SIMPLE = T BITPIX = 16 /8 unsigned int, 16 & 32 int, -32 & -64 real NAXIS = 2 /number of axes NAXIS1 = 1024 /fastest changing axis NAXIS2 = 1024 /next to fastest changing axis OBJECT = 'M42 ' TELESCOP= 'Herrett Telescope DFM 24"' /telescope used to acquire this image INSTRUME= 'Apogee Alta' OBSERVER= 'Rick & Ken' NOTES = ' ' DATE-OBS= '2004-11-03T07:36:48' /YYYY-MM-DDThh:mm:ss observation start, UT EXPTIME = 1.0000000000000000 /Exposure time in seconds SET-TEMP= -45.000000000000000 /CCD temperature setpoint in C CCD-TEMP= -45.654180000000004 /CCD temperature at start of exposure in C XPIXSZ = 13.000000000000002 /Pixel Width in microns (after binning) YPIXSZ = 13.000000000000002 /Pixel Height in microns (after binning) XBINNING= 1 /Binning factor in width YBINNING= 1 /Binning factor in height XORGSUBF= 0 /Subframe X position in binned pixels YORGSUBF= 0 /Subframe Y position in binned pixels FILTER = 'Clear ' / Filter used when taking image IMAGETYP= 'Light Frame' / Type of image OBJCTRA = '05 35 01' / Nominal Right Ascension of center of image OBJCTDEC= '-05 10 52' / Nominal Declination of center of image SITELAT = '42 33 47' / Latitude of the imaging location SITELONG= '-114 27 35' / Longitude of the imaging location FOCALLEN= 4876.0000000000000 /Focal length of telescope in mm APTDIA = 610.00000000000000 /Aperture diameter of telescope in mm APTAREA = 265944.46557120158 /Aperture area of telescope in mm^2 SWCREATE= 'MaxIm DL Version 4.03' /Name of software that created the image SBSTDVER= 'SBFITSEXT Version 1.0' /Version of SBFISEXT standard in effect SWOWNER = 'Rick Widmer' / Licensed owner of software BSCALE = 1.0000000000000000 /physical = BZERO + BSCALE*array_value BZERO = 32768.000000000000 /physical = BZERO + BSCALE*array_value END {ƈ~|ˆLjÈÈ}ňLjÈňˆɈ|ˆȈˆ~Ȉ}ˆ~yʈɈȈy~ĈȈˆƈ~ˈȈňĈĈƈ|ˆ~LjΈÈȈň}~}~}LjňÈȈ刧Ȉ̈~ˆĈ~ÈÈÈ~ʈڈՈψ؈ˆˆy~ɈňȈ~{}ĈɈȈƈ܈ˈڈш݈}}ˆÈxÈ}|ˆyˆ|ˆψÈ̈߈щ ͈LjȈĈÈyˆ~}%<鈪ÈÈň}ň~v|È||Ј; ƈ̈~ňɈɈy}|}ˆƉ ܈ԈÈÈƈƈˆÈ{~ʈˆˆوڈ߈ڈƈň~}ƈĈÈ}ĈƈÈӈو∭ˆˈˆ~ˆʈňˆˈʈڈȈ̈Ĉ~ÈȈLjLj̈xȈˆ|ˆˆy~|ÈȈˆ~~وˆňLj~|͈Ĉ|ĈxxňˆʈÈĈɈÈ~Lj~ňy|ʈĈˆˆ{È}Èƈˈ|Ĉ~ňƈLjyzyɈˆˆˆň}ȈÈ~~ˆňˆˆш~Èň~zňĈȈʈ{ˆȈȈÈˈ}|ň~}Ĉ}ˆňÈÈ{zƈˆLjňň}}ʈ}LjňÈƈȈɈˆ~ňˆˆ}{ˆĈ~ˆƈˆˆĈȈ}ˆ|~ȈĈ{~}xȈ~ȈɈ{~ˆ||ȈȈˆ}È}ƈ|Ĉƈ|ƈ~͈|}zȈȈ~~È|z{ȈˆňˆȈˆÈˈˆňĈ}ÈyÈ}~zÈ|ʈ~}~Ĉƈxň}ň|ÈĈˈ͈ÈÈƈƈLjˆ͈~È{ʈ}ˆÈ{ȈˆƈÈĈ}ĈňňÈ{}ˆÈňɈ~ʈňȈÈƈƈÈ~Ĉ}ÈLjÈLjĈ|y~}ˆ}|ˆ}~Èzzˆˆˆ|Ɉ{ˆɈxxň|È|Èň~}ɈĈLjˆ{yĈ{ˆĈˆƈˆLjˆ|~ˆ͈}}Ȉ}Ȉƈˆˈ~ˆĈˆƈƈzˆňÈʈ~ȈyȈ}Lj|ÈĈĈ|ˆˆƈƈ|Ɉňˆ|}~ˈˆ}ĈƈĈzz}ˆÈLj~xĈĈɈĈÈLj~ÈňňĈĈ~ˆÈ~ˆĈˆĈňÈĈ~ňˆˆňx~ˆÈ|È~ƈˆȈňĈ{{ȈψňȈʈˆ}zzƈ~yȈyLjyÈ|ĈLjxLj~Ȉ}ʈ}ňňɈ~ňňzňȈ}È|ˆˆ}ˆĈȈňLjň||ˆ{ňň̈wzˆÈxÈĈʈĈ{~ÈȈĈ{ňˆLjwˆ|~ňÈyzz|ĈĈňˆÈˆňĈÈȈzy|ȈyňˆňĈzÈÈƈ|x}}ÈĈ|~~~Ȉ}y|ˆˆwLjÈ~ɈÈ~ƈÈΈɈ|~ňĈz~È|ˆ|ȈƈLjĈĈ~}|~Ĉ}ƈy~Ȉ|LjÈ~ÈĈȈ~Ȉ|ÈLjˆyĈÈ~ƈ}{}ˆ}ƈʈ}~ň~}ĈLjˆĈÈ~}ȈĈ~ˆˆƈÈňˆ||Ljƈ}~yˆˆ~ÈȈ|È}È}~ĈĈzÈÈ}ňʈw~ˆ~~Ȉ}}ˆ|ˆÈˆĈˆ}ÈĈLjˆňň}ʈ}ňƈ}|}ˆȈ~zňˆ|ƈ~ƈÈ~ĈÈÈÈzˆňĈ{~Ĉ~ň~Ĉ}ˆzy~xˆňȈƈÈȈ~ȈĈˆĈƈȈȈ}ƈňЈʈ~{Ĉňň}ʈ{ƈ~LjÈ~ňƈ~~}ƈ}~͈wňyĈ}ɈňȈňȈˆňƈyƈ}|È}ȈÈɈÈ|ĈĈ}È|ƈ|ˆLjψ~yÈÈÈÈȈˆ}~È؈{Ĉ{È}Èňʈ}ÈɈÈ~Èxňˆzr~ÈȈ}~È|}~{|ňÈȈψĈˆÈĈz}wˆˆÈ|Ɉˆ{Lj|ˆ|Ĉ~ňÈƈˆĈɈwɈ{ˆÈz~ƈ~È~ˆ̈ÈȈˆĈĈÈ}|ˆƈňȈƈˆLjLj|Ȉ}ÈȈň|ˆ{È~||LjÈÈȈ}ψLj}Ȉň~~LjˆĈňˈˆ|ˆ͈ƈˆÈLjĈuĈ~ΈˆˆĈÈÈ}yˆӈˆȈÈňzLj}È~ÈňˆÈĈňňˆyˆ}zĈ~҈ˆވĈÈňȈň~ƈˆĈň{Ljʈ刿҈͈ňˆ~͈ÈȈ}ƈˆÈ~x}ˆˆˈ͈͈È̈ˆ~Ĉ|ˆv~ÈĈ{~ˆĈψɈ؈̈戧ȈÈÈÈÈÈЈˈȈÈ|Ɉوƈڈ҈戽ˆtĈȈ}ƈÈxˈȈɈ}|ȈӈֈňňˆˆˆĈ|ÈɈ׈ĈzƈƈĈňĈ|~È|ˆƈȈLjĈLjȈˆˆˆÈĈLjȈ~ňÈ؈̈ňĈˆÈĈ}ˆÈƈȈÈ͈ˈވ|~{ˆ~ň~Ȉƈ͈̈Ո~È{Ȉ͈~ĈĈ}~Ȉ݈ňÈw~~È|ˆ}ˆzLjÈĈ~ň~ˆƈ}z{Ĉ}̈~~Ĉň~È̈ʈĈˆƈƈLj~ĈLjƈňȈˆ}zzzzÈ}~ƈLjˆȈÈƈˆ~ƈÈň{È~Ɉ~ÈÈƈˆ}Ɉyˆzw~Ĉ~ˆ}ň~ȈƈĈˆˆyÈĈň͈Ĉˆƈ|ˆɈɈňȈȈƈˆĈvˆ~ÈȈ{Ĉʈˆ{ˆƈÈȈÈň~ƈȈˆȈˆĈ~t~È}ƈxzÈ~~ȈȈƈˆň̈ˆ}}ňȈ~ˆˆLj}ˆLj|ʈ~~ˈ~ƈʈƈĈLjĈˆ~|ňĈLj{ƈψÈ|ÈȈˆňÈƈ{ˈˆˆƈ~Ȉ}ƈȈ~ňLjȈˆLjԈ~Ј}͈ĈÈɈˆÈňȈ}~ˆƈˆƈ~Ĉ||ƈˆ}Lj{ˆzyƈÈňvÈ}~ƈňΈˆwĈˆĈx}~ƈ}ˆ̈~~ˆ~ĈĈψȈĈĈȈ}wˆɈx|ňLjLjz~~Èƈ}ÈƈLj~ʈĈ}~}ĈÈLj}ȈˈˆĈ}Èy~Ĉˆ{È~ˆȈňÈ}ÈwÈňȈˆ̈шȈȈÈĈ~ƈ}z|Ĉֈ͈ԈÈĈĈÈ~~zĈ}ˆň~~|ˆˆ݈∮وLj݈ψĈÈƈ{ˆĈˆˆ{Ĉˆ~ʈĈ̈ˆӈֈÈވ∲∞ӈ҈Ȉ}ˆňʈÈƈÈĈ܈ψӈԈ҉ֈʈ}ˆȈ}ňˆ̈ˈˈ܈҈҈ԈȈ~ˆƈzĈˆÈĈ~LjĈˆӈ܉"=W?0 ۈ߈ʈ̈~ˆˆwzxˆƈ~ň͉ 8RzeE%ڈوĈ䈬ˆˈňň|ĈĈ͈{È̈̈,Gdۉ yT-ڈψш}ƈ{LjĈۈۈ߉Win[NJcD剋Z3ڈÈ҈ˆĈЈˆňƈшƈ͈,'XX E͋ 片2ֈ׈ˆЈĈ|ˆň|Ɉˆ~ˆˆÈň~yˆ܈މ/QŠMԋN#Ո҈Ȉ~~ˆňˈĈˆ|}ÈLjFie)C3f9ߌΊjۉ0Έˆƈ~ĈÈ|ÈȈˈʼnn֊K 5n͏ϐэ1j扙F؈ψ҈|ˆˆˆÈ~ˆ{Έ~~ÈȈɈÈň܉ ŋѐ6Ȏ΋󉒉)%؈ÈшȈ|ÈȈňƉ! 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