# Polynomial fit :  +58323.375 +285104.24*t -680813.75*t^2 +466583.69*t^3 
#     where t = (MJD - 55903.217)
# Integration interval(s): MJD=[55903.570000-55903.700000]
#
#           MJD              Flux
#           [d]              [e-]
   55903.222743         96287.102
   55903.228669         95589.078
   55903.234595         94711.039
   55903.240521         94594.141
   55903.246447         94751.359
   55903.252373         93551.812
   55903.258299         93326.945
   55903.264225         92585.750
   55903.276077         92144.250
   55903.282003         92208.055
   55903.287929         91550.789
   55903.293855         91392.281
   55903.299781         91187.703
   55903.305707         91081.641
   55903.311633         91511.688
   55903.317558         91323.695
   55903.323484         91586.719
   55903.329410         91862.406
   55903.353114         91001.320
   55903.359040         90843.930
   55903.364966         91854.102
   55903.370892         90750.859
   55903.376818         90478.500
   55903.382744         90922.531
   55903.388670         91348.711
   55903.394596         91539.797
   55903.400522         92045.016
   55903.424226         95238.891
   55903.430151         95088.836
   55903.436077         95584.844
   55903.442003         95985.328
   55903.447929         96553.758
   55903.453855         97065.438
   55903.459781         96999.242
   55903.465707         97513.289
   55903.471633         97226.547
   55903.495337         97845.328
   55903.501263         95898.055
   55903.507189         95583.414
   55903.513115         95720.867
   55903.519041         95586.211
   55903.524967         95081.312
   55903.530893         95303.164
   55903.536819         95282.867
   55903.542744         94978.688
   55903.548670         94906.516
   55903.566448         94758.555
   55903.572374         94649.969
   55903.578300         94503.906
   55903.584226         94753.070
   55903.590152         95341.305
   55903.596078         95363.422
   55903.602004         95211.328
   55903.607930         95297.312
   55903.613856         95055.078
   55903.619782         94613.508
   55903.625708         94201.289
   55903.631634         94144.219
   55903.637560         94667.711
   55903.643486         93288.828
   55903.649412         93024.750
   55903.655337         92732.898
   55903.661263         92700.883
   55903.667189         92579.672
   55903.673115         91954.125
   55903.679041         91781.414
   55903.684967         91085.641
   55903.690893         90555.734
   55903.696819         90136.633
   55903.702745         89660.930
   55903.708671         89320.945
   55903.714597         89173.008
   55903.720523         88913.766
   55903.732375         88577.469
   55903.738301         87940.438
   55903.744227         87456.766
   55903.750153         87542.602
   55903.756079         87377.672
   55903.762005         87226.578
   55903.767930         87514.695
   55903.773856         88455.391
   55903.779782         87626.523
   55903.785708         87559.445
   55903.791634         87267.242
   55903.809412         86584.352
   55903.815338         86820.750
   55903.821264         86496.109
   55903.827190         86512.742
   55903.833116         86217.078
   55903.839042         86177.719
   55903.844968         86135.547
   55903.850894         85845.227
   55903.856820         86054.023
   55903.862746         85523.062
   55903.880524         86027.102
   55903.886449         86031.523
   55903.892375         85808.906
   55903.898301         85901.188
   55903.904227         85711.562
   55903.910153         85002.117
   55903.916079         84715.133
   55903.922005         84578.875
   55903.927931         85256.039
   55903.933857         84581.484
   55903.951635         85300.250
   55903.957561         87632.703
   55903.963487         85290.727
   55903.969413         84732.953
   55903.975339         84577.695
   55903.981265         83892.328
   55903.987191         83951.969