠ ApܡGG GApܡu Apܢ\G ǀApܢ\ Apܣ G GApܣ  Apܤ %ApܥG ǀApܥ ApܦffG GApܞffApܞRG GApܞR%Apܟ%ApܠG ǀApܠApܡGG GApܡz%Apܢ\G ǀApܢh Apܣ GGApܣ %ApܣApܥGǀApܥApܦffGGApܝApܞRG GApܞRApܞ]ApܠG ǀApܠy>ApܡGG GApܡEApܢ\G ǀApܢ\Apܣ GGApܣ  ApܤɆApܥGǀApܥ %ApܦffGGApܝApܞRG GApܞR%ApܞyApܠG ǀApܠ_ApܡGG GApܡGApܢ\G ǀApܢApܣ GGApܣ Apܤ9XApܥGǀApܥ ApܦffGGApܞOvApܞRG GApܞRApܟ[ApܠG ǀApܠhApܡGG GApܡApܢ\G ǀApܢ5Apܣ GGApܣ 5Apܤ[ EApܥGǀApܥApܦffGGApܝDApܞRG GApܞRApܟ0%ApܠG ǀApܠeApܡGG GApܡ^Apܢ\G ǀApܢ!Apܣ GGApܣ %ApܤzApܥGǀApܥEApܦffGGApܞ_ ApܞRG GApܞR 5Apܟ> ApܠG ǀApܠr ApܡGG GApܡ %Apܢ\G ǀApܢ Apܣ G GApܣ  Apܤo ApܥG ǀApܥ ApܦffG GApܞ8 ApܞRG GApܞR EApܟl ApܠG ǀApܠoi ApܡGG GApܡG Apܢ\G ǀApܢ\ Apܣ G GApܣ  Apܤ ApܥG ǀApܥ  %ApܦffG GApܞ?ApܞRG GApܞRApܟ@ApܠG ǀApܠUApܡGG GApܡ Apܢ\G ǀApܢApܣ GGApܣ ApܤApܥGǀApܥ-ApܦffGGApܞ\ApܞRG GApܞRApܟ ApܠG ǀApܠApܡGG GApܡkApܢ\G ǀApܢ<Apܣ GGApܣ Apܣ ApܥGǀApܥApܦffGGApܝApܞRG GApܞRApܟUApܠG ǀApܠNApܡGG GApܡ Apܢ\G ǀApܢh%Apܣ GGApܣ ApܤApܥGǀApܥ eApܦffGGApܦff Apܦ҉ %ApܧG ǀApܧ ApܨG GApܨ EApܩ Apܪ=qG ǀApܫ  ApܫG GApܫ ApܬG ǀApܭ; Apܮ{G GApܮ{ %Apܦv Apܦ] EApܧG ǀApܧ ApܨG GApܨ %Apܩ Apܪ=qG ǀApܪ=q ApܫG GApܬ ApܬG ǀApܬ Apܮ{G GApܮ{ ApܦApܦ%ApܧGǀApܧ0ApܨGGApܨApܩj%Apܪ=qGǀApܪ %ApܫGGApܫApܬGǀApܬApܮ{GGApܮ{ApܦFApܦ2%ApܧGǀApܧApܨGGApܨApܩ#Apܪ=qGǀApܪLApܫGGApܬApܬGǀApܬApܮ{GGApܮ{ApܦffApܦffApܧGǀApܧApܨGGApܨ%ApܩCApܪ=qGǀApܪnApܫGGApܫApܬGǀApܬApܮ{GGApܮ{ApܦsApܦm%ApܧGǀApܧApܨGGApܨApܩ%Apܪ=qGǀApܪ͟5ApܫGGApܫApܬGǀApܬ/Apܮ{GGApܮ{ApܦffApܦffApܧGǀApܧ ApܨGGApܨApܩApܪ=qGǀApܪkQApܫGGApܫApܬGǀApܬApܮ{GGApܮ{Apܦff Apܦff ApܧG ǀApܧ ApܨG GApܨ Apܩ~ Apܪ=qG ǀApܪ ApܫG GApܫ ApܬG ǀApܬ Apܮ{G GApܮ{ Apܦff Apܦ ApܧG ǀApܧW %ApܨG GApܨ Apܩz Apܪ=qG ǀApܪ ApܫG GApܫ 5ApܬG ǀApܬK Apܮ{G GApܮ{ ApܦffApܦ}ApܧGǀApܧApܨGGApܨApܩcApܪ=qGǀApܪXApܫGGApܫApܬGǀApܬApܮ{GGApܮ{ApܦzApܦApܧGǀApܧ ApܨGGApܨApܩApܪ=qGǀApܪ8%ApܫGGApܫApܬGǀApܭApܮ{GGApܮ{ ApܦffApܦApܧGǀApܧApܨGGApܨ Apܩo Apܪ=qGǀApܪLApܫGGApܫApܬGǀApܬApܮ{GGApܮ{ApܦffApܦApܧGǀApܧApܨGGApܨApܩApܪ=qGǀApܪApܫGGApܫApܬGǀApܬ Apܮ{GGApܮ{ApܦzApܦBApܧGǀApܧ0ApܨGGApܨApܩApܪ=qGǀApܪ,ApܫGGApܫApܬGǀApܬApܮ{GGApܮ{5ApܦffApܦ}ApܧGǀApܧ %ApܨGGApܨApܩzApܪ=qGǀApܪApܫGGApܬ5ApܬGǀApܬ%Apܮ{GGApܮ{Apܦr Apܦr ApܧG ǀApܧخ 5ApܨG GApܨ %Apܩ Apܪ=qG ǀApܪ ApܫG GApܫƨ ApܬG ǀApܬ/ Apܮ{G GApܮ{ ApܮApܮCkC:}Apܯ%Apܯ\)GǀApܰbApܰGGApܰApܱGǀApܱApܳ33GGApܳ33Apܴ xApܴzGǀApܵ(%ApܵGGApܶ1Apܮ+Apܮ҉CkC:}Apܮ҉Apܯ\)GǀApܯr5ApܰGGApܰ|ApܱGǀApܲ#:Apܳ33GGApܳ33ApܳQApܴzGǀApܵ8ApܵGGApܵApܮB[ ApܮB[C kC:}ApܮB[ Apܯ\)G ǀApܯ$ ApܰG GApܰ ApܱG ǀApܲ- %Apܳ33G GApܳ33 %Apܳq ApܴzG ǀApܵ+ %ApܵG GApܶ Apܮp; Apܮp;C kC:}Apܮp; Apܯ\)G ǀApܯ ApܰG GApܰ ApܱG ǀApܱ Apܳ33G GApܳ33 Apܴ %ApܴzG ǀApܴ ApܵG GApܵ Apܮs ApܮsC kC:}Apܮ" Apܯ\)G ǀApܯ\) ApܰG GApܰ ApܱG ǀApܱ Apܳ33G GApܳ33 Apܳ ApܴzG ǀApܴK ApܵG GApܶ. 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Apw =G .ǀApws ApxQG /GApxQ ApyG /ǀApy ApzHG 0GApzH Aps33 Apsqv AptzG -ǀApt ApuG .GApu %Apv Apw =G .ǀApwA ApxQG /GApxoi ApyG /ǀApy  %ApzHG 0GApzH ApsF Aps AptzG -ǀApt %ApuG .GApu Apv %Apw =G .ǀApwA ApxQG /GApxQ ApyG /ǀApy 5ApzHG 0GApzH Aps33ApsAptzG-ǀAptApuG.GApuApvR%Apw =G.ǀApw( ApxQG/GApxIApyG/ǀApyApzHG0GApzHAps33Aps33AptzG-ǀAptApuG.GApuApvp;Apw =G.ǀApww%ApxQG/GApxѷApyG/ǀApyApzHG0GApzH%Aps33Aps33AptzG-ǀApt%ApuG.GApuApvApw =G.ǀApwApxQG/GApx%ApyG/ǀApy^%ApzHG0GApzH Aps33Aps33AptzG-ǀAptApuG.GApuApv\Apw =G.ǀApwApxQG/GApxQApyG/ǀApyN5ApzHG0GApzHAps33Aps33 AptzG-ǀAptzApuG.GApuApvApw =G.ǀApwApxQG/GApxQApyG/ǀApyApzG0GApzAp{W?Ap{}UAp|(G0ǀAp|OAp}pG1GAp}o%Ap~RG1ǀAp~%AprAp݀GGAp݀ 5Ap݁GGǀAp݁'Ap݂\GGAp݂c%Ap{/ Ap{ Ap|(G 0ǀAp|( Ap}pG 1GAp} Ap~RG 1ǀAp~ 5Apr %Ap݀G GAp݀Y Ap݁GG ǀAp݁ԕ Ap݂\G GAp݂ %Ap{)_ Ap{ Ap|(G 0ǀAp| %Ap}pG 1GAp} Ap~RG 1ǀAp~R Apr 5Ap݀G GAp݀ Ap݁GG ǀAp݁ Ap݂\G GAp݂ ApzHAp{VAp|(G0ǀAp|jAp}pG1GAp}MAp~RG1ǀAp~yApAp݀GGAp݀| Ap݁GGǀAp݁GAp݂\GGAp݂ Ap{J#Ap{J#Ap|(G0ǀAp|ZAp}pG1GAp}Ap~RG1ǀAp~RAp Ap݀GGAp݀|Ap݁GGǀAp݁Ap݂\GGAp݂Ap{Ap{Ap|(G0ǀAp|Ap}pG1GAp}HAp~RG1ǀAp~ȴAp;Ap݀GGAp݀Ap݁GGǀAp݁ԕAp݂\GGAp݂Ap{oAp{oAp|(G0ǀAp|?Ap}pG1GAp}"Ap~RG1ǀAp~%Ap@Ap݀GGAp݀EAp݁GGǀAp݁Ap݂\GGAp݂,ApzHAp{Q%Ap|(G0ǀAp|DAp}pG1GAp}=Ap~RG1ǀAp~2ApKAp݀GGAp݀Ap݁GGǀAp݁Ap݂\GGAp݃ %Ap{~ Ap{ %Ap|(G 0ǀAp|( Ap}pG 1GAp}p Ap~RG 1ǀAp~R Ap Ap݀G GAp݀b Ap݁XG ǀAp݁. 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Ap݌G GApݍ%F Apݎ{G ǀApݎE Apݏ\)G GApݏ\) Apݐ ApݐG ǀApݑG ApݑG GApݑ Apݓ33G ǀApݓC Ap݋a Ap݌( %Ap݌G GApݍ2a Apݎ{G ǀApݎ($ %Apݏ\)G GApݏ\) 5Apݏ; ApݐG ǀApݐ ApݑG GApݒTa Apݓ33G ǀApݓj EAp݋Ap݌Ap݌GGApݍApݎ{GǀApݎ8Apݏ\)GGApݏ\)EApݏ\)ApݐGǀApݑN<%ApݑGGApݒJ%Apݓ33GǀApݓ33Ap݋qAp݋]Ap݌GGAp݌Apݎ{GǀApݎ.Apݏ\)GGApݏ\)ApݐU2%ApݐGǀApݑG%ApݑGGApݑApݓ33GǀApݓ33Ap݋Ap݌Ap݌GGApݍ%F5Apݎ{GǀApݎApݏ\)GGApݏ\)Apݏ0ApݐGǀApݑ=ApݑGGApݒ^5Apݓ33GǀApݓqvAp݋Ap݋(Ap݌GGAp݌Apݎ{GǀApݎ{Apݏ\)GGApݏ\)%Apݐ7ApݐGǀApݐApݑGGApݑApݓ33GǀApݓPAp݋aAp݋aAp݌GGApݍ+Apݎ{GǀApݎ1Apݏ\)GGApݏ\)ApݐGApݐGǀApݐApݑGGApݑApݓ33GǀApݓ33Ap݋Ap݌,=Ap݌GGApݍApݎ{GǀApݎEEApݏ\)GGApݏ\) Apݐ'RApݐGǀApݑG%ApݑGGApݒWApݓ33GǀApݓMj %Ap݋ Ap݌2 Ap݌G GApݍ5 Apݎ{G ǀApݎ{ Apݏ\)G GApݏ\) Apݏo ApݐG ǀApݑA  ApݑG GApݒh  %Apݓ33G ǀApݓg %ApݔApݔzGGApݔz Apݕm]%ApݕGǀApݖ}V%Apݗ =G GApݗ4%ApݘQG ǀApݘ%ApݙG GApݙ%ApݙApݚHG ǀApݛ~ Apݜ(G GApݔ"hApݔzGGApݔzApݔ ApݕGǀApݕTApݗ =G GApݗo%ApݘQG ǀApݘQApݙG GApݙApݙApݚHG ǀApݛ%Apݜ(G GApݔApݔzGGApݔzApݔApݕGǀApݖp;Apݗ =G GApݗ =ApݘQG ǀApݘUApݙG GApݙApݚ&ApݚHG ǀApݛdZApݜ(G GApݓ:ApݔzGGApݔzApݕfApݕGǀApݖc Apݗ =G GApݗ4%ApݘQG 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ApzG -ǀAp$ EApG .GAp Ap}V Ap =G .ǀAp0 UApQG /GAp ApG /ǀAp ApHG 0GApH Ap Ap(G 0ǀApV ApzG -ǀApo ApG .GAp Ap Ap =G .ǀAp˒ EApQG /GApQ ApG /ǀApԕ ApHG 0GApH ApQ Ap(G 0ǀAp]dApzG-ǀApApG.GAp%ApffAp =G.ǀApApQG/GApy>ApG/ǀApz5ApHG0GApHAp Ap(G0ǀApSApzG-ǀAp %ApG.GApApAp =G.ǀApApQG/GApQApG/ǀApApHG0GApHApHAp(G0ǀApApzG-ǀApApG.GApApAp =G.ǀAp$ApQG/GApApG/ǀApApHG0GApHApAp(G0ǀApApzG-ǀApoApG.GApApR%Ap =G.ǀAp$ApQG/GApQApG/ǀApNApHG0GApHApƨ%Ap(G0ǀApg8ApzG-ǀApDApG.GApAp+kAp =G.ǀApApQG/GApQApG/ǀApApHG0GApHApmAp(G0ǀAp(Ap4AppG1GApTApRG1ǀApRApApGGApbNApGGǀApAp\GGApAp GǀAp ApSApSAppG1GAppApRG1ǀApRAp$ApGGApĜApGGǀApZ%Ap\GGApcAp GǀApApAp[AppG1GApApRG1ǀAp2Apr%ApGGAp%ApGGǀApuAp\GGAp Ap GǀAp ApcApcAppG1GApϫApRG1ǀApRApخ %ApGGApApGGǀAp5Ap\GGApAp GǀAp 0Ap(Ap(AppG1GApT%ApRG1ǀAp%Ap+ApGGAp1'ApGGǀApAp\GGAp8Ap GǀAp5ApcAp/5AppG1GApApRG1ǀApR ApwApGGApUApGGǀAp~ Ap\GGApc%Ap GǀApAp( ApK %AppG 1GAp  ApRG 1ǀAp Ap %ApG GAp~ ApGG ǀAp> Ap\G GAp, Ap G ǀAp1 %Ap` ApɆ AppG 1GAp ApRG 1ǀAp Ap ApG GApP ApGG ǀApZ %Ap\G GApS Ap G ǀAp  ApApAppG1GApzxApRG1ǀApRAp0ApGGApHApGGǀApAp\GGApsAp GǀAp Ap]dApAppG1GApApRG1ǀApM%Ap[ApGGApeApGGǀApu%Ap\GGApcAp GǀAp ApApAppG1GApXApRG1ǀApApApGGAp|ApGGǀApjAp\GGAp8%Ap GǀApAp/ApAppG1GAp%ApRG1ǀApRApg%ApGGApApGGǀApAp\GGAp\Ap GǀAp Ap(Ap[AppG1GApApRG1ǀApRApPApGGApeApGGǀAp Ap\GGAp %Ap GǀApApo Apo AppG 1GAp  ApRG 1ǀApR Ap[ ApG GAp$  ApGG ǀAp Ap\G GAp\ Ap G ǀAp %ApD ApD AppG 1GAp ApRG 1ǀApR ApW 5ApG GAp ApGG ǀAp Ap\G GAp Ap G ǀAp 0Apj Apv %AppG 1GAp ApRG 1ǀApM Ap[ ApG GAp ApGG ǀApC Ap\G GAp Ap G ǀAp  Ap$ ApG GAp ApX ApffG ǀAp  ApG GAp ApG ǀAp Ap =qG GAp =q Ap  Ap G ǀAp / Ap G GApApGGApApApffGǀApYApGGAp-%ApGǀAp -w5Ap =qGGAp =qAp 9Ap GǀAp (Ap GGApApGGApAp!ApffGǀApffApGGApApGǀAp *0Ap =qGGAp =qAp =qAp GǀAp 1Ap GGAp ApGGApApApffGǀApApGGAp ApGǀAp 5Ap =qGGAp =qAp Ap GǀAp !Ap GGAp ApGGApApApffGǀAp =ApGGApApGǀAp -wAp =qGGAp =qAp (Ap GǀXTENSION= '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 ' / label for field 1 TFORM1 = '1D ' / data format of field: 8-byte DOUBLE TUNIT1 = 's ' / physical unit of field TTYPE2 = 'STOP ' / label for field 2 TFORM2 = '1D ' / data format of field: 8-byte DOUBLE TUNIT2 = 's ' / physical unit of field EXTNAME = 'GTI ' / name of this binary table extension HISTORY TASK:MGTIME on files sw01266969000msbevtlsp.hk[2], HISTORY sw01266969000msbevtlsp.hk[2] MJDREF = 5.191000074287037E+04 / Reference date TIMEZERO= 0.0 / offset to be applied to times given in the dataHDUCLASS= 'OGIP ' / Format conforms to OGIP standards HDUCLAS1= 'GTI ' / Good Time Interval HDUCLAS2= 'STANDARD' / Standard GTI CHECKSUM= '63fA93f963fA63f7' / HDU checksum updated 2024-11-20T02:27:25 DATASUM = '999890443' / data unit checksum updated 2024-11-20T02:27:25 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 = 752970674. TSTOP = 752970686.0956 DATE-OBS= '2024-11-10T22:31:09' DATE-END= '2024-11-10T22:31:21' CLOCKAPP= F / default TELAPSE = 12.0956000089645 / TSTOP - TSTART ONTIME = 12.0956000089645 TELESCOP= 'SWIFT ' / Telescope (mission) name INSTRUME= 'BAT ' / Instrument name OBS_ID = '01266972000' / Observation number ID TARG_ID = '1266972' / 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 = '2024-11-20T02:25:56' / file creation date (YYYY-MM-DDThh:mm:ss UT) LIVETIME= 20.1627000570297 EXPOSURE= 20.1627000570297 DEADC = 1. LDPNA1 = 'eme2qthz.evl' / LDPNAME of nn'th processed LDP LDPNA2 = 'eme2qtjz.evl' / LDPNAME of nn'th processed LDP HISTORY ApID(567) LDP(29387) Row 1 to 43018 HISTORY ApID(567) LDP(29388) Row 39079 to 81964 HISTORY No single packet ApIDs contributed. HISTORY LDP(567,29387) File: swift_ldp_017d8404_220a_567_29387.ccsds HISTORY Product(29387) BAT Pages(510) Found Pages(510) HISTORY Valid Pages(510) Simulated Pages (0) Missing Pages(0) HISTORY LDP(567,29388) File: swift_ldp_017d8404_220a_567_29388.ccsds HISTORY Product(29388) BAT Pages(510) Found Pages(510) HISTORY Valid Pages(510) Simulated Pages (0) Missing Pages(0) END ApAp <