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 = '01232081000' / Observation number ID TARG_ID = '1232081' / 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 = 738783699. / Start time TSTOP = 738783702.08 / Stop time DATE-OBS= '2024-05-30T17:40:06' DATE-END= '2024-05-30T17:41:37' ORIGIN = 'GSFC' / Source of FITS file CREATOR = 'BAT2FITS V7.21' / Program that created this FITS file TLM2FITS= 'V7.21' / Telemetry converter version number DATE = '2024-06-09T07:21:54' / file creation date (YYYY-MM-DDThh:mm:ss UT) OBJECT = 'NON-BURST' XOBS_ID = 00075196015 / 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 = 11769 / 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 = 738783699. / Start time TSTOP = 738783702.08 / Stop time DATE-OBS= '2024-05-30T17:41:34' DATE-END= '2024-05-30T17:41:37' CLOCKAPP= F / default TELAPSE = 3.08000004291534 / TSTOP - TSTART TELESCOP= 'SWIFT ' / Telescope (mission) name INSTRUME= 'BAT ' / Instrument name OBS_ID = '01232081000' / Observation number ID TARG_ID = '1232081' / 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 = '2024-06-09T07:21:54' / file creation date (YYYY-MM-DDThh:mm:ss UT) LDPEBINS= 0 / LDP Energy Bin count LDPTYPE = 11 / LDP Type Code LDPGAIN = 3704. / LDP Gain Index LDPOFFST= 17770. / LDP Offset Index ONTIME = 3.08000004291534 LIVETIME= 3.08000004291534 EXPOSURE= 3.08000004291534 DEADC = 1. LDPNA1 = 'em0hseiz.evl' / LDPNAME of nn'th processed LDP HISTORY ApID(567) LDP(7533) Row 1 to 15842 HISTORY No single packet ApIDs contributed. HISTORY LDP(567,7533) File: swift_ldp_0125bc0f_2166_567_7533.ccsds HISTORY Product(7533) BAT Pages(172) Found Pages(172) HISTORY Valid Pages(172) Simulated Pages (0) Missing Pages(0) END AxG GAx AxGG ǀAx Ax邏\G GAx( 5Ax G ǀAx  AxG GAx AxGG ǀAxu Ax邏\G GAx邏\ Ax G ǀAx  AxGGAx  AxGGǀAx.Ax邏\GGAx邒Ax GǀAx AxGGAx%AxGGǀAxTAx邜xGGAx%Ax GǀAxAxGGAxAxGGǀAx>%Ax邏\GGAxsAx GǀAxAxGGAx逭AxGGǀAxԕAx邏\GGAx͟Ax GǀAx AxGGAxAxGGǀAx.Ax邏\GGAxAx GǀAx AxG GAx AxGG ǀAxZ Ax邏\G GAx  Ax G ǀAx  AxG GAx AxGG ǀAxZ %Ax邏\G GAx邒 Ax G ǀAx  AxGGAx逾AxGGǀAxjAx邏\GGAxAx GǀAx AxGGAxAxGGǀAx.%Ax邏\GGAx(%Ax GǀAxAxGGAxAxGGǀAx遰Ax邏\GGAx邏\Ax GǀAx AxGGAx:AxGGǀAxaAx邏\GGAx邟Ax GǀAxAxGGAx|5AxGGǀAx遙Ax邏\GGAxc Ax GǀAx AxGGAx55AxGGǀAxZAx邏\GGAx邏\Ax GǀAxAxG GAxK^ AxGG ǀAx遽 Ax邏\G GAx (%Ax G ǀAx  Ax鄘_AxGGAxAxAxffGǀAxBAx釮GGAx AxGǀAx#Ax=qGGAx=qAxC%Ax鋅GǀAxC-AxGGAxC-AxGGAxAxO AxffGǀAx!-Ax釮GGAxWAxGǀAx#UAx=qGGAx=qAx=qAx鋅GǀAxFt %AxGGAxAxGGAxAx酡AxffGǀAx =Ax釮GGAxAxGǀAx%Ax=qGGAx=qAx=qAx鋅GǀAxAAxGGAxcAxGGAxAx酲-AxffGǀAx҉Ax釮GGAxAxGǀAxAx=qGGAx=qAx銂AAx鋅GǀAxAxGGAx AxGGAx%AxAxffGǀAxffAx釮GGAxAxGǀAxAx=qGGAx=qAx銳h Ax鋅GǀAx鋅AxGGAxFt AxG GAx Ax AxffG ǀAx醑 Ax釮G GAx釮 AxG ǀAx 5Ax=qG GAx=q Ax=q Ax鋅G ǀAx鋜 AxG GAx鄇 AxG GAx Axo AxffG ǀAx %Ax釮G GAx  AxG ǀAx-w %Ax=qG GAx=q AxS %Ax鋅G ǀAx! 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Ax/\)GǀAx/Ax0GGAx'[Ax( GGAx( Ax)0Ax*=qGǀAx*͟%Ax+GGAx,Ax,GǀAx,Ax.{GGAx.{Ax.{CCU}рAx.Ax/\)GǀAx0Ax0GGAx(K^Ax(GGAx(Ax)#EAx*=qGǀAx*Ax+GGAx+mAx,GǀAx-%Ax.{GGAx.{Ax.{CCU}рAx.UAx/\)GǀAx/Ax0GGAx(bN Ax(G GAx( Ax): Ax*=qG ǀAx*Q Ax+G GAx+ %Ax,G ǀAx, Ax.{G GAx.{ Ax.{C CU}рAx.{ Ax/\)G ǀAx0b %Ax0G GAx0Ax0Ax1GǀAx1Ax333GGAx333Ax3Ax4zGǀAx58Ax5GGAx6;5Ax7 =GǀAx7 =Ax8QGGAx8Q Ax09Ax1 \%Ax1GǀAx1Ax333GGAx333Ax4!Ax4zGǀAx4oAx5GGAx6+k%Ax7 =GǀAx7'Ax8QGGAx8QAx0Ax1Ax1GǀAx1Ax333GGAx333Ax3Ax4zGǀAx44Ax5GGAx5Ax7 =GǀAx7.IAx8QGGAx8QAx0Ax0Ax1GǀAx2Ax333GGAx333Ax3Ax4zGǀAx5Ax5GGAx5 Ax7 =GǀAx7 =Ax8QGGAx8QAx0 Ax0 Ax1G ǀAx2 5Ax333G GAx333 Ax49X 5Ax4zG ǀAx5! EAx5G GAx6  Ax7 =G ǀAx7 = Ax8QG GAx8Q Ax0 Ax0 Ax1G ǀAx1 Ax333G GAx333 Ax4 Ax4zG ǀAx4 Ax5G GAx6O %Ax7 =G ǀAx7!- %Ax8QG GAx8Q  Ax0Ax0Ax1GǀAx1Ax333GGAx333Ax3AAx4zGǀAx4Ax5GGAx5Ax7 =GǀAx7 = Ax8QGGAx8QAx0Ax0Ax1GǀAx1Ax333GGAx333Ax3Ax4zGǀAx5!Ax5GGAx61%Ax7 =GǀAx7 =Ax8QGGAx8QAx0Ax0Ax1GǀAx2)Ax333GGAx333Ax4"hAx4zGǀAx4Ax5GGAx5Ax7 =GǀAx7 Ax8QGGAx8QAx0Ax0Ax1GǀAx1Ax333GGAx333Ax333Ax4zGǀAx5+Ax5GGAx6($Ax7 =GǀAx7 =Ax8QGGAx8Q%Ax0Ax1Ax1GǀAx1Ax333GGAx333Ax4/%Ax4zGǀAx4Ax5GGAx6 %Ax7 =GǀAx7.IAx8QGGAx8QAx0 Ax0 Ax1G ǀAx1Z Ax333G GAx333 Ax3 Ax4zG ǀAx4 Ax5G GAx6; %Ax7 =G ǀAx7 = Ax8QG GAx8Q Ax0 Ax0 Ax1G ǀAx2 Ax333G GAx333 Ax3F Ax4zG ǀAx5 Ax5G GAx6_ Ax7 =G ǀAx7 = Ax8QG GAx8Q Ax0 Ax1 5Ax1G ǀAx1 Ax333G GAx333 Ax4 Ax4zG ǀAx4 Ax5G GAx5 Ax7 =G ǀAx7 = Ax8QG GAx8Q Ax0Ax0Ax1GǀAx2 JAx333GGAx333%Ax3Ax4zGǀAx555Ax5GGAx5 Ax7 =GǀAx7 =Ax8QGGAx8QAx0Ax0Ax1GǀAx2uAx333GGAx333Ax4!Ax4zGǀAx4zAx5GGAx5Ax7 =GǀAx7.IAx8QGGAx8QAx8Ax9 Ax9GǀAx:Ax:HGGAx:Ax<(GǀAxp;Ax>RGǀAx?sAx@GGAx@Ax8Ax9DgAx9GǀAx: Ax:HGGAx;ZUAx<(GǀAx<2Ax=pGGAx=pAx>?%Ax>RGǀAx?HAx@GGAx@uAx8QAx9 lAx9GǀAx9Ax:HGGAx:HAx<(GǀAxRGǀAx?XAx@GGAx@eAx8QAx8QAx9GǀAx9Ax:HGGAx:cAx<(GǀAx<(Ax=pGGAx=pAx>?5Ax>RGǀAx?yAx@GGAx@GAx8Ax9 Ax9GǀAx9Ax:HGGAx: Ax<(GǀAx<(Ax=pGGAx=pAx>iAx>RGǀAx?iDAx@GGAx@QAx8Q Ax8P Ax9G ǀAx9 Ax:HG GAx;Z %Ax<(G ǀAx<( Ax=pG GAx=p Ax>Ov %Ax>RG ǀAx>R Ax@G GAx@ Ax8 Ax9N< Ax9G ǀAx:Z %Ax:HG GAx;@O 5Ax<(G ǀAxl 5Ax>RG ǀAx?_p %Ax@G GAx@bN Ax8` Ax9= Ax9G ǀAx:  Ax:HG GAx: Ax<(G ǀAx<( Ax=pG GAx=p Ax>l Ax>RG ǀAx? Ax@G GAx@u Ax8Ax9@Ax9GǀAx:=qAx:HGGAx;ZAx<(GǀAx<(Ax=pGGAx=pAx>YKAx>RGǀAx?Ax@GGAx@K^Ax8ĜAx9 lAx9GǀAx9N Ax:HGGAx;ZAx<(GǀAx<]d%Ax=pGGAx=p Ax>iAx>RGǀAx?XAx@GGAx@%Ax8QAx8QAx9GǀAx9Ax:HGGAx;ZAx<(GǀAxl5Ax>RGǀAx?s%Ax@GGAx@AAx8`Ax8`Ax9GǀAx:eAx:HGGAx: Ax<(GǀAxp;Ax>RGǀAx?\)%Ax@GGAx@ Ax8XyAx9&Ax9GǀAx9Ax:HGGAx;W?%Ax<(GǀAx<<Ax=pGGAx=pAx>EAx>RGǀAx>RAx@GGAx@uAx8p Ax9 Ax9G ǀAx:W %Ax:HG GAx:H Ax<(G ǀAx? Ax>RG ǀAx>R Ax@G GAx@ Ax8 Ax8 Ax9G ǀAx:- Ax:HG GAx;] Ax<(G ǀAx<2 %Ax=pG GAx=p Ax= Ax>RG ǀAx>R Ax@G GAx@bN Ax8QAx8Ax9GǀAx:3Ax:HGGAx:Ax<(GǀAx<(Ax=pGGAx=pAx=oAx>RGǀAx?8Ax@GGAx@GAx@9AxAGGǀAxAcAxB\GGAxB\AxC9AxC GǀAxDPHAxEGGAxEYAxFffGǀAxFffAxGGGAxGAxHK^AxHGǀAx@IAxAGGǀAxA|AxB\GGAxB\AxC6zAxC GǀAxD/AxEGGAxEAxFffGǀAxFffAxGGGAxGAxH AxHGǀAx@AxAGGǀAxA%AxB\GGAxB\%AxCn/%AxC GǀAxDAxEGGAxEAxFffGǀAxFb%AxGGGAxGAxHAxHGǀAx@AAxAGGǀAxArG%AxB\GGAxB\AxC5AxC GǀAxDm AxEGGAxEh%AxFffGǀAxFAxGGGAxGAxHAxHGǀAx@ѷAxAGGǀAxAGAxB\GGAxB\AxCfAxC GǀAxDg8AxEGGAxEAxFffGǀAxF%AxGGGAxGAxGAxHGǀAxA%AxAGGǀAxAkAxB\GGAxB\AxCPAxC GǀAxDq AxEGGAxE+AxFffGǀAxFffAxGGGAxGAxHK^AxHGǀAx@ AxAGG ǀAxAG AxB\G GAxB\ AxC AxC G ǀAxDm AxEG GAxEc AxFffG ǀAxFff AxGG GAxG AxHU2 AxHG ǀAx@bN AxAGG ǀAxA[W AxB\G GAxB\ AxCW? %AxC G ǀAxD< AxEG GAxES& AxFffG ǀAxFff AxGG GAxG AxHbN AxHG ǀAx@AxAGGǀAxAuAxB\GGAxB\AxBAxC GǀAxC AxEGGAxE%AxFffGǀAxFsAxGGGAxGAxHbNAxHGǀAx@uAxAGGǀAxArG%AxB\GGAxB\EAxCAxC GǀAxC AxEGGAxE%AxFffGǀAxF5AxGGGAxGAxGAxHGǀAx@`AxAGGǀAxAx%AxB\GGAxB\AxCMjAxC GǀAxDAxEGGAxE=%AxFffGǀAxFp;AxGGGAxGAxHHAxHGǀAxAAxAGGǀAxAGAxB\GGAxB\AxB\AxC GǀAxD(AxEGGAxEAxFffGǀAxFffAxGGGAxG%AxHuAxHGǀAx@)AxAGGǀAxAGAxB\GGAxB\%AxCAxC GǀAxC AxEGGAxEAxFffGǀAxFAxGGGAxGAxHoiAxHGǀAx@ AxAGG ǀAxAG AxB\G GAxB\ AxB\ AxC G ǀAxCA AxEG GAxE 5AxFffG ǀAxFff AxGG GAxG AxH AxHG ǀAx@ AxAGG ǀAxAG AxB\G GAxB\ AxBc AxC G ǀAxDm AxEG GAxEO AxFffG ǀAxF AxGG GAxG AxH %AxHG ǀAxA  AxAGG ǀAxAG AxB\G GAxB\ AxBX AxC G ǀAxDm AxEG GAxE%F AxFffG ǀAxFff AxGG GAxG AxH AxHG ǀAxHAxHAxJ=qGGAxJ=qAxKGǀAxKFAxLGGAxLAxM%AxN{GǀAxNzAxO\)GGAxO\)AxPGǀAxP%AxI@AxIhsAxJ=qGGAxJMAxKGǀAxKAxLGGAxLAxMm]AxN{GǀAxNEAxO\)GGAxO\)AxPGǀAxPAxH AxH AxJ=qG GAxJ=q AxKG ǀAxKa AxLG GAxL AxM= AxN{G ǀAxN AxO\)G GAxO\) AxPG ǀAxP AxI \ AxI \ AxJ=qG GAxJ=q AxKG ǀAxKƨ AxLG GAxL AxMϫ %AxN{G ǀAxN AxO\)G GAxO\) AxPG ǀAxP AxH AxI7 AxJ=qG GAxJ< 5AxKG ǀAxK AxLG GAxL 5AxM eAxN{G ǀAxNR AxO\)G GAxO| AxPG ǀAxP AxIA AxIn%AxJ=qGGAxJ=qAxKGǀAxKAxLGGAxLAxM-5AxN{GǀAxN{AxO\)GGAxOAxPGǀAxPAxI0AxI0AxJ=qGGAxJdAxKGǀAxK%AxLGGAxLAxMAxN{GǀAxNRAxO\)GGAxO˒AxPGǀAxPAxI7LAxI~AxJ=qGGAxJhAxKGǀAxKVAxLGGAxLAxM<6 AxN{GǀAxN}VAxO\)GGAxO\)AxPGǀAxPAxHAxHAxJ=qGGAxJ{AxKGǀAxK AxLGGAxLAxMAxN{GǀAxNOvAxO\)GGAxO%AxPGǀAxPAxIDgAxIxAxJ=qGGAxJh AxKGǀAxKAxLGGAxLAxMS&AxN{GǀAxN%AxO\)GGAxOsAxPGǀAxPAxIN< AxI %AxJ=qG GAxJA AxKG ǀAxK 5AxLG GAxL AxM AxN{G ǀAxN %AxO\)G GAxO4 AxPG ǀAxPe %AxI: AxI %AxJ=qG GAxJ AxKG ǀAxK AxLG GAxL 5AxMt %AxN{G ǀAxN EAxO\)G GAxOy AxPG ǀAxP AxHAxInAxJ=qGGAxJ!AxKGǀAxKAxLGGAxLAxMAxN{GǀAxN'AxO\)GGAxOAxPGǀAxPAxI7LAxI7LAxJ=qGGAxJdAxKGǀAxKAxLGGAxLAxMIRAxN{GǀAxN %AxO\)GGAxOAxPGǀAxPAxHAxHAxJ=qGGAxJh%AxKGǀAxK*AxLGGAxLAxM5AxN{GǀAxN AxO\)GGAxO AxPGǀAxPیAxHAxI%AxJ=qGGAxJ=qAxKGǀAxKfAxLGGAxLAxM%AxN{GǀAxN%AxO\)GGAxO\)AxPGǀAxPĜAxP AxQG GAxQ AxR6 AxS33G ǀAxS: AxTzG !GAxT AxUG !ǀAxU  AxW =G "GAxW = AxW0 AxXQG "ǀAxY l %AxYG #GAxQN<AxQG GAxQAxR6AxS33G ǀAxS33AxTzG!GAxTAxUG!ǀAxUAxW =G"GAxW =AxWAxXQG"ǀAxXAxYG#GAxQoAxQG GAxQ AxRAxS33G ǀAxS %AxTzG!GAxTzAxUG!ǀAxUAxW =G"GAxW =AxWخAxXQG"ǀAxX5AxYG#GAxQaAxQG GAxQAxR6AxS33G ǀAxS:AxTzG!GAxT AxUG!ǀAxUAxW =G"GAxW =AxW˒AxXQG"ǀAxYAxYG#GAxQ-wAxQG GAxQAxRL AxS33G ǀAxSAxTzG!GAxT֡AxUG!ǀAxUAxW =G"GAxW =AxWPAxXQG"ǀAxXeAxYG#GAxQ \AxQG GAxQAxRAxS33G ǀAxSAxTzG!GAxTAxUG!ǀAxUAxW =G"GAxW =AxW$AxXQG"ǀAxX9AxYG#GAxP AxQG GAxQ AxR1 AxS33G ǀAxSV (AxTzG !GAxTj AxUG !ǀAxU AxW =G "GAxW = AxWU AxXQG "ǀAxXl" AxYG #GAxQ AxQG GAxQ AxRL  AxS33G ǀAxS: HAxTzG !GAxTK AxUG !ǀAxU  5AxW =G "GAxW = AxX  AxXQG "ǀAxX  AxYG #GAxQe,AxQG GAxQAxRHAxS33G ǀAxS:AxTzG!GAxTzAxUG!ǀAxU9AxW =G"GAxW =AxWgAxXQG"ǀAxXAxYG#GAxQ*0AxQG GAxQAxRkQAxS33G ǀAxSxAxTzG!GAxTzAxUG!ǀAxU AxW =G"GAxW =AxW5AxXQG"ǀAxXQAxYG#GAxQ7LAxQG GAxQAxR<AxS33G ǀAxS33AxTzG!GAxTAxUG!ǀAxUAxW =G"GAxW =AxWAxXQG"ǀAxX5AxYG#GAxQAxQG GAxQAxRLAxS33G ǀAxSSAxTzG!GAxT AxUG!ǀAxV5AxW =G"GAxW =AxW =AxXQG"ǀAxXAxYG#GAxQ|AxQG GAxQAxRLAxS33G ǀAxS:AxTzG!GAxTAxUG!ǀAxUAxW =G"GAxW =%AxWkAxXQG"ǀAxXQAxYG#GAxPAxQG GAxQAxRAxS33G ǀAxSAUAxTzG!GAxTfAxUG!ǀAxV%AxW =G"GAxW =AxWAxXQG"ǀAxY@5AxYG#GAxQA  AxQG GAxQ AxR AxS33G ǀAxS* 0AxTzG !GAxT AxUG !ǀAxU AxW =G "GAxW = AxX  AxXQG "ǀAxX AxYG #GAxP AxQG GAxQ AxRs %AxS33G ǀAxSƨ AxTzG !GAxTz AxUG !ǀAxU AxW =G "GAxW = %AxW AxXQG "ǀAxX AxYG #GAxYAxY AxZHG#ǀAxZHAx\(G$GAx\(Ax\Ax]pG$ǀAx]pAx^RG%GAx_Ax`G%ǀAx`$ AxaGG&GAxaGAxYCAxYCAxZHG#ǀAxZHAx\(G$GAx\(Ax]Ax]pG$ǀAx^4Ax^RG%GAx^RAx`G%ǀAx` AxaGG&GAxaGAxYAxY3AxZHG#ǀAx[ Ax\(G$GAx\(Ax\Ax]pG$ǀAx]pAx^RG%GAx^҉Ax`G%ǀAx` AxaGG&GAxaGAxYAxZAxZHG#ǀAxZ(Ax\(G$GAx\(Ax\Ax]pG$ǀAx^%Ax^RG%GAx^҉Ax`G%ǀAx`AxaGG&GAxaGAxYAxYAxZHG#ǀAxZHAx\(G$GAx\(Ax] Ax]pG$ǀAx^1%Ax^RG%GAx^RAx`G%ǀAx`AxaGG&GAxaGAxYAxZ%AxZHG#ǀAxZHAx\(G$GAx\(Ax\_ Ax]pG$ǀAx^OAx^RG%GAx^mAx` G%ǀAx` AxaGG&GAxaGAxY AxZ AxZHG #ǀAxZ  Ax\(G $GAx\( %Ax\ Ax]pG $ǀAx^! Ax^RG %GAx^y Ax`G %ǀAx` AxaGG &GAxaG AxY AxY AxZHG #ǀAxZH Ax\(G $GAx\( 5Ax]%F Ax]pG $ǀAx^ EAx^RG %GAx^R Ax`G %ǀAx`G %AxaGG &GAxaG %AxY'AxZ J5AxZHG#ǀAxZHAx\(G$GAx\(%Ax\? Ax]pG$ǀAx] Ax^RG%GAx_Ax`G%ǀAx`AxaGG&GAxaGAxYAxZuAxZHG#ǀAxZcAx\(G$GAx\(Ax\Ax]pG$ǀAx]-Ax^RG%GAx^RAx`G%ǀAx`AxaGG&GAxaG%AxYAxYAxZHG#ǀAxZHAx\(G$GAx\(%Ax\ Ax]pG$ǀAx^4Ax^RG%GAx^]Ax`G%ǀAx`'RAxaGG&GAxaGAxYAxYAxZHG#ǀAxZHAx\(G$GAx\(Ax\֡Ax]pG$ǀAx]pAx^RG%GAx^Ax`G%ǀAx`AxaGG&GAxaGAxYAxYAxZHG#ǀAxZHAx\(G$GAx\(5Ax] Ax]pG$ǀAx^ Ax^RG%GAx^RAx`G%ǀAx`AxaGG&GAxaGAxY AxY AxZHG #ǀAxZH Ax\(G $GAx\( Ax\ Ax]pG $ǀAx] Ax^RG %GAx^R Ax`G %ǀAx` AxaGG &GAxaG AxY AxZ J %AxZHG #ǀAx[ %Ax\(G $GAx\( Ax]( %Ax]pG $ǀAx]  Ax^RG %GAx_' Ax`G %ǀAx` AxaGG &GAxaG AxY AxYZ AxZHG #ǀAx[C Ax\(G $GAx\( Ax]( 5Ax]pG $ǀAx]p Ax^RG %GAx_1 Ax`G %ǀAx` AxaGG &GAxaG AxaTAxb@Axb\G&ǀAxbAxc G'GAxcAxeG'ǀAxeAxfffG(GAxfffAxgAxgG(ǀAxhD AxhG)GAxi^%AxaGAxaGAxb\G&ǀAxcAxc G'GAxc AxeG'ǀAxeAxfffG(GAxfffAxgAxgG(ǀAxh'RAxhG)GAxi[WAxaz AxbJ %Axb\G &ǀAxco Axc G 'GAxd1 AxeG 'ǀAxe AxfffG (GAxfff EAxgRT UAxgG (ǀAxg AxhG )GAxiQ 5Axa# Axb#: Axb\G &ǀAxc& %Axc G 'GAxc AxeG 'ǀAxeB AxfffG (GAxfff UAxg\) 5AxgG (ǀAxhN AxhG )GAxio 5AxaGAxb&Axb\G&ǀAxcPAxc G'GAxc AxeG'ǀAxeAxfffG(GAxfff%AxgK%AxgG(ǀAxgAxhG)GAxi^ Axa|AxbeAxb\G&ǀAxbhAxc G'GAxcAxeG'ǀAxeAxfffG(GAxfffAxg8AxgG(ǀAxh'RAxhG)GAxi0AxauAxbAxb\G&ǀAxcMjAxc G'GAxcmAxeG'ǀAxeAxfffG(GAxfff%Axg>AxgG(ǀAxhXy%AxhG)GAxiAxaGAxaGAxb\G&ǀAxbAxc G'GAxcݘAxeG'ǀAxeAxfffG(GAxfff%AxgKAxgG(ǀAxgAxhG)GAxi^%AxakAxbC5Axb\G&ǀAxbAxc G'GAxdV%AxeG'ǀAxeVm%AxfffG(GAxfffAxfAxgG(ǀAxh-AxhG)GAxi:Axa Axb@ %Axb\G &ǀAxb! Axc G 'GAxdV AxeG 'ǀAxeL %AxfffG (GAxfff %Axg8 %AxgG (ǀAxhXy AxhG )GAxh AxaG AxaG Axb\G &ǀAxcP Axc G 'GAxc  AxeG 'ǀAxe5 AxfffG (GAxfff AxgA AxgG (ǀAxhbN 5AxhG )GAxi*0 AxaG AxaG Axb\G &ǀAxb\ Axc G 'GAxdFt %AxeG 'ǀAxe\ %AxfffG (GAxfff Axg4 AxgG (ǀAxhoi AxhG )GAxh AxaGAxb-Axb\G&ǀAxb\Axc G'GAxd(AxeG'ǀAxeF AxfffG(GAxfff5AxgRTAxgG(ǀAxgAxhG)GAxhAxae,AxaAxb\G&ǀAxbAxc G'GAxdIAxeG'ǀAxeAxfffG(GAxfffAxgAxgG(ǀAxhl"%AxhG)GAxi#Axa|AxbJ%Axb\G&ǀAxcP5Axc G'GAxdMAxeG'ǀAxeAxfffG(GAxfffAxg>AxgG(ǀAxh*AxhG)GAxi \AxaAxaAxb\G&ǀAxc33Axc G'GAxd"hAxeG'ǀAxeAxfffG(GAxfffAxgKAxgG(ǀAxh AxhG)GAxiaAxi0Axj=qG)ǀAxjh %AxkG*GAxkAxlI%AxlG*ǀAxlAxn{G+GAxn+%Axo\)G+ǀAxoy%AxpG,GAxpAxqoAxqG,ǀAxiAxj=qG)ǀAxjGEAxkG*GAxkAxl~( AxlG*ǀAxmAxn{G+GAxn{Axo\)G+ǀAxo\)AxpG,GAxpAxq'%AxqG,ǀAxi~Axj=qG)ǀAxj=qAxkG*GAxkAxlSAxlG*ǀAxmsAxn{G+GAxn$AxolG+ǀAxokAxpG,GAxpAxqu%AxqG,ǀAxiAxj=qG)ǀAxj=qAxkG*GAxkAxkAxlG*ǀAxmLAxn{G+GAxnFAxo\)G+ǀAxo\)AxpG,GAxpAxq%AxqG,ǀAxi[WAxj=qG)ǀAxj=qAxkG*GAxk%AxljAxlG*ǀAxmAxn{G+GAxn_Axo\)G+ǀAxo|5AxpG,GAxpAxq|%AxqG,ǀAxiԕ Axj=qG )ǀAxj{ %AxkG *GAxk Axlg8 5AxlG *ǀAxmj Axn{G +GAxn EAxo\)G +ǀAxo\) AxpG ,GAxp Axqo AxqG ,ǀAxi Axj=qG )ǀAxju% %AxkG *GAxk Axk AxlG *ǀAxmY Axn{G +GAxn{ Axo\)G +ǀAxo\) AxpG ,GAxp Axq AxqG ,ǀAxi>Axj=qG)ǀAxj=qAxkG*GAxkAxlmAxlG*ǀAxmF Axn{G+GAxn8Axo\)G+ǀAxov`%AxpG,GAxpAxqAxqG,ǀAxi#Axj=qG)ǀAxj=qAxkG*GAxkAxlmAxlG*ǀAxmLAxn{G+GAxn+%Axo\)G+ǀAxo\)AxpG,GAxpAxpAxqG,ǀAxiAxj=qG)ǀAxjxlAxkG*GAxkAxlMAxlG*ǀAxm/Axn{G+GAxn}V%Axo\)G+ǀAxo\)AxpG,GAxpAxqo%AxqG,ǀAxiAxj=qG)ǀAxj=qAxkG*GAxkAxlcAxlG*ǀAxlAxn{G+GAxn{Axo\)G+ǀAxoiDAxpG,GAxp%AxpĜAxqG,ǀAxiAxj=qG)ǀAxj=qAxkG*GAxkAxlzAxlG*ǀAxm"%Axn{G+GAxn+Axo\)G+ǀAxo\)AxpG,GAxpAxq%AxqG,ǀAxh Axj=qG )ǀAxj{ 5AxkG *GAxk AxlI AxlG *ǀAxl Axn{G +GAxn 5Axo\)G +ǀAxo| %AxpG ,GAxp Axqa AxqG ,ǀAxi3 Axj=qG )ǀAxj=q AxkG *GAxk Axl1 AxlG *ǀAxm+ Axn{G +GAxn %Axo\)G +ǀAxo\) AxpG ,GAxp Axq= AxqG ,ǀAxin Axj=qG )ǀAxj=q AxkG *GAxk Axl"h AxlG *ǀAxmj Axn{G +GAxn %Axo\)G +ǀAxo\) AxpG ,GAxp AxqS AxqG ,ǀAxi.Axj=qG)ǀAxj=qAxkG*GAxkAxl,=AxlG*ǀAxm\ Axn{G+GAxn{Axo\)G+ǀAxo5AxpG,GAxpAxq=AxqG,ǀAxr)Axr %Axs33G-GAxs%AxtzG-ǀAxtzAxuG.GAxuAxvc Axw =G.ǀAxwyAxxQG/GAxxAxyG/ǀAxy3%Axr)AxrWAxs33G-GAxsZAxtzG-ǀAxtzAxuG.GAxuAxv5?Axw =G.ǀAxwKAxxQG/GAxxbNAxyG/ǀAxy3Axre AxrM Axs33G -GAxsZ AxtzG -ǀAxt 5AxuG .GAxu %Axvz Axw =G .ǀAxw  AxxQG /GAxxQ AxyG /ǀAxy3 %Axr Axrn Axs33G -GAxs33 AxtzG -ǀAxt %AxuG .GAxu Axv6 %Axw =G .ǀAxw %AxxQG /GAxxQ AxyG /ǀAxy3 %AxqAxqAxs33G-GAxsAxtzG-ǀAxtzAxuG.GAxu5Axv'Axw =G.ǀAxwAxxQG/GAxxpAxyG/ǀAxyAxruAxrAxs33G-GAxs33AxtzG-ǀAxtzAxuG.GAxuAxvbAxw =G.ǀAxw.IAxxQG/GAxxQAxyG/ǀAxy3AxqAxqAxs33G-GAxs%AxtzG-ǀAxtzAxuG.GAxu%AxuAxw =G.ǀAxwK%AxxQG/GAxxpAxyG/ǀAxyԕ5AxqAxrMAxs33G-GAxs33AxtzG-ǀAxtAxuG.GAxu%AxuAxw =G.ǀAxw =AxxQG/GAxx%AxyG/ǀAxyAxqAxrAxs33G-GAxsaAxtzG-ǀAxtzAxuG.GAxuAxuAxw =G.ǀAxwAxxQG/GAxxQAxyG/ǀAxy%Axq Axr Axs33G -GAxs{J AxtzG -ǀAxtz AxuG .GAxu Axu Axw =G .ǀAxw> AxxQG /GAxxQ AxyG /ǀAxy Axr AxrA %Axs33G -GAxs33 AxtzG -ǀAxt UAxuG .GAxu %Axu Axw =G .ǀAxwo AxxQG /GAxxQ AxyG /ǀAxy %AxqZAxr1%Axs33G-GAxs33AxtzG-ǀAxtzAxuG.GAxu%AxuAxw =G.ǀAxwOAxxQG/GAxxuAxyG/ǀAxyAxr&AxrAxs33G-GAxs33AxtzG-ǀAxtzAxuG.GAxuAxv_Axw =G.ǀAxw5AxxQG/GAxxQAxyG/ǀAxyAxr=qAxrxAxs33G-GAxsq5AxtzG-ǀAxtz AxuG.GAxuAxv}Axw =G.ǀAxweAxxQG/GAxx_AxyG/ǀAxy AxqAxr%Axs33G-GAxs33AxtzG-ǀAxtzAxuG.GAxuAxv6Axw =G.ǀAxwUAxxQG/GAxxp%AxyG/ǀAxyz5Axr Axr~ Axs33G -GAxs33 AxtzG -ǀAxtz AxuG .GAxu Axv' Axw =G .ǀAxw;d AxxQG /GAxxQ AxyG /ǀAxy AxzJAxzHG0GAxzH Ax{ZAx|(G0ǀAx|%Ax}pG1GAx}pAx~RG1ǀAx~%Ax~AxGGAx:AxGGǀAxꁉ7Axꂏ\GGAxy3AxzHG0GAxzHAx{/Ax|(G0ǀAx|(Ax}pG1GAx}9Ax~RG1ǀAx~RAxrAxGGAxѷ%AxGGǀAxGAxꂏ\GGAxz&AxzHG0GAxzH%AxzHAx|(G0ǀAx|(Ax}pG1GAx}pAx~RG1ǀAx~%Ax>AxGGAxیAxGGǀAxGAxꂏ\GGAxz#:AxzHG0GAxzHAx{Ax|(G0ǀAx|[Ax}pG1GAx}Ax~RG1ǀAx~RAx˒%AxGGAx$ AxGGǀAx%Axꂏ\GGAxzGEAxzHG0GAxzH Ax{65Ax|(G0ǀAx|OAx}pG1GAx} %Ax~RG1ǀAx~RAx~RAxGGAxꀣAxGGǀAx.Axꂏ\GGAxz JAxzHG0GAxzHAx{ݘAx|(G0ǀAx|~(Ax}pG1GAx}p Ax~RG1ǀAx~ߤAxW%AxGGAxꀚAxGGǀAxGAxꂏ\GGAxzGE AxzHG 0GAxzH %Ax{F Ax|(G 0ǀAx| %Ax}pG 1GAx}- Ax~RG 1ǀAx~ %Ax+ EAxG GAx %AxGG ǀAxꁷ Axꂏ\G GAxz& AxzHG 0GAxzH Ax{q Ax|(G 0ǀAx|$ Ax}pG 1GAx}p Ax~RG 1ǀAx~R Ax0 AxG GAx AxGG ǀAx %Axꂏ\G GAxz^5AxzHG0GAxzH%Ax{6%Ax|(G0ǀAx|Ax}pG1GAx})Ax~RG1ǀAx~RAxAxGGAxAxGGǀAxꁉ7Axꂏ\GGAxzZAxzHG0GAxzHAxzHAx|(G0ǀAx|[Ax}pG1GAx}pAx~RG1ǀAx~MAx+%AxGGAx5AxGGǀAxAxꂏ\GGAxzZAxzHG0GAxzHAx{aAx|(G0ǀAx|zAx}pG1GAx}pAx~RG1ǀAx~%Ax%AxGGAx[AxGGǀAxAxꂏ\GGAxzxlAxzHG0GAxzHAx{Ax|(G0ǀAx|FtAx}pG1GAx}w2Ax~RG1ǀAx~RAxrAxGGAxUAxGGǀAxGAxꂏ\GGAxzqAxzHG0GAxzHAx{5Ax|(G0ǀAx|]dAx}pG1GAx}pAx~RG1ǀAx~RAxr5AxGGAxAxGGǀAxꁏAxꂏ\GGAxze AxzHG 0GAxzH Ax{F Ax|(G 0ǀAx| Ax}pG 1GAx} Ax~RG 1ǀAx~ Axg AxG GAxu AxGG ǀAx Axꂏ\G GAxzkQ AxzHG 0GAxzH  Ax{C Ax|(G 0ǀAx| Ax}pG 1GAx}t Ax~RG 1ǀAx~B %Ax+ %AxG GAxꀣ AxGG ǀAx %Axꂏ\G GAxzxl AxzHG 0GAxzH Ax{a Ax|(G 0ǀAx| Ax}pG 1GAx}p Ax~RG 1ǀAx~R Ax %AxG GAx (AxGG ǀAxN Axꂏ\G GAxꂏ\AxS%Ax GǀAxAAxGGAxAxAxffGǀAxꆡbAxꇮGGAx-AxGǀAxAx=qGGAx=qAxꂩAx Ax GǀAx AxGGAxAx_AxffGǀAx2AxꇮGGAxꇮAxGǀAxAx=qGGAx=qAxꂣ Axꂣ Ax G ǀAx  AxG GAx Axꅼ AxffG ǀAx = %AxꇮG GAx$  %AxG ǀAx0 %Ax=qG GAx=q Axꂏ\ Ax( Ax G ǀAx  AxG GAx Ax_ %AxffG ǀAxY %AxꇮG GAx$  AxG ǀAx0 UAx=qG GAx=q Axꂏ\ Axꂏ\ Ax G ǀAx AxG GAx %Ax AxffG ǀAxꆸR AxꇮG GAx$  %AxG ǀAx Ax=qG GAx=q Axꂏ\Axꂏ\Ax GǀAx AxGGAxAx%AxffGǀAxAxꇮGGAx~%AxGǀAx lAx=qGGAx=qAxꂏ\Axꂏ\Ax GǀAx15AxGGAxAxDAxffGǀAxAxꇮGGAx$ eAxGǀAx0%Ax=qGGAx=qAxꂏ\AxsAx GǀAx AxGGAxAxD%AxffGǀAxAxꇮGGAx$ AxGǀAx0%Ax=qGGAx=qAxꂏ\Axꂏ\Ax GǀAx AxGGAxAx AxffGǀAxffAxꇮGGAx$ AxGǀAxPAx=qGGAx=qAxꂏ\AxsAx GǀAx AxGGAxAx AxffGǀAx eAxꇮGGAx$ AxGǀAxAx=qGGAx=qAxꂣ Ax 5Ax G ǀAx& AxG GAx %Ax{ AxffG ǀAx!- AxꇮG GAx$  5AxG ǀAx4 uAx=qG GAx=q Axꂒ AxS Ax G ǀAx  AxG GAx Axꅫ AxffG ǀAxȴ AxꇮG GAxG AxG ǀAx Ax=qG GAx=q Axꂏ\AxXAx GǀAxAxGGAx5AxꅿHAxffGǀAxffAxꇮGGAx AxGǀAxAx=qGGAx=qAxꂏ\Axꂏ\Ax GǀAxAxGGAxAx AxffGǀAxȴAxꇮGGAx$ eAxGǀAxAx=qGGAx=qAxꂏ\AxAx GǀAx AxGGAxAxfAxffGǀAxYAxꇮGGAx$ UAxGǀAxAx=qGGAx=qAxꂏ\Ax5Ax GǀAx AxGGAxAxcAxffGǀAx%AxꇮGGAx-%AxGǀAx0Ax=qGGAx=qAxꊙ1Ax)_AxꋅGǀAxAxGGAxAx{GǀAx{Ax\)GGAx\)Ax\)AxꐣGǀAx%AxGGAxAx=qAxHAxꋅGǀAxAxGGAxBAx{GǀAxE%Ax\)GGAx\)AxHAxꐣGǀAxN<AxGGAxeAx,Ax%AxꋅGǀAxAxGGAxBAx{GǀAx{Ax\)GGAx\)AxDAxꐣGǀAx AxGGAxAxsAxsAxꋅGǀAx/%AxGGAx;Ax{GǀAx$%Ax\)GGAx\) AxAAxꐣGǀAx=EAxGGAx)Ax=qAx"AxꋅGǀAxꋢAxGGAxIRAx{GǀAx{Ax\)GGAx\)Ax[%AxꐣGǀAxꐣAxGGAxW 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Ax\)GGAx\)AxXyAxꐣGǀAxN<AxGGAxZAxꊌAxꊌAxꋅGǀAxꋲAxGGAxKAx{GǀAx{Ax\)GGAx\)AxAxꐣGǀAxAxGGAxAx=qAx=qAxꋅGǀAxꋅAxGGAxAx{GǀAx{Ax\)GGAx\)AxخAxꐣGǀAx-wAxGGAxAx,Ax8(AxꋅGǀAx9XAxGGAxKAx{GǀAxL0Ax\)GGAx\)%Ax$ AxꐣGǀAx:%AxGGAxJAx, Ax AxꋅG ǀAx AxG GAxF  Ax{G ǀAx{ Ax\)G GAx\) AxXy AxꐣG ǀAx: AxG GAx Ax, Ax, AxꋅG ǀAx% %AxG GAx( Ax{G ǀAx{ Ax\)G GAx\) %AxN %AxꐣG ǀAx# AxG GAxW %Ax Ax AxꋅG ǀAx AxG GAxL 5Ax{G ǀAxR %Ax\)G GAx\) Ax  AxꐣG ǀAxA  AxG GAx#: AxXAx6z%AxꋅGǀAxAxGGAxAx{GǀAxR%Ax\)GGAx\)%AxAxꐣGǀAx0AxGGAxZAx Ax33G ǀAx33 AxzG GAxz Axf AxG ǀAx+k Ax =G GAx$t AxQG ǀAxꘌ %AxꙙG GAxꙙ %AxC AxHG ǀAx Ax33G ǀAxj AxzG GAxz Ax} %AxG ǀAx Ax =G GAxꗆ AxQG ǀAxꘌ EAxꙙG GAxꙙ Ax3 AxHG ǀAx#: Ax33G ǀAx33 AxzG GAxz Ax<6 AxG ǀAx  Ax =G GAx| %AxQG ǀAx_ AxꙙG GAxꙙ Axxl %AxHG ǀAxAx33GǀAx33AxzGGAxzAxꔞAxGǀAxAx =G GAx>AxQG ǀAxꘃAxꙙG GAxꙙ%Ax&AxHG ǀAx Ax33GǀAx33AxzGGAxzAxj%AxGǀAxAx =G GAxꗃ{%AxQG ǀAxQAxꙙG GAxꙙ%AxꚌAxHG ǀAx8Ax33GǀAx33AxzGGAxzAxzxUAxGǀAxTAx =G GAxꗊ %AxQG ǀAxu%AxꙙG GAxꙙAxxlAxHG ǀAxAx33GǀAx33AxzGGAxz%Axm]%AxGǀAxvAx =G GAx = AxQG ǀAxQAxꙙG GAxꙙAxxl%AxHG ǀAxꒈAx33GǀAx]AxzGGAxzAx  AxGǀAx8Ax =G GAx =AxQG ǀAxh%AxꙙG GAxꙙ%AxԕAxHG ǀAxc Ax33G ǀAx] %AxzG GAxz AxL AxG ǀAxs %Ax =G GAxꗆ %AxQG ǀAxQ AxꙙG GAxꙙ AxꚂA %AxHG ǀAxc Ax33G ǀAxdZ AxzG GAxz AxL %AxG ǀAxH Ax =G GAxꗃ{ AxQG ǀAxQ AxꙙG GAxꙙ %AxꚌ %AxHG ǀAxAx33GǀAxaAxzGGAxzAxBAxGǀAx Ax =G GAx =AxQG ǀAxbNAxꙙG GAxꙙAxꚙ1AxHG ǀAx,Ax33GǀAx33AxzGGAxzAxAxGǀAxAx =G GAx =AxQG ǀAxQAxꙙG GAxꙙAxAxHG ǀAxAx33GǀAx33 AxzGGAxzAxp%AxGǀAxlAx =G GAx =AxQG ǀAxQAxꙙG GAxꙙAxAxHG ǀAxꒂAAx33GǀAxaAxzGGAxzAxLAxGǀAx!Ax =G GAx.IAxQG ǀAxQAxꙙG GAxꙙAx#:AxHG ǀAxAx33GǀAx33AxzGGAxzAx\%AxGǀAxHAx =G GAxꗃ{%AxQG ǀAxQAxꙙG GAxꙙAx~AxHG ǀAxAx33GǀAx33AxzGGAxzAx`BAxGǀAx.Ax =G GAx =AxQG ǀAxQAxꙙG GAxꙙ5Axa|%AxHG ǀAx= Ax= Ax(G GAxc AxpG ǀAxꝮ 5AxꞸRG GAxꞸR 5Ax꟧ %AxG ǀAx꠭ AxGG GAxrG Axꢏ\G ǀAxꢏ\ Ax6zAxt Ax(G GAxꜨ%AxpG ǀAxpAxꞸRG GAxꞸR%AxꟷAxG ǀAxAxGG GAxꡉ7%Axꢏ\G ǀAxꢏ\Ax&Ax&Ax(G GAx(AxpG ǀAxpAxꞸRG GAxꞸRAxꟴAxG ǀAxꠃAxGG GAxꡣn%Axꢏ\G ǀAxꢏ\Ax/AxMjAx(G GAx꜎AxpG ǀAxpAxꞸRG GAxꞸRAx!-AxG ǀAxl"AxGG GAxkAxꢏ\G ǀAxAxHAxHAx(G GAxꜥz%AxpG ǀAxꝑhAxꞸRG GAxꞸRAxꟃ{AxG ǀAxAxGG GAx%Axꢏ\G ǀAxꢏ\Ax Axꛒ:5Ax(G GAx꜎5AxpG ǀAxꝁ%AxꞸRG GAxꞸRAx]AxG ǀAx꠆YAxGG GAxꡦ(Axꢏ\G ǀAxꢏ\Ax8Ax8Ax(G GAx(AxpG ǀAxꝇAxꞸRG GAxꞸRAxlAxG ǀAx AxGG GAx꡽Axꢏ\G ǀAxꢏ\Ax  Axꛢ Ax(G GAxc AxpG ǀAxp AxꞸRG GAxꞸR AxA AxG ǀAxꠌ AxGG GAxꡌ~ Axꢏ\G ǀAxꢽ< EAxH Ax~ Ax(G GAxI AxpG ǀAxꝊ AxꞸRG GAxꞸR Ax AxG ǀAx| AxGG GAxꡉ7 Axꢏ\G ǀAxꢩ Ax6zAxꛒ:HAx(G GAx꜎AxpG ǀAxpAxꞸRG GAxꞸR%Ax'AxG ǀAxAAxGG GAxꡉ7Axꢏ\G ǀAxꢶAxHAxHAx(G GAxZAxpG ǀAxpAxꞸRG GAxꞸRAxmAxG ǀAxꠠ AxGG GAxꡭCAxꢏ\G ǀAxꢟAxHAxꛟVAx(G GAxꜘ_EAxpG ǀAxpAxꞸRG GAxꞸRAx꟝AxG ǀAx*AxGG GAxꡭCAxꢏ\G ǀAxꢹAxHAxHAx(G GAx꜑EAxpG ǀAxpAxꞸRG GAxꞸRAxiDAxG ǀAxꠣ%AxGG GAxꡉ7(Axꢏ\G ǀAxꢏ\0AxHAxꛒ:Ax(G GAxꜨAxpG ǀAxꝛ=AxꞸRG GAxꞸRAxꟍPAxG ǀAxAxGG GAx꡺^Axꢏ\G ǀAxꢏ\Ax  Ax  Ax(G GAxꜥz %AxpG ǀAxp AxꞸRG GAxꞸR AxY AxG ǀAxU AxGG GAxG Axꢏ\G ǀAx Ax, AxdZ Ax(G GAx꜎ AxpG ǀAxꝗ AxꞸRG GAxꞸR UAxꟆ AxG ǀAxꠣ AxGG GAx3 Axꢏ\G ǀAxꢽ< Axa Ax G GAx  %Ax~( AxG ǀAxꥲ- AxffG GAxꦗ AxꧮG ǀAxW EAxG GAx Axj %Ax=qG ǀAx %Ax꫅G GAx@O Ax G GAx  Ax꤁o AxG ǀAxꥵt AxffG GAx AxꧮG ǀAx %AxG GAx Ax# Ax=qG ǀAx͟ Ax꫅G GAx33Ax GGAx Ax AxGǀAxAxffGGAxffAxꧮGǀAx%AxGGAx AxcAx=qGǀAxꪌAx꫅GGAxꢏ\Ax GGAx Ax AxGǀAxAxffGGAxꦍAxꧮGǀAxꧮAxGGAxAxPAx=qGǀAxꪦLAx꫅GGAxAx GGAx AxꤎAxGǀAxAxffGGAx}VAxꧮGǀAxꧮAxGGAxAxGAx=qGǀAxꪂAAx꫅GGAxCAx GGAx AxꤲAxGǀAxꥡAxffGGAxffAxꧮGǀAxꧮAxGGAx%AxuAx=qGǀAxꪟAx꫅GGAx(Ax GGAx AxꤋDAxGǀAxAxffGGAxffAxꧮGǀAx %AxGGAxAxAx=qGǀAx8Ax꫅GGAxSAx GGAx AxAxGǀAxm]AxffGGAxffAxꧮGǀAxꧮAxGGAxAxꩽAx=qGǀAxAx꫅GGAx Ax G GAx  %Axꤘ_ AxG ǀAx  5AxffG GAxߤ 5AxꧮG ǀAx %AxG GAx %Ax Ax=qG ǀAx=q Ax꫅G GAxP Ax G GAx  Axg8 AxG ǀAxꥄM AxffG GAxȴ AxꧮG ǀAxꧮ AxG GAx Ax Ax=qG ǀAx=q Ax꫅G GAx=Ax GGAx 5AxcAxGǀAxAxffGGAxꦀAxꧮGǀAxAxGGAxAxAx=qGǀAx8Ax꫅GGAxAx GGAx 5Axꤼj AxGǀAxꥇ AxffGGAxꦸRAxꧮGǀAxg5AxGGAxAxGAx=qGǀAxcAx꫅GGAxAx GGAx %Ax꤯O%AxGǀAxAxffGGAxsAxꧮGǀAxꧮAxGGAxAxAx=qGǀAxꪌAx꫅GGAxꢏ\Ax GGAx AxjAxGǀAx<6AxffGGAxffAxꧮGǀAxꧮAxGGAxAxcAx=qGǀAxںAx꫅GGAxꢏ\Ax GGAx Ax꤬AxGǀAxAxffGGAxꦾAxꧮGǀAx꧷AxGGAxAxAx=qGǀAxAx꫅GGAx Ax G GAx  Ax  AxG ǀAxS& AxffG GAx҉ %AxꧮG ǀAxꧮ AxG GAx Axhs Ax=qG ǀAx %Ax꫅G GAx꫎Ax꫎Ax֡GǀAx֡Ax{GGAx{AxBCCV}рAx%Ax\)GǀAx Ax갣GGAx5AxGǀAxAx33GGAx33Ax꫅AxQAxGǀAx%Ax{GGAx{%AxꮡbCCV}рAx]Ax\)GǀAx\)Ax갣GGAxAxGǀAxAx33GGAx33Ax꫅Ax꫅AxGǀAxAx{GGAx{Ax{CCV}рAxAx\)GǀAxAx갣GGAxAxGǀAxAx33GGAx33Ax꫅Ax%AxGǀAx;Ax{GGAx{Ax($CCV}рAx($Ax\)GǀAx7Ax갣GGAx갪eAxGǀAxAx33GGAx33Ax꫅Ax꫅ AxGǀAxAx{GGAx{%AxꮻCCV}рAxꮻAx\)GǀAx;Ax갣GGAxѷAxGǀAxAx33GGAx33%Ax꫅ Ax꫅ AxG ǀAx Ax{G GAx{ Axꮵ C CV}рAxꮵ  Ax\)G ǀAx\) Ax갣G GAx5 AxG ǀAx J Ax33G GAx33 Ax꫅ Ax %AxG ǀAx Ax{G GAx{ AxBC CV}рAxB 0Ax\)G ǀAxr Ax갣G GAx갾 AxG ǀAx %Ax33G GAx33 Ax꫅ Ax꫅ AxG ǀAx Ax{G GAx{ %Ax{C CV}рAx{ Ax\)G ǀAx Ax갣G GAx갣 AxG ǀAx Ax33G GAx33 Ax꫅AxAxGǀAxAx{GGAx{AxꮡbCCV}рAx =Ax\)GǀAxAx갣GGAx갣AxGǀAxAx33GGAx33Ax꫅Ax꫅AxGǀAx%Ax{GGAx{AxꮡbCCV}рAxꮡbAx\)GǀAxAx갣GGAx갣AxGǀAxAx33GGAx33Ax꫅AxAxGǀAxAx{GGAx{Ax{CCV}рAx{Ax\)GǀAxyAx갣GGAxAxGǀAxAx33GGAx33Ax꫅Ax꫅AxGǀAxAx{GGAx{AxffCCV}рAxAx\)GǀAx Ax갣GGAx%AxGǀAxAx33GGAx33%Ax꫅Ax꫅AxGǀAxKEAx{GGAx{ Ax\CCV}рAxߤAx\)GǀAxꯪAx갣GGAxEAxGǀAxAx33GGAx33Ax꫅ Ax} AxG ǀAx %Ax{G GAx{ Ax{C CV}рAx Ax\)G ǀAx Ax갣G GAx \ %AxG ǀAx Ax33G GAx33 Ax꫅ Ax꫅ AxG ǀAx Ax{G GAx{ AxC CV}рAx Ax\)G ǀAx; Ax갣G GAx갣 AxG ǀAx %Ax33G GAx33 Ax꫘AxꫯAxGǀAxAx{GGAx{%AxꮧCCV}рAxAx\)GǀAx\)Ax갣GGAx@AxGǀAxAx33GGAx33Ax33Ax(AxzGǀAxzAxGGAxAx =GǀAx =AxQGGAxQAx%Ax깙GǀAxAxHGGAxHAxƨAx!AxzGǀAxv AxGGAx4Ax =GǀAx =AxQGGAxQAxAx깙GǀAx.AxHGGAx, AxaAxaAxzGǀAxAxGGAxAx =GǀAx;dAxQGGAxQ Ax \Ax깙GǀAxAxHGGAxJ#Ax곅Ax곅AxzGǀAxzAxGGAxB[Ax =GǀAx =AxQGGAxQAx긆YAx깙GǀAx5AxHGGAx Ax곯Ax곯AxzGǀAx5AxGGAxAx =GǀAx =AxQGGAxQAx Ax깙GǀAx#AxHGGAxHAx33 Ax AxzG ǀAx괼j AxG GAx($ Ax =G ǀAxH 5AxQG GAxQ Ax Ax깙G ǀAx) AxHG GAx AxJ# Ax x %AxzG ǀAx/ AxG GAxD Ax =G ǀAx = AxQG GAxQ Ax Ax깙G ǀAxTa %AxHG GAx/ Ax곟VAx곟VAxzGǀAxKAxGGAxAx =GǀAx = AxQGGAxQAxA %Ax깙GǀAx깙AxHGGAx" AxZAx% AxzGǀAx2aAxGGAxO%Ax =GǀAx> AxQGGAxQ Ax긓uAx깙GǀAx깙AxHGGAxHAx곈fAx곈fAxzGǀAxAxGGAx1%Ax =GǀAx =AxQGGAxQAx:Ax깙GǀAx@AxHGGAx33%Ax곁Ax곁AxzGǀAxzAxGGAx{Ax =GǀAx =AxQGGAxQAx=Ax깙GǀAxAxHGGAxHAx33Ax/5AxzGǀAxzAxGGAx.Ax =GǀAx AxQGGAxQAx긧Ax깙GǀAx#:%AxHGGAxAx33 Ax33 AxzG ǀAx/ AxG GAx Ax =G ǀAx = AxQG GAxQ AxQ Ax깙G ǀAxZ AxHG GAxW? %Axj Axj AxzG ǀAx+ 5AxG GAx Ax =G ǀAx = AxQG GAxQ %AxA  %Ax깙G ǀAx깣n AxHG GAxW? Axa Ax( AxzG ǀAx AxG GAxB[ Ax =G ǀAx1 AxQG GAxQ Ax# Ax깙G ǀAxԕ AxHG GAxMj Ax곟VAxMAxzGǀAxAxGGAxB[Ax =GǀAx =AxQGGAxQAxѷAx깙GǀAxAxHGGAxHAx껋Ax(GǀAx]d%AxpGGAxpAx. Ax꾸RGǀAxAxGGAxAxGGǀAxk%Ax\GGAx\ Axqv%Ax GǀAxAx(GǀAx(AxpGGAxpAx Ax꾸RGǀAxAxGGAx-AxGGǀAxuAx\GGAx\Ax9Ax GǀAxƨAx(GǀAx(AxpGGAxpAxAx꾸RGǀAxbAxGGAxhAxGGǀAxkAx\GGAx\Ax Ax GǀAxJ#Ax(GǀAx(AxpGGAxpAxAx꾸RGǀAxAxGGAx~AxGGǀAxGAx\GGAx\Ax\Ax GǀAxxAx(GǀAx(AxpGGAxpAx.Ax꾸RGǀAx AxGGAxy> AxGGǀAxkAx\GGAx\Ax\Ax GǀAx껎Ax(GǀAx(AxpGGAxpAxpAx꾸RGǀAx]AxGGAxAxGGǀAxGAx\GGAx\%Ax{J%Ax GǀAxm Ax(G ǀAx6 %AxpG GAxp 5AxOv Ax꾸RG ǀAx  AxG GAx AxGG ǀAxG Ax\G GAx\ Ax9 Ax G ǀAx껩* Ax(G ǀAx( AxpG GAxp Ax5? 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G'GAxAxܹ$AxɆAxpG$ǀAxݎ"Ax޸RG%GAx$teAxG%ǀAxAxGG&GAxGAx)Ax\G&ǀAx\Ax G'GAx< AxܕAxAxpG$ǀAxO%Ax޸RG%GAx4AxG%ǀAx-%AxGG&GAxG%AxAx\G&ǀAx\Ax G'GAxIAx?AxAxpG$ǀAx4%Ax޸RG%GAxAxG%ǀAxAxGG&GAxGAx JAx\G&ǀAxF%Ax G'GAx"hAx( Ax/ AxpG $ǀAx Ax޸RG %GAx޸R AxG %ǀAx AxGG &GAxG %Ax6 Ax\G &ǀAx, %Ax G 'GAx AxM AxM AxpG $ǀAxp Ax޸RG %GAxߤ AxG %ǀAx* AxGG &GAxG Axc Ax\G &ǀAx/ Ax G 'GAxPH %AxܬAx(AxpG$ǀAxpAx޸RG%GAx޸RAxG%ǀAxAxGG&GAxGAxC%Ax\G&ǀAxF%Ax G'GAx AxKAxG'ǀAxAxffG(GAxffAx8 %AxG(ǀAxAxG)GAxJAx=qG)ǀAx=qAxG*GAxAxAxG*ǀAx AxG 'ǀAx AxffG (GAxff AxO AxG (ǀAxh AxG )GAx= Ax=qG )ǀAxa| AxG *GAx 5Ax섶 AxG *ǀAx AxG 'ǀAx?} %AxffG (GAxff 5Ax> AxG (ǀAxw Ax%G )GAx% Ax=qG )ǀAxGE AxG *GAx Axq  AxG *ǀAx`AxG'ǀAx5AxffG(GAxffAx_pAxG(ǀAx˒AxG)GAx7LAx=qG)ǀAx=qAxG*GAx Axw%AxG*ǀAxKAxG'ǀAxAxffG(GAxffAx;dAxG(ǀAxAxG)GAxAxJG)ǀAxh AxG*GAxAxAxG*ǀAx䲖AxG'ǀAxAxffG(GAxffEAxffAxG(ǀAxoiAxG)GAxhsAx=qG)ǀAx=qAxG*GAxAx`AxG*ǀAx<AxG'ǀAxIRAxffG(GAxffAx =AxG(ǀAxwAxG)GAxAx=qG)ǀAx=qAxG*GAxAxmAxG*ǀAx䲖AxG'ǀAxS&AxffG(GAxffAxRTAxG(ǀAxl"%AxG)GAxAx=qG)ǀAx=qAxG*GAx5AxD%AxG*ǀAx/ AxG 'ǀAx AxffG (GAxff Ax2 AxG (ǀAx AxG )GAxa Ax=qG )ǀAx=q AxG *GAx Ax% AxG *ǀAxv AxG 'ǀAxVm %AxffG (GAxff %Ax;d AxG (ǀAxK^ AxG )GAxa Ax=qG )ǀAx^5 AxG *GAx %Axq AxG *ǀAx AxG 'ǀAx?} AxffG (GAxff Axff AxG (ǀAx4n AxG )GAxT Ax=qG )ǀAx{ %AxG *GAx Ax< AxG *ǀAxAxG'ǀAxAxffG(GAxffAx1%AxG(ǀAx+AxG)GAxAx=qG)ǀAxWAxG*GAxAxAxG*ǀAxKAxG'ǀAxAxffG(GAxff5AxlAxG(ǀAx7%AxG)GAxAx=qG)ǀAxZAxG*GAxAxtTAxG*ǀAxAxG'ǀAxAxffG(GAxffUAxAxG(ǀAx$ AxG)GAxX%Ax=qG)ǀAx=qAxG*GAxAxPHAxG*ǀAxMAxG'ǀAxAxffG(GAxffAx6AxG(ǀAxh5AxG)GAxXAx=qG)ǀAx=qAxG*GAx%Ax&AxG*ǀAxݘAx%FG'ǀAx%FAxffG(GAxffAxrAxG(ǀAxbAxG)GAxo%Ax=qG)ǀAx^5AxG*GAxAx,=AxG*ǀAxq Axzx %Ax{G +GAxE Ax\)G +ǀAx AxG ,GAx Ax& AxG ,ǀAx Ax33G -GAxqv AxzG -ǀAx_ %Ax Ax/ Ax{G +GAxr Ax\)G +ǀAx$ AxG ,GAx AxDg AxG ,ǀAx:* Ax33G -GAxV %AxzG -ǀAxz Ax AxIR Ax{G +GAx %Ax\)G +ǀAxs AxG ,GAx Ax AxG ,ǀAxA Ax33G -GAx %AxzG -ǀAxz 5AxAxAx{G+GAxYKAx\)G+ǀAx|AxG,GAxAx-wAxG,ǀAxx%Ax33G-GAx33AxzG-ǀAxAxAx2aAx{G+GAxr %Ax\)G+ǀAx$AxG,GAxAxAxG,ǀAx\Ax33G-GAx6zAxzG-ǀAxzAxAx(Ax{G+GAx{ Ax\)G+ǀAx$5AxG,GAxAx \AxG,ǀAxAx33G-GAx~AxzG-ǀAxzAxAxAx{G+GAxsAx\)G+ǀAx$5AxG,GAxAxnAxG,ǀAxAx33G-GAxjAxzG-ǀAxAxAx2aAx{G+GAx$Ax\)G+ǀAx%AxG,GAxAxAxG,ǀAxAx33G-GAx%AxzG-ǀAx%Ax Axj Ax{G +GAxr %Ax\)G +ǀAx$ AxG ,GAx Ax EAxG ,ǀAxx Ax33G -GAx9 AxzG -ǀAxz Ax Ax" EAx{G +GAx{ Ax\)G +ǀAx\) AxG ,GAx Ax AxG ,ǀAxM Ax33G -GAx %AxzG -ǀAx %AxAxM%Ax{G+GAx{Ax\)G+ǀAx|%AxG,GAx AxAxG,ǀAxCAx33G-GAx33AxzG-ǀAxzAxAxIRAx{G+GAx8Ax\)G+ǀAx$AxG,GAxAxpAxG,ǀAxAx33G-GAxqvAxzG-ǀAx5AxAx퇔Ax{G+GAxrEAx\)G+ǀAx\)AxG,GAx%Ax AxG,ǀAxAx33G-GAxAxzG-ǀAxzAxAxAx{G+GAxrAx\)G+ǀAx4AxG,GAxAxXAxG,ǀAxAx33G-GAxAxzG-ǀAxzAxAxAx{G+GAx{Ax\)G+ǀAx\)AxG,GAx%AxAxG,ǀAxQAx33G-GAxgAxzG-ǀAx$UAxAxAx{G+GAxrAx\)G+ǀAxbAxG,GAxAxAxG,ǀAx^5Ax33G-GAxgAxzG-ǀAxzAx+AxG.GAxAxAx =G.ǀAxiDAxQG/GAxe5AxG/ǀAxAxHG0GAxHAxAx(G0ǀAxjAxpG1GAxO AxG .GAx  %Ax %Ax =G .ǀAxs 0AxQG /GAx9 AxG /ǀAxC AxHG 0GAxH %Axj Ax(G 0ǀAx %AxpG 1GAxVm AxG .GAx uAx+k Ax =G .ǀAx %AxQG /GAx AxG /ǀAx AxHG 0GAxH AxH Ax(G 0ǀAx/ AxpG 1GAxqAxG.GAx%Ax'%Ax =G.ǀAx =AxQG/GAxQAxG/ǀAx AxHG0GAxHAxAx(G0ǀAxoAxpG1GAx;AxG.GAxAx.Ax =G.ǀAx =AxQG/GAxQAxG/ǀAxAxHG0GAxHAx:Ax(G0ǀAx(AxpG1GAxAxG.GAxAxAx =G.ǀAx{AxQG/GAxQAxG/ǀAxAxHG0GAxH5AxAx(G0ǀAxAxpG1GAxAxG.GAxAxAx =G.ǀAx@AxQG/GAxĜAxG/ǀAxAxHG0GAxH AxAx(G0ǀAx(AxpG1GAx?AxG.GAxAxbAx =G.ǀAx =AxQG/GAx AxG/ǀAxzAxHG0GAxHAx&%Ax(G0ǀAx AxpG1GAx_ AxG .GAx Ax Ax =G .ǀAx AxQG /GAx %AxG /ǀAx AxHG 0GAxH Ax Ax(G 0ǀAxm AxpG 1GAx+ AxG .GAx Ax+ Ax =G .ǀAx[  5AxQG /GAxĜ AxG /ǀAxz AxHG 0GAxH AxH Ax(G 0ǀAx AxpG 1GAxɆ AxG .GAx %Axs Ax =G .ǀAx = AxQG /GAx %AxG /ǀAx AxHG 0GAxH %Ax6 %Ax(G 0ǀAx[ AxpG 1GAx!AxG.GAxAx+kAx =G.ǀAxwAxQG/GAxĜAxG/ǀAxAxHG0GAxHAxAx(G0ǀAx AxpG1GAxAxG.GAxAx5Ax =G.ǀAxOAxQG/GAxAxG/ǀAxAxHG0GAxHAx@OAx(G0ǀAx(AxpG1GAxOAxG.GAxAxAx =G.ǀAx{AxQG/GAxpAxG/ǀAxAxHG0GAxHAxAx(G0ǀAxAxpG1GAxAxϫG.GAxϫAxAx =G.ǀAx AxQG/GAx9AxG/ǀAxAxHG0GAxHAxHAx(G0ǀAxoAxpG1GAx+AxG.GAxAxAx =G.ǀAx;dAxQG/GAx)AxG/ǀAxAxHG0GAxHAx6zAx(G0ǀAxAxpG1GAxpAxAxRG1ǀAxRAxoAxGGAxAxGGǀAxAx\GGAxS %Ax GǀAx AxGGAxAxpAxpAxRG1ǀAxȴAx0AxGGAx|AxGGǀAx^Ax\GGAx\Ax GǀAx AxGGAx Axp Ax AxRG 1ǀAxR AxR AxG GAx AxGG ǀAxu Ax\G GAx\ Ax G ǀAx  AxG GAx Axp Ax  AxRG 1ǀAxR Ax AxG GAxU AxGG ǀAxz Ax\G GAxH Ax G ǀAx 5AxG GAx %Ax Ax AxRG 1ǀAxR Ax AxG GAxr AxGG ǀAxz Ax\G GAx\ Ax G ǀAx  AxG GAx Ax}Ax%AxRG1ǀAx%AxrAxGGAxAxGGǀAx%Ax\GGAxAx GǀAxAxGGAxAxpAxpAxRG1ǀAxRAxRAxGGAx1'AxGGǀAxnAx\GGAxh Ax GǀAxAxGGAxAxpAxAxRG1ǀAxRAxwAxGGAx5AxGGǀAxzAx\GGAxAx GǀAxAxGGAx5AxpAxpAxRG1ǀAxRAxWAxGGAxQAxGGǀAxAx\GGAxAx GǀAx AxGGAxAx}Ax}AxmG1ǀAxmAxAxGGAx4nAxGGǀAx%Ax\GGAxH%Ax GǀAxݘAxGGAxAxp Axt AxRG 1ǀAx Axw AxG GAx AxGG ǀAxj %Ax\G GAx Ax G ǀAx  AxG GAx Axp Axp AxRG 1ǀAxȴ Ax AxG GAx AxGG ǀAxG Ax\G GAx EAx G ǀAx x AxG GAx AxpAxAxRG1ǀAxȴAxAxGGAxl" AxGGǀAx|Ax\GGAx\Ax GǀAx1AxGGAxAxpAxXAxRG1ǀAxAxخAxGGAx5AxGGǀAx%Ax\GGAxAx GǀAx AxGGAxAxpAxAxRG1ǀAxRAxAxGGAxAxGGǀAxz Ax\GGAx\Ax GǀAx1AxGGAxAxpAxpAxRG1ǀAxRAxAxGGAxAxGGǀAxzAx\GGAxAx GǀAx AxGGAxAx AxO AxffG ǀAxm AxG GAx AxG ǀAx  Ax =qG GXTENSION= '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 = 738783699. TSTOP = 738783702.08 DATE-OBS= '2024-05-30T17:41:34' DATE-END= '2024-05-30T17:41:37' CLOCKAPP= F / default TELAPSE = 3.08000004291534 / TSTOP - TSTART ONTIME = 3.08000004291534 TELESCOP= 'SWIFT ' / Telescope (mission) name INSTRUME= 'BAT ' / Instrument name OBS_ID = '01232084000' / Observation number ID TARG_ID = '1232084' / 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 = '2024-06-09T07:21:54' / file creation date (YYYY-MM-DDThh:mm:ss UT) LIVETIME= 3.08000004291534 EXPOSURE= 3.08000004291534 DEADC = 1. LDPNA1 = 'em0hseiz.evl' / LDPNAME of nn'th processed LDP HISTORY ApID(567) LDP(7533) Row 1 to 15842 HISTORY No single packet ApIDs contributed. HISTORY LDP(567,7533) File: swift_ldp_0125bc0f_2166_567_7533.ccsds HISTORY Product(7533) BAT Pages(172) Found Pages(172) HISTORY Valid Pages(172) Simulated Pages (0) Missing Pages(0) END AxAx =q