+11 -5

README.md

··· 10 10 11 11 ## Observations statistics 12 12 13 13 - * Total number of observations: 5513 14 14 - * Total exposure time: 303715s = 84h 21m 55s 13 13 + * Total number of observations: 6723 14 14 + * Total exposure time: 426575s = 118h 29m 35s 15 15 16 16 | Target | Total time (s) | Observations | RA (deg) | DEC (deg) | First | Last | 17 17 |------------------|------------------|----------------|------------|-------------|------------|------------| 18 18 | 29/Amphitrite | 4710.00 | 157 | 141.00 | 19.16 | 2025-03-18 | 2025-03-18 | 19 19 | 3I-ATLAS | 2580.00 | 16 | 257.74 | -17.97 | 2025-07-24 | 2025-07-24 | 20 20 | Coma Cluster | 15600.00 | 201 | 194.99 | 27.99 | 2025-04-30 | 2025-05-01 | 21 21 - | Crab Nebula | 7200.00 | 260 | 83.63 | 22.01 | 2025-03-02 | 2025-03-02 | 22 21 | HAT-P-18 b | 12960.00 | 72 | 256.35 | 33.01 | 2025-05-16 | 2025-05-16 | 23 22 | HAT-P-20b | 7080.00 | 59 | 111.92 | 24.34 | 2025-03-07 | 2025-03-08 | 24 23 | Horsehead Nebula | 17780.00 | 711 | 85.27 | -2.47 | 2025-01-11 | 2025-01-12 | 24 24 + | IC 5146 | 28560.00 | 188 | 328.38 | 47.27 | 2025-09-17 | 2025-09-18 | 25 25 + | M 1 | 7200.00 | 260 | 83.63 | 22.01 | 2025-03-02 | 2025-03-02 | 25 26 | M 100 | 6000.00 | 70 | 185.56 | 15.72 | 2025-05-14 | 2025-05-14 | 27 27 + | M 104 | 10500.00 | 246 | 190.00 | -11.62 | 2025-05-01 | 2025-05-01 | 28 28 + | M 11 | 1800.00 | 30 | 282.78 | -6.27 | 2025-08-24 | 2025-08-24 | 26 29 | M 12 | 4710.00 | 107 | 251.82 | -1.93 | 2025-08-11 | 2025-08-11 | 27 30 | M 27 | 17070.00 | 433 | 299.90 | 22.72 | 2025-07-09 | 2025-07-10 | 28 31 | M 3 | 13485.00 | 459 | 205.55 | 28.38 | 2024-03-06 | 2025-04-11 | 29 29 - | M 51 | 20730.00 | 261 | 202.48 | 47.20 | 2025-04-04 | 2025-04-05 | 32 32 + | M 31 | 61450.00 | 773 | 10.71 | 41.20 | 2025-09-05 | 2025-09-27 | 33 33 + | M 33 | 27660.00 | 178 | 23.47 | 30.66 | 2025-11-11 | 2025-11-12 | 34 34 + | M 51 | 22530.00 | 276 | 202.47 | 47.20 | 2025-04-04 | 2025-08-22 | 30 35 | M 63 | 16980.00 | 181 | 198.95 | 42.03 | 2025-05-14 | 2025-05-15 | 36 36 + | M 8 | 510.00 | 17 | 271.00 | -24.36 | 2025-08-24 | 2025-08-24 | 31 37 | M 81 | 7740.00 | 69 | 148.89 | 69.07 | 2025-04-07 | 2025-04-07 | 32 38 | M 82 | 9000.00 | 105 | 148.87 | 69.66 | 2025-04-11 | 2025-04-11 | 33 39 | NGC 3842 | 27930.00 | 667 | 175.99 | 19.95 | 2025-04-02 | 2025-04-03 | ··· 35 41 | NGC 5957 | 31920.00 | 368 | 233.84 | 11.97 | 2025-04-11 | 2025-05-14 | 36 42 | NGC 7023 | 15000.00 | 97 | 315.41 | 68.16 | 2025-07-21 | 2025-07-22 | 37 43 | NGC 7331 | 24860.00 | 716 | 339.21 | 34.29 | 2024-10-11 | 2025-07-25 | 38 38 - | Sombrero Galaxy | 10500.00 | 246 | 190.00 | -11.62 | 2025-05-01 | 2025-05-01 | 44 44 + | NGC 891 | 1080.00 | 9 | 35.64 | 42.35 | 2025-11-18 | 2025-11-18 | 39 45 | TIC 272758199.01 | 12960.00 | 72 | 237.32 | 71.44 | 2025-03-18 | 2025-03-19 | 40 46 | TOI-2154b | 12480.00 | 104 | 71.00 | 84.36 | 2025-03-27 | 2025-03-27 | 41 47

data/astro_footprint_database.csv

This is a binary file and will not be displayed.

+1716 -506

data/database.csv

··· 1498 1498 2025-01-12T23-50-38_Horsehead Nebula Panel 1_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0246.fits,2025-01-12T23:50:38.218,Horsehead Nebula Panel 1,L,20.0,85.30091297211,-2.46118864888,85.06278823742217,-2.062038994999953,85.62015230650066,-2.1229447076143053,85.53918034959747,-2.860295817944088,84.98151160330205,-2.7993562386896174,RA---TAN,DEC--TAN,85.30091297211,-2.46118864888,2328.5,1760.5,-1.741168515988e-05,0.0001582855223196,-0.0001584002713386,-1.731269415186e-05,4656,3520 1499 1499 2025-01-12T23-51-31_Horsehead Nebula Panel 1_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0247.fits,2025-01-12T23:51:31.366,Horsehead Nebula Panel 1,L,20.0,85.29939023877,-2.46552258224,85.06130343400461,-2.066388632598638,85.6186661721171,-2.127350960491262,85.53761990950657,-2.8646139859512973,84.97995200140316,-2.8036177008180334,RA---TAN,DEC--TAN,85.29939023877,-2.46552258224,2328.5,1760.5,-1.742762954835e-05,0.0001582846994209,-0.000158381338019,-1.732879560737e-05,4656,3520 1500 1500 2025-01-12T23-51-53_Horsehead Nebula Panel 1_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0248.fits,2025-01-12T23:51:53.615,Horsehead Nebula Panel 1,L,20.0,85.29920340077,-2.465456082497,85.06100908381306,-2.066278292975793,85.61848979330298,-2.1272999426085493,85.53754066004839,-2.864591288798469,84.9797547107188,-2.803535716263643,RA---TAN,DEC--TAN,85.29920340077,-2.465456082497,2328.5,1760.5,-1.740679130602e-05,0.0001583182109511,-0.0001583874267588,-1.734565000552e-05,4656,3520 1501 1501 - 2025-03-02T20-01-21_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0000.fits,2025-03-02T20:01:21.168,Crab Nebula,L,20.0,83.6305921852,22.01153902778,84.02697563080005,22.29657564395731,84.03401333193814,21.736070886139004,83.23580253801443,21.72555337992544,83.2256026266861,22.286016333098324,RA---TAN,DEC--TAN,83.6305921852,22.01153902778,2328.5,1760.5,-0.0001592917137108,2.270825414525e-06,-2.263936232622e-06,-0.000159278766056,4656,3520 1502 1502 - 2025-03-02T20-01-41_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0001.fits,2025-03-02T20:01:41.820,Crab Nebula,L,20.0,83.63069053433,22.01135710489,84.02700594518093,22.29643629420676,84.03395158816203,21.73596059112409,83.23596887001992,21.725329216415485,83.22586211239513,22.285763576115595,RA---TAN,DEC--TAN,83.63069053433,22.01135710489,2328.5,1760.5,-0.000159246382548,2.246429701107e-06,-2.28835007494e-06,-0.0001592705724701,4656,3520 1503 1503 - 2025-03-02T20-02-02_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0002.fits,2025-03-02T20:02:02.593,Crab Nebula,L,20.0,83.63049571757,22.01108625384,84.02687864803703,22.296169149066515,84.03384979953033,21.735648680475897,83.23570680504135,21.72505434545548,83.22557369397278,22.285533336997737,RA---TAN,DEC--TAN,83.63049571757,22.01108625384,2328.5,1760.5,-0.0001592786937469,2.253265985349e-06,-2.280406903609e-06,-0.0001592832767314,4656,3520 1504 1504 - 2025-03-02T20-02-23_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0003.fits,2025-03-02T20:02:23.198,Crab Nebula,L,20.0,83.63060959387,22.01122002903,84.02703520474725,22.29633679077012,84.03397052817566,21.735810845947565,83.23577837252701,21.72515404564585,83.2256808430685,22.28563868383731,RA---TAN,DEC--TAN,83.63060959387,22.01122002903,2328.5,1760.5,-0.0001592883595177,2.243856893239e-06,-2.293808476093e-06,-0.0001592848576992,4656,3520 1505 1505 - 2025-03-02T20-02-43_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0004.fits,2025-03-02T20:02:43.842,Crab Nebula,L,20.0,83.63084490777,22.0111681574,84.02713246299383,22.296207802764403,84.03409322218755,21.73579108052143,83.2361507513406,21.72517995214153,83.22602940050162,22.285555261353675,RA---TAN,DEC--TAN,83.63084490777,22.0111681574,2328.5,1760.5,-0.000159238526716,2.250346399248e-06,-2.284007857648e-06,-0.0001592538006864,4656,3520 1506 1506 - 2025-03-02T20-03-04_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0005.fits,2025-03-02T20:03:04.505,Crab Nebula,L,20.0,83.63078895249,22.01132649546,84.02706408448759,22.296381533271088,84.03405869453974,21.73593926563608,83.23610726756085,21.72532295203833,83.22595186413979,22.28572364131295,RA---TAN,DEC--TAN,83.63078895249,22.01132649546,2328.5,1760.5,-0.0001592401526723,2.259289167806e-06,-2.285139327253e-06,-0.0001592610369063,4656,3520 1507 1507 - 2025-03-02T20-03-25_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0006.fits,2025-03-02T20:03:25.157,Crab Nebula,L,20.0,83.63055115717,22.01108086503,84.0268517592203,22.296135869051422,84.03385404587802,21.73567119194939,83.23584408510982,21.725077241835542,83.22568068492973,22.28550029989383,RA---TAN,DEC--TAN,83.63055115717,22.01108086503,2328.5,1760.5,-0.0001592521188792,2.261357771171e-06,-2.280339227767e-06,-0.0001592674001339,4656,3520 1508 1508 - 2025-03-02T20-03-45_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0007.fits,2025-03-02T20:03:45.825,Crab Nebula,L,20.0,83.63049329947,22.01117800906,84.02684791324828,22.296219822906146,84.03385672066968,21.73576227847338,83.23573236787384,21.72518731396352,83.22556201804147,22.285603200577413,RA---TAN,DEC--TAN,83.63049329947,22.01117800906,2328.5,1760.5,-0.0001592748363024,2.263130729423e-06,-2.276264612803e-06,-0.0001592653687328,4656,3520 1509 1509 - 2025-03-02T20-04-06_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0008.fits,2025-03-02T20:04:06.573,Crab Nebula,L,20.0,83.63052561223,22.01119772247,84.02690847819942,22.296235953243013,84.03390372937749,21.73574050387432,83.2357365240311,21.72521047445024,83.22557933930946,22.285664328528988,RA---TAN,DEC--TAN,83.63052561223,22.01119772247,2328.5,1760.5,-0.0001592833881008,2.259610154733e-06,-2.266604454014e-06,-0.0001592761500593,4656,3520 1510 1510 - 2025-03-02T20-04-27_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0009.fits,2025-03-02T20:04:27.268,Crab Nebula,L,20.0,83.63040045319,22.01132028403,84.02676782063796,22.29640118600544,84.03373730046532,21.735919045815137,83.23562704850657,21.72529043541296,83.22549592019806,22.28573110877109,RA---TAN,DEC--TAN,83.63040045319,22.01132028403,2328.5,1760.5,-0.0001592718783973,2.252780938696e-06,-2.287769302475e-06,-0.0001592723854976,4656,3520 1511 1511 - 2025-03-02T20-05-17_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0010.fits,2025-03-02T20:05:17.369,Crab Nebula,L,20.0,83.62461735962,22.01194746937,84.020975238841,22.29697534766102,84.02795333022868,21.736575414198427,83.22985315966689,21.725970667783493,83.21971382402062,22.28632909322461,RA---TAN,DEC--TAN,83.62461735962,22.01194746937,2328.5,1760.5,-0.0001592691255383,2.254986524496e-06,-2.282646882397e-06,-0.0001592490175934,4656,3520 1512 1512 - 2025-03-02T20-05-38_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0011.fits,2025-03-02T20:05:38.006,Crab Nebula,L,20.0,83.6243687474,22.01210793483,84.02076006713533,22.29713117950464,84.0277216446556,21.736754714160856,83.22957122885425,21.72613560120229,83.21944831458808,22.286470635542777,RA---TAN,DEC--TAN,83.6243687474,22.01210793483,2328.5,1760.5,-0.0001592789619097,2.250645326292e-06,-2.285725140898e-06,-0.0001592423597319,4656,3520 1513 1513 - 2025-03-02T20-05-58_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0012.fits,2025-03-02T20:05:58.602,Crab Nebula,L,20.0,83.62408474142,22.01215813498,84.0204531884234,22.29717789969159,84.02746421027148,21.736732484701207,83.22930998796447,21.726189389083338,83.21913721626125,22.28659313197624,RA---TAN,DEC--TAN,83.62408474142,22.01215813498,2328.5,1760.5,-0.0001592797046386,2.263725755828e-06,-2.269419636115e-06,-0.000159261919981,4656,3520 1514 1514 - 2025-03-02T20-06-19_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0013.fits,2025-03-02T20:06:19.336,Crab Nebula,L,20.0,83.62391843838,22.0121278199,84.02028797384591,22.29714901040543,84.02725673512644,21.73670424202968,83.22914260637135,21.72615764404985,83.21901225902481,22.286560947822977,RA---TAN,DEC--TAN,83.62391843838,22.0121278199,2328.5,1760.5,-0.0001592717368739,2.252570327261e-06,-2.270150079123e-06,-0.0001592617653202,4656,3520 1515 1515 - 2025-03-02T20-06-40_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0014.fits,2025-03-02T20:06:40.194,Crab Nebula,L,20.0,83.6239116665,22.01212544407,84.02024494777659,22.29718763224625,84.02718962065589,21.73671905123999,83.22917217062015,21.72611444476876,83.21906616182052,22.286541683611965,RA---TAN,DEC--TAN,83.6239116665,22.01212544407,2328.5,1760.5,-0.0001592524588705,2.24619101492e-06,-2.282599247229e-06,-0.0001592685489885,4656,3520 1516 1516 - 2025-03-02T20-07-00_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0015.fits,2025-03-02T20:07:00.831,Crab Nebula,L,20.0,83.62381818425,22.01205756185,84.02018039295639,22.297073108734644,84.02715264117592,21.7366779396331,83.22904961238493,21.72609306702228,83.21891611628364,22.28644675611879,RA---TAN,DEC--TAN,83.62381818425,22.01205756185,2328.5,1760.5,-0.0001592695714621,2.253445700514e-06,-2.278374363779e-06,-0.0001592476676387,4656,3520 1517 1517 - 2025-03-02T20-07-21_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0016.fits,2025-03-02T20:07:21.475,Crab Nebula,L,20.0,83.62369629816,22.01220653253,84.02003007679562,22.29721716863605,84.02701339590944,21.73682483589516,83.2289560262386,21.726247079464283,83.21881163300478,22.286597881082542,RA---TAN,DEC--TAN,83.62369629816,22.01220653253,2328.5,1760.5,-0.000159260292729,2.256337238187e-06,-2.276850979864e-06,-0.0001592468538779,4656,3520 1518 1518 - 2025-03-02T20-07-42_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0017.fits,2025-03-02T20:07:42.113,Crab Nebula,L,20.0,83.62397526525,22.01229964584,84.02034223980264,22.297278377464693,84.02734739191062,21.73684241470842,83.22920176102502,21.726371934708453,83.21903491909748,22.2867662542199,RA---TAN,DEC--TAN,83.62397526525,22.01229964584,2328.5,1760.5,-0.0001592778284636,2.262168880268e-06,-2.253816337375e-06,-0.0001592592378033,4656,3520 1519 1519 - 2025-03-02T20-08-02_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0018.fits,2025-03-02T20:08:02.688,Crab Nebula,L,20.0,83.6240007615,22.01215612307,84.02044686530778,22.2972099711522,84.02740625462941,21.73675393337147,83.22914885426553,21.72615292244399,83.21902724550117,22.286567532057973,RA---TAN,DEC--TAN,83.6240007615,22.01215612307,2328.5,1760.5,-0.0001593003038123,2.250184303411e-06,-2.281835945911e-06,-0.0001592649744966,4656,3520 1520 1520 - 2025-03-02T20-08-23_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0019.fits,2025-03-02T20:08:23.346,Crab Nebula,L,20.0,83.62407458104,22.01221718721,84.02037876827943,22.29726711012324,84.02736263542899,21.736796124196665,83.22936400083269,21.726218589176423,83.21921884596624,22.286648043833985,RA---TAN,DEC--TAN,83.62407458104,22.01221718721,2328.5,1760.5,-0.0001592486034721,2.256509579586e-06,-2.276803427391e-06,-0.0001592692053723,4656,3520 1521 1521 - 2025-03-02T20-09-13_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0020.fits,2025-03-02T20:09:13.555,Crab Nebula,L,20.0,83.62121581407,22.01568209124,84.01753621938772,22.300730242290506,84.0244952794565,21.74028113304717,83.22648934847562,21.729685069345265,83.21636854314218,22.29009276093223,RA---TAN,DEC--TAN,83.62121581407,22.01568209124,2328.5,1760.5,-0.0001592462084484,2.249979021949e-06,-2.280771977217e-06,-0.0001592630045597,4656,3520 1522 1522 - 2025-03-02T20-09-34_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0021.fits,2025-03-02T20:09:34.166,Crab Nebula,L,20.0,83.62125599642,22.01580896815,84.01759697817454,22.30083841657746,84.024543403462,21.740435425229293,83.22650894336073,21.72983054577468,83.21640089973809,22.290192179389024,RA---TAN,DEC--TAN,83.62125599642,22.01580896815,2328.5,1760.5,-0.0001592517353688,2.246631538813e-06,-2.282659547365e-06,-0.0001592499073217,4656,3520 1523 1523 - 2025-03-02T20-10-42_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0022.fits,2025-03-02T20:10:42.409,Crab Nebula,L,20.0,83.63501379812,22.01464443942,84.03139867841097,22.29974609893023,84.03835126735535,21.739190393041863,83.24022333285637,21.728593636391377,83.23010807704432,22.28910794898444,RA---TAN,DEC--TAN,83.63501379812,22.01464443942,2328.5,1760.5,-0.0001592717654275,2.248412035105e-06,-2.280918289094e-06,-0.0001592933024154,4656,3520 1524 1524 - 2025-03-02T20-11-03_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0023.fits,2025-03-02T20:11:03.016,Crab Nebula,L,20.0,83.63489629098,22.01438937934,84.03124451314449,22.29942395117713,84.0382318446992,21.73897896148591,83.2401419417254,21.72840584732355,83.22999276226389,22.28880927957089,RA---TAN,DEC--TAN,83.63489629098,22.01438937934,2328.5,1760.5,-0.0001592643961171,2.257461555415e-06,-2.275856468124e-06,-0.0001592618147905,4656,3520 1525 1525 - 2025-03-02T20-11-23_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0024.fits,2025-03-02T20:11:23.992,Crab Nebula,L,20.0,83.6351514754,22.01452786928,84.03142620047474,22.299549432885144,84.03840665805377,21.739132435429788,83.24047026531275,21.72855769251092,83.2303287037612,22.28893317544875,RA---TAN,DEC--TAN,83.6351514754,22.01452786928,2328.5,1760.5,-0.0001592335920027,2.255550259115e-06,-2.276201809571e-06,-0.0001592538644152,4656,3520 1526 1526 - 2025-03-02T20-11-44_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0025.fits,2025-03-02T20:11:44.586,Crab Nebula,L,20.0,83.6348581361,22.01448058687,84.0312821316166,22.29955894064444,84.0382148379778,21.739061876316786,83.24002857048485,21.72845290751968,83.2299333227297,22.28890867252993,RA---TAN,DEC--TAN,83.6348581361,22.01448058687,2328.5,1760.5,-0.0001592835553399,2.243159808333e-06,-2.283531913084e-06,-0.0001592766512639,4656,3520 1527 1527 - 2025-03-02T20-12-05_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0026.fits,2025-03-02T20:12:05.160,Crab Nebula,L,20.0,83.63472192113,22.01444220617,84.03111633606461,22.299387715841803,84.03812340819161,21.739050321988675,83.23992107344384,21.72854751211909,83.22975230545116,22.288843247222765,RA---TAN,DEC--TAN,83.63472192113,22.01444220617,2328.5,1760.5,-0.0001592867147526,2.262641447939e-06,-2.260763511647e-06,-0.0001592312243142,4656,3520 1528 1528 - 2025-03-02T20-12-25_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0027.fits,2025-03-02T20:12:25.770,Crab Nebula,L,20.0,83.63475856914,22.0144538991,84.03117281357582,22.29948914922894,84.03811822750073,21.739034220772016,83.23993847293356,21.728469370428737,83.22983078440708,22.28888293895911,RA---TAN,DEC--TAN,83.63475856914,22.0144538991,2328.5,1760.5,-0.0001592822616965,2.246472942219e-06,-2.274060221243e-06,-0.0001592646681838,4656,3520 1529 1529 - 2025-03-02T20-12-46_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0028.fits,2025-03-02T20:12:46.372,Crab Nebula,L,20.0,83.63431668048,22.01438700437,84.03070336511504,22.299429561452914,84.03763683470589,21.73900711829311,83.23952406824162,21.72839530310988,83.22942878556388,22.288776448970488,RA---TAN,DEC--TAN,83.63431668048,22.01438700437,2328.5,1760.5,-0.0001592689490518,2.243266415295e-06,-2.284143180708e-06,-0.0001592554445911,4656,3520 1530 1530 - 2025-03-02T20-13-07_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0029.fits,2025-03-02T20:13:07.100,Crab Nebula,L,20.0,83.63430955342,22.01461674344,84.03060330831353,22.29966258100434,84.03749584438054,21.739257256726447,83.23960953262001,21.72862219889946,83.22955613865918,22.288986438053897,RA---TAN,DEC--TAN,83.63430955342,22.01461674344,2328.5,1760.5,-0.0001592234930717,2.232352436915e-06,-2.289113967842e-06,-0.0001592506076099,4656,3520 1531 1531 - 2025-03-02T20-13-39_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0030.fits,2025-03-02T20:13:39.518,Crab Nebula,L,20.0,83.63539000925,22.01422732351,84.03180839854187,22.2992791246479,84.03872213309359,21.73884905510189,83.24056585901276,21.72822623192391,83.23049012018355,22.288615097418045,RA---TAN,DEC--TAN,83.63539000925,22.01422732351,2328.5,1760.5,-0.0001592778129205,2.238094688174e-06,-2.286498193796e-06,-0.0001592576255738,4656,3520 1532 1532 - 2025-03-02T20-14-00_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0031.fits,2025-03-02T20:14:00.143,Crab Nebula,L,20.0,83.63556948686,22.01410442657,84.03191587671333,22.29913526802548,84.0388938539429,21.7386637315848,83.24081691894912,21.728124643369053,83.23067703754936,22.28855466869892,RA---TAN,DEC--TAN,83.63556948686,22.01410442657,2328.5,1760.5,-0.0001592621391041,2.255008865578e-06,-2.268541659898e-06,-0.0001592693654432,4656,3520 1533 1533 - 2025-03-02T20-14-20_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0032.fits,2025-03-02T20:14:20.785,Crab Nebula,L,20.0,83.63547098281,22.01429204378,84.031857342726,22.299304302981888,84.03885037661222,21.738880088381787,83.24067851756729,21.72833064478653,83.23052344308337,22.288713269698228,RA---TAN,DEC--TAN,83.63547098281,22.01429204378,2328.5,1760.5,-0.000159280847866,2.258990807591e-06,-2.27077467009e-06,-0.0001592559070247,4656,3520 1534 1534 - 2025-03-02T20-14-41_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0033.fits,2025-03-02T20:14:41.430,Crab Nebula,L,20.0,83.635411033,22.01435881427,84.03181286445205,22.299382345418262,84.03874149234387,21.73898264086922,83.24060322678848,21.7283860671118,83.23051281649163,22.28874449664675,RA---TAN,DEC--TAN,83.635411033,22.01435881427,2328.5,1760.5,-0.0001592740563582,2.241987166578e-06,-2.280866458775e-06,-0.0001592489860232,4656,3520 1535 1535 - 2025-03-02T20-15-02_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0034.fits,2025-03-02T20:15:02.019,Crab Nebula,L,20.0,83.63537921806,22.01417478921,84.03174075572288,22.29926312145268,84.03867703626882,21.73875235317442,83.24061188939345,21.728137441058703,83.23051351925581,22.28860690050268,RA---TAN,DEC--TAN,83.63537921806,22.01417478921,2328.5,1760.5,-0.000159259730559,2.244046783025e-06,-2.284809726372e-06,-0.0001592805431973,4656,3520 1536 1536 - 2025-03-02T20-15-22_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0035.fits,2025-03-02T20:15:22.628,Crab Nebula,L,20.0,83.63513382103,22.01430024707,84.03149566563435,22.29929624413441,84.0384668920418,21.73889639659722,83.24036568224636,21.728355227115088,83.23023282919114,22.288713595410663,RA---TAN,DEC--TAN,83.63513382103,22.01430024707,2328.5,1760.5,-0.0001592667263281,2.253190600706e-06,-2.268985407707e-06,-0.0001592489972696,4656,3520 1537 1537 - 2025-03-02T20-15-43_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0036.fits,2025-03-02T20:15:43.258,Crab Nebula,L,20.0,83.63493497352,22.01444665409,84.0312580875333,22.29948991588928,84.03823390416883,21.739040842554108,83.24020568410658,21.728454550502462,83.23006823153912,22.2888621258772,RA---TAN,DEC--TAN,83.63493497352,22.01444665409,2328.5,1760.5,-0.0001592520253088,2.254398968395e-06,-2.278681207792e-06,-0.0001592629831577,4656,3520 1538 1538 - 2025-03-02T20-16-03_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0037.fits,2025-03-02T20:16:03.968,Crab Nebula,L,20.0,83.63491788724,22.01452121641,84.031273277015,22.29953173487264,84.03825816789784,21.739102194649,83.24015627582476,21.72856169863101,83.23000955371796,22.28894969246948,RA---TAN,DEC--TAN,83.63491788724,22.01452121641,2328.5,1760.5,-0.0001592666341661,2.25681413576e-06,-2.268847839175e-06,-0.0001592574259622,4656,3520 1539 1539 - 2025-03-02T20-16-24_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0038.fits,2025-03-02T20:16:24.782,Crab Nebula,L,20.0,83.63485234993,22.01444255497,84.03120275561972,22.299468699156723,84.03814543470314,21.739031836265177,83.24009578325906,21.72846743822328,83.22999144875129,22.288862962714745,RA---TAN,DEC--TAN,83.63485234993,22.01444255497,2328.5,1760.5,-0.0001592563003396,2.245670980784e-06,-2.273960752575e-06,-0.0001592595360089,4656,3520 1540 1540 - 2025-03-02T20-16-45_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0039.fits,2025-03-02T20:16:45.367,Crab Nebula,L,20.0,83.63504226705,22.01437089316,84.03144950965466,22.2994442630356,84.03836052644264,21.738975153306303,83.24022935019578,21.728348281615563,83.23015618498086,22.288776201201248,RA---TAN,DEC--TAN,83.63504226705,22.01437089316,2328.5,1760.5,-0.0001592726671025,2.237395381075e-06,-2.287366475683e-06,-0.0001592687219566,4656,3520 1541 1541 - 2025-03-02T20-17-40_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0040.fits,2025-03-02T20:17:40.760,Crab Nebula,L,20.0,83.63382640695,22.01846902329,84.03019940079578,22.303476904523777,84.03718228110462,21.743080536156427,83.23904756355411,21.732511923873524,83.22890228294489,22.29286674658524,RA---TAN,DEC--TAN,83.63382640695,22.01846902329,2328.5,1760.5,-0.0001592687909607,2.256296623828e-06,-2.274888078279e-06,-0.0001592479994342,4656,3520 1542 1542 - 2025-03-02T20-18-01_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0041.fits,2025-03-02T20:18:01.334,Crab Nebula,L,20.0,83.63380798388,22.01860294726,84.0301774354106,22.30360628695117,84.03720537112243,21.74317241318394,83.2390326539082,21.73265040172772,83.22884193504478,22.29304250814638,RA---TAN,DEC--TAN,83.63380798388,22.01860294726,2328.5,1760.5,-0.0001592762465825,2.268214942341e-06,-2.264900163329e-06,-0.0001592586267806,4656,3520 1543 1543 - 2025-03-02T20-18-21_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0042.fits,2025-03-02T20:18:21.989,Crab Nebula,L,20.0,83.6337369697,22.01867422642,84.0300381023,22.30369267912426,84.03698377237124,21.74326566539207,83.23902977289494,21.73270689283208,83.22892220883057,22.29309255170237,RA---TAN,DEC--TAN,83.6337369697,22.01867422642,2328.5,1760.5,-0.0001592325174408,2.246423299336e-06,-2.272753951532e-06,-0.0001592567337558,4656,3520 1544 1544 - 2025-03-02T20-18-42_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0043.fits,2025-03-02T20:18:42.554,Crab Nebula,L,20.0,83.63355073244,22.01847908125,84.02991782684325,22.303514011945733,84.03684415457224,21.743094637649623,83.23877791622739,21.73249496064637,83.22868932470753,22.29287306748296,RA---TAN,DEC--TAN,83.63355073244,22.01847908125,2328.5,1760.5,-0.0001592551274592,2.241379389239e-06,-2.281532339703e-06,-0.0001592545762552,4656,3520 1545 1545 - 2025-03-02T20-19-03_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0044.fits,2025-03-02T20:19:03.249,Crab Nebula,L,20.0,83.63340111163,22.01867936751,84.02980321287411,22.30376529560085,84.03675757860238,21.74321425086364,83.23859373009606,21.73264407569935,83.2284759379088,22.29315370877005,RA---TAN,DEC--TAN,83.63340111163,22.01867936751,2328.5,1760.5,-0.0001592744581308,2.248916116115e-06,-2.275209664163e-06,-0.000159291975523,4656,3520 1546 1546 - 2025-03-02T20-19-23_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0045.fits,2025-03-02T20:19:23.971,Crab Nebula,L,20.0,83.63349495735,22.01873413799,84.02989874274373,22.303783996917915,84.0367991411728,21.74335884112136,83.23868570181926,21.73273490492544,83.22862277841898,22.29311891558963,RA---TAN,DEC--TAN,83.63349495735,22.01873413799,2328.5,1760.5,-0.0001592642674209,2.234578607324e-06,-2.28673107083e-06,-0.0001592562371185,4656,3520 1547 1547 - 2025-03-02T20-19-44_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0046.fits,2025-03-02T20:19:44.609,Crab Nebula,L,20.0,83.63381578072,22.01864955798,84.03021728465906,22.3037079434538,84.03716442511434,21.743220646742948,83.23900883819098,21.732641812294176,83.2288986691907,22.29308773383794,RA---TAN,DEC--TAN,83.63381578072,22.01864955798,2328.5,1760.5,-0.0001592728067582,2.246960648835e-06,-2.2770660935e-06,-0.0001592738643728,4656,3520 1548 1548 - 2025-03-02T20-20-05_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0047.fits,2025-03-02T20:20:05.261,Crab Nebula,L,20.0,83.63410848337,22.01827611266,84.03046898497168,22.30330874151953,84.03742997000323,21.742847498650697,83.23934220429058,21.73229433235288,83.22921866595385,22.29271413812955,RA---TAN,DEC--TAN,83.63410848337,22.01827611266,2328.5,1760.5,-0.0001592596718279,2.250551323747e-06,-2.271558269708e-06,-0.0001592664507893,4656,3520 1549 1549 - 2025-03-02T20-20-25_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0048.fits,2025-03-02T20:20:25.847,Crab Nebula,L,20.0,83.63393051626,22.01853067937,84.03034132471609,22.30355949664944,84.0373109399779,21.7430892837649,83.2391141324583,21.73255246096599,83.22898144028149,22.29298118757427,RA---TAN,DEC--TAN,83.63393051626,22.01853067937,2328.5,1760.5,-0.0001592811548884,2.252889933453e-06,-2.268052369727e-06,-0.0001592689940053,4656,3520 1550 1550 - 2025-03-02T20-20-46_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0049.fits,2025-03-02T20:20:46.461,Crab Nebula,L,20.0,83.6340571828,22.01854144091,84.03040783536319,22.30358237686284,84.0373776699135,21.74311096610893,83.23930078052925,21.732551391750214,83.22916833723093,22.292981322515487,RA---TAN,DEC--TAN,83.6340571828,22.01854144091,2328.5,1760.5,-0.0001592572129009,2.252885893803e-06,-2.272939476467e-06,-0.0001592693341529,4656,3520 1551 1551 - 2025-03-02T20-21-35_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0050.fits,2025-03-02T20:21:35.641,Crab Nebula,L,20.0,83.63779870738,22.02024240509,84.03423324101334,22.30526090819459,84.04120010602153,21.74478488293522,83.24295877359711,21.73427432873352,83.23282834807684,22.29470887500269,RA---TAN,DEC--TAN,83.63779870738,22.02024240509,2328.5,1760.5,-0.0001592881460892,2.252201793224e-06,-2.262408243264e-06,-0.000159270647264,4656,3520 1552 1552 - 2025-03-02T20-21-56_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0051.fits,2025-03-02T20:21:56.474,Crab Nebula,L,20.0,83.63784558068,22.0203852281,84.03426463370921,22.305437075059658,84.04121784483931,21.744941812164125,83.24302126231377,21.73438387762684,83.23290453814666,22.29483773000055,RA---TAN,DEC--TAN,83.63784558068,22.0203852281,2328.5,1760.5,-0.0001592790683068,2.248596236147e-06,-2.27257985433e-06,-0.0001592761236194,4656,3520 1553 1553 - 2025-03-02T20-22-17_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0052.fits,2025-03-02T20:22:17.672,Crab Nebula,L,20.0,83.63790207815,22.02033155534,84.03426038925431,22.305396704145767,84.0412312019937,21.744889986490136,83.24313832638612,21.734317195981475,83.23300435789184,22.29478242405187,RA---TAN,DEC--TAN,83.63790207815,22.02033155534,2328.5,1760.5,-0.0001592584387281,2.253187239128e-06,-2.275779769048e-06,-0.0001592793666529,4656,3520 1554 1554 - 2025-03-02T20-22-38_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0053.fits,2025-03-02T20:22:38.519,Crab Nebula,L,20.0,83.63784728449,22.02021452417,84.03420933251293,22.30521631653972,84.0412088989032,21.74479770551224,83.24307944842911,21.73426350648735,83.23291709847403,22.29464048762549,RA---TAN,DEC--TAN,83.63784728449,22.02021452417,2328.5,1760.5,-0.0001592658177158,2.260715221177e-06,-2.267503895794e-06,-0.0001592543084493,4656,3520 1555 1555 - 2025-03-02T20-22-59_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0054.fits,2025-03-02T20:22:59.198,Crab Nebula,L,20.0,83.63781780383,22.02038275041,84.03428191986153,22.305451121150696,84.04121676534456,21.74494048381353,83.24294869625882,21.734364660581143,83.23284996725427,22.294833971904893,RA---TAN,DEC--TAN,83.63781780383,22.02038275041,2328.5,1760.5,-0.0001592933452449,2.243806663578e-06,-2.276414000276e-06,-0.0001592805055173,4656,3520 1556 1556 - 2025-03-02T20-23-19_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0055.fits,2025-03-02T20:23:19.779,Crab Nebula,L,20.0,83.63753956788,22.02048961417,84.03389419341642,22.305530541530867,84.04078912615071,21.745132598286872,83.24277936446221,21.73449948819924,83.23272219229183,22.294856316250264,RA---TAN,DEC--TAN,83.63753956788,22.02048961417,2328.5,1760.5,-0.0001592416170115,2.23307334992e-06,-2.288698743247e-06,-0.0001592485069585,4656,3520 1557 1557 - 2025-03-02T20-23-40_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0056.fits,2025-03-02T20:23:40.370,Crab Nebula,L,20.0,83.63760392523,22.02049040374,84.03402509473973,22.305492226037405,84.04098002356103,21.74508092192716,83.24277722849727,21.73453906353527,83.23265921937677,22.294908949372186,RA---TAN,DEC--TAN,83.63760392523,22.02049040374,2328.5,1760.5,-0.0001592801444352,2.248990047541e-06,-2.269126980557e-06,-0.0001592522627165,4656,3520 1558 1558 - 2025-03-02T20-24-01_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0057.fits,2025-03-02T20:24:01.175,Crab Nebula,L,20.0,83.63758443876,22.02020515265,84.03396006198089,22.305289444487432,84.04084914524024,21.744822552271607,83.24280354133546,21.734171571902955,83.23275173246672,22.29459737468793,RA---TAN,DEC--TAN,83.63758443876,22.02020515265,2328.5,1760.5,-0.0001592491234003,2.231600875471e-06,-2.292535153749e-06,-0.0001592681052597,4656,3520 1559 1559 - 2025-03-02T20-24-21_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0058.fits,2025-03-02T20:24:21.792,Crab Nebula,L,20.0,83.63781348643,22.02046853855,84.03425065640833,22.30550229231612,84.04113796518384,21.745116941302204,83.2429710300456,21.73448519139944,83.23292093276231,22.294829454812582,RA---TAN,DEC--TAN,83.63781348643,22.02046853855,2328.5,1760.5,-0.0001592729981275,2.231137498374e-06,-2.28840362912e-06,-0.0001592449338788,4656,3520 1560 1560 - 2025-03-02T20-24-42_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0059.fits,2025-03-02T20:24:42.382,Crab Nebula,L,20.0,83.63777730843,22.02035335772,84.03428042711779,22.305384974271178,84.0411815303198,21.745001238240555,83.24286914836637,21.73437183572248,83.23280470881103,22.294714408569646,RA---TAN,DEC--TAN,83.63777730843,22.02035335772,2328.5,1760.5,-0.0001593021494566,2.234845704087e-06,-2.287907357631e-06,-0.0001592444655962,4656,3520 1561 1561 - 2025-03-02T20-25-42_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0060.fits,2025-03-02T20:25:42.604,Crab Nebula,L,20.0,83.63500563991,22.02445762198,84.03147035215432,22.309525413051983,84.03840440404272,21.74901239577045,83.24013626139816,21.73843997005961,83.23003766333215,22.29891165747214,RA---TAN,DEC--TAN,83.63500563991,22.02445762198,2328.5,1760.5,-0.0001592888433428,2.243620334827e-06,-2.275684517796e-06,-0.0001592811813184,4656,3520 1562 1562 - 2025-03-02T20-26-03_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0061.fits,2025-03-02T20:26:03.298,Crab Nebula,L,20.0,83.63464840815,22.02443516569,84.03097794078505,22.30946915763244,84.03797880868679,21.748982967020748,83.23991347331157,21.73845196082976,83.22974902204163,22.298896510272744,RA---TAN,DEC--TAN,83.63464840815,22.02443516569,2328.5,1760.5,-0.0001592483827626,2.261096074433e-06,-2.26681917008e-06,-0.0001592735113567,4656,3520 1563 1563 - 2025-03-02T20-27-09_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0062.fits,2025-03-02T20:27:09.957,Crab Nebula,L,20.0,83.63466350336,22.01520166985,84.03104047148162,22.300223762232296,84.03800057704855,21.73978025148322,83.23988051956867,21.7292304517839,83.2297583219113,22.28963253376353,RA---TAN,DEC--TAN,83.63466350336,22.01520166985,2328.5,1760.5,-0.0001592695132536,2.250307686633e-06,-2.270834127379e-06,-0.0001592614130737,4656,3520 1564 1564 - 2025-03-02T20-27-30_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0063.fits,2025-03-02T20:27:30.619,Crab Nebula,L,20.0,83.63467522335,22.01486549978,84.03110618208616,22.299951498463653,84.0380373984632,21.7394392059064,83.2398387960151,21.728830129151486,83.22974484186952,22.28930112792669,RA---TAN,DEC--TAN,83.63467522335,22.01486549978,2328.5,1760.5,-0.0001592855989156,2.242787033077e-06,-2.283554523647e-06,-0.0001592809798111,4656,3520 1565 1565 - 2025-03-02T20-27-51_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0064.fits,2025-03-02T20:27:51.260,Crab Nebula,L,20.0,83.63482455286,22.0149237838,84.0312368507031,22.299964342896647,84.03817606469578,21.73952431461976,83.2400064625661,21.72893393953838,83.22990502467356,22.289332637909627,RA---TAN,DEC--TAN,83.63482455286,22.0149237838,2328.5,1760.5,-0.000159279706447,2.244825431307e-06,-2.279540600028e-06,-0.0001592604379411,4656,3520 1566 1566 - 2025-03-02T20-28-11_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0065.fits,2025-03-02T20:28:11.864,Crab Nebula,L,20.0,83.63533087884,22.01477571641,84.03168614200405,22.29979658767868,84.03863055108334,21.73933611232751,83.24056947156143,21.72880583789748,83.23046317336643,22.289224964798105,RA---TAN,DEC--TAN,83.63533087884,22.01477571641,2328.5,1760.5,-0.0001592582252331,2.246152181457e-06,-2.266630938493e-06,-0.0001592662450042,4656,3520 1567 1567 - 2025-03-02T20-28-32_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0066.fits,2025-03-02T20:28:32.452,Crab Nebula,L,20.0,83.63533669921,22.01488980893,84.0317272490118,22.299943309825267,84.0386926856861,21.73946860971309,83.24054033860247,21.7288871283572,83.23041255754023,22.28932037201535,RA---TAN,DEC--TAN,83.63533669921,22.01488980893,2328.5,1760.5,-0.000159276319909,2.251750530164e-06,-2.277643335549e-06,-0.0001592702730177,4656,3520 1568 1568 - 2025-03-02T20-28-53_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0067.fits,2025-03-02T20:28:53.166,Crab Nebula,L,20.0,83.63525455637,22.01463039608,84.03166475944626,22.29967505144393,84.03860240868295,21.739205034439024,83.24043855174584,21.72863647563886,83.23033857702805,22.289065170814528,RA---TAN,DEC--TAN,83.63525455637,22.01463039608,2328.5,1760.5,-0.0001592789020236,2.244431137791e-06,-2.274852885441e-06,-0.0001592689613887,4656,3520 1569 1569 - 2025-03-02T20-29-13_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0068.fits,2025-03-02T20:29:13.836,Crab Nebula,L,20.0,83.63528358631,22.01451910267,84.03171838167523,22.29955978863832,84.03865022601188,21.739070983317728,83.24044305759945,21.728529037582444,83.23034862551133,22.28897654651863,RA---TAN,DEC--TAN,83.63528358631,22.01451910267,2328.5,1760.5,-0.0001592876794904,2.242938002204e-06,-2.269132829597e-06,-0.0001592743047874,4656,3520 1570 1570 - 2025-03-02T20-29-34_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0069.fits,2025-03-02T20:29:34.416,Crab Nebula,L,20.0,83.63515225321,22.01445817562,84.03153228895069,22.29948093538224,84.03844906583701,21.739056557927604,83.24036615842438,21.72848630083072,83.23028766051102,22.28886946361004,RA---TAN,DEC--TAN,83.63515225321,22.01445817562,2328.5,1760.5,-0.0001592629128899,2.238855098528e-06,-2.275206372289e-06,-0.0001592560057364,4656,3520 1571 1571 - 2025-03-02T20-30-14_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0070.fits,2025-03-02T20:30:14.113,Crab Nebula,L,20.0,83.63766203197,22.01465875123,84.03405670039245,22.29970308433796,84.0410333763865,21.7392154519464,83.24286149979204,21.728665226472287,83.2327223647716,22.289111346944907,RA---TAN,DEC--TAN,83.63766203197,22.01465875123,2328.5,1760.5,-0.0001592804806838,2.254730372587e-06,-2.270934413449e-06,-0.0001592739404867,4656,3520 1572 1572 - 2025-03-02T20-30-34_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0071.fits,2025-03-02T20:30:34.846,Crab Nebula,L,20.0,83.63740640159,22.01442429775,84.03379167108531,22.29949298148956,84.04071353328018,21.739004777353884,83.24261534734059,21.728406475689187,83.23253135022806,22.288853438732662,RA---TAN,DEC--TAN,83.63740640159,22.01442429775,2328.5,1760.5,-0.0001592660350492,2.240250042763e-06,-2.281234080007e-06,-0.0001592741407439,4656,3520 1573 1573 - 2025-03-02T20-30-56_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0072.fits,2025-03-02T20:30:56.065,Crab Nebula,L,20.0,83.63730342493,22.01464350825,84.03363250595292,22.299686561098,84.04053916372969,21.73924559156476,83.24256820716356,21.728651578332407,83.23250014916134,22.28905138854212,RA---TAN,DEC--TAN,83.63730342493,22.01464350825,2328.5,1760.5,-0.0001592403755128,2.236143925796e-06,-2.280304101721e-06,-0.0001592607277437,4656,3520 1574 1574 - 2025-03-02T20-31-16_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0073.fits,2025-03-02T20:31:16.652,Crab Nebula,L,20.0,83.63690000762,22.01452037388,84.03329135197974,22.299550527158257,84.04024358938811,21.73909139154042,83.24210269601242,21.728541049397467,83.23198830334456,22.28895879419505,RA---TAN,DEC--TAN,83.63690000762,22.01452037388,2328.5,1760.5,-0.0001592744351479,2.248253856137e-06,-2.270946645862e-06,-0.000159265859028,4656,3520 1575 1575 - 2025-03-02T20-31-37_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0074.fits,2025-03-02T20:31:37.434,Crab Nebula,L,20.0,83.63695706682,22.01439992329,84.0334016194056,22.29945643740579,84.04029050991785,21.73898711896201,83.24210689892875,21.72839398759686,83.232055642432,22.288822219948752,RA---TAN,DEC--TAN,83.63695706682,22.01439992329,2328.5,1760.5,-0.0001592830995026,2.231594013274e-06,-2.280106923234e-06,-0.0001592687965628,4656,3520 1576 1576 - 2025-03-02T20-31-58_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0075.fits,2025-03-02T20:31:58.035,Crab Nebula,L,20.0,83.63706497271,22.01467507549,84.03346809185433,22.299706093288904,84.04038958772597,21.739255920310416,83.24225595101746,21.72869482483487,83.23217235262514,22.289103756376623,RA---TAN,DEC--TAN,83.63706497271,22.01467507549,2328.5,1760.5,-0.0001592728107204,2.240145198914e-06,-2.273240996232e-06,-0.0001592633331364,4656,3520 1577 1577 - 2025-03-02T20-32-18_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0076.fits,2025-03-02T20:32:18.697,Crab Nebula,L,20.0,83.63697657535,22.01451453682,84.03331536521095,22.299549701937423,84.04024373206552,21.73908978069552,83.24223163365846,21.7285304524325,83.23214161678308,22.288949106531376,RA---TAN,DEC--TAN,83.63697657535,22.01451453682,2328.5,1760.5,-0.0001592487394565,2.24189834262e-06,-2.272864046432e-06,-0.000159266098616,4656,3520 1578 1578 - 2025-03-02T20-32-39_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0077.fits,2025-03-02T20:32:39.363,Crab Nebula,L,20.0,83.63711559098,22.01471043083,84.03349501457096,22.299756108379164,84.04039579970043,21.73930712796044,83.24233025374788,21.72871563289528,83.23226763699634,22.289123476447102,RA---TAN,DEC--TAN,83.63711559098,22.01471043083,2328.5,1760.5,-0.0001592591824693,2.234652490817e-06,-2.279760751662e-06,-0.0001592630084304,4656,3520 1579 1579 - 2025-03-02T20-33-00_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0078.fits,2025-03-02T20:33:00.040,Crab Nebula,L,20.0,83.63694700411,22.01467241948,84.03334340376982,22.299705851327698,84.0402776302828,21.739273709722003,83.24214468802995,21.72868978707958,83.23204846663084,22.289080625802267,RA---TAN,DEC--TAN,83.63694700411,22.01467241948,2328.5,1760.5,-0.0001592726647161,2.243485192789e-06,-2.278151534118e-06,-0.0001592582001474,4656,3520 1580 1580 - 2025-03-02T20-33-20_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0079.fits,2025-03-02T20:33:20.684,Crab Nebula,L,20.0,83.63687496637,22.01471642701,84.03329935119973,22.29976116578066,84.0401958103992,21.7393465058392,83.2420448445614,21.728722352309106,83.23198640996871,22.289095891610305,RA---TAN,DEC--TAN,83.63687496637,22.01471642701,2328.5,1760.5,-0.0001592762030682,2.233531731267e-06,-2.286775162859e-06,-0.0001592532581919,4656,3520 1581 1581 - 2025-03-02T20-34-18_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0080.fits,2025-03-02T20:34:18.298,Crab Nebula,L,20.0,83.63394910289,22.00960642348,84.03031625681673,22.29468909595769,84.03723634213699,21.73416130853772,83.23917578362516,21.723574863820687,83.22909425441911,22.28406142957419,RA---TAN,DEC--TAN,83.63394910289,22.00960642348,2328.5,1760.5,-0.0001592638861873,2.239766949653e-06,-2.278684744569e-06,-0.0001592853921247,4656,3520 1582 1582 - 2025-03-02T20-34-39_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0081.fits,2025-03-02T20:34:39.014,Crab Nebula,L,20.0,83.63409102487,22.00976893231,84.03045260975152,22.29477555985949,84.03741340905685,21.734329444649696,83.23932284159001,21.72381343768569,83.22920091468654,22.284218132781724,RA---TAN,DEC--TAN,83.63409102487,22.00976893231,2328.5,1760.5,-0.0001592696493205,2.250449552112e-06,-2.263573394944e-06,-0.0001592621541589,4656,3520 1583 1583 - 2025-03-02T20-34-59_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0082.fits,2025-03-02T20:34:59.681,Crab Nebula,L,20.0,83.6340691902,22.0098629612,84.03052234095681,22.29490582921189,84.03743969251515,21.734466825397853,83.23921001980095,21.723870784938025,83.2291310158238,22.284268570733506,RA---TAN,DEC--TAN,83.6340691902,22.0098629612,2328.5,1760.5,-0.0001592973022535,2.239070174695e-06,-2.280745858502e-06,-0.0001592601632843,4656,3520 1584 1584 - 2025-03-02T20-35-20_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0083.fits,2025-03-02T20:35:20.388,Crab Nebula,L,20.0,83.6338825794,22.0098971713,84.0302513315915,22.294927651230488,84.03720587913966,21.73448642058652,83.23910740084234,21.723917785926808,83.22899170419109,22.284317626118494,RA---TAN,DEC--TAN,83.6338825794,22.0098971713,2328.5,1760.5,-0.0001592710830071,2.248803338506e-06,-2.274876427907e-06,-0.0001592607703345,4656,3520 1585 1585 - 2025-03-02T20-35-41_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0084.fits,2025-03-02T20:35:41.059,Crab Nebula,L,20.0,83.63378589008,22.00981889302,84.03010168085552,22.294847718158803,84.03703438799023,21.73439784674617,83.23906344383113,21.7238414186438,83.2289700537327,22.28425001336021,RA---TAN,DEC--TAN,83.63378589008,22.00981889302,2328.5,1760.5,-0.0001592457228707,2.242988739693e-06,-2.272241990367e-06,-0.0001592632408399,4656,3520 1586 1586 - 2025-03-02T20-36-01_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0085.fits,2025-03-02T20:36:01.707,Crab Nebula,L,20.0,83.63394476706,22.00949181191,84.0303234328219,22.29452009375889,84.03723740803885,21.734069836307363,83.23915967025367,21.72351459093976,83.22908463715326,22.283923656585685,RA---TAN,DEC--TAN,83.63394476706,22.00949181191,2328.5,1760.5,-0.0001592673983978,2.238107971014e-06,-2.271978923509e-06,-0.0001592633636475,4656,3520 1587 1587 - 2025-03-02T20-36-22_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0086.fits,2025-03-02T20:36:22.315,Crab Nebula,L,20.0,83.63400381735,22.0095992563,84.03035050221932,22.294622894751896,84.03730957079188,21.73415741933317,83.23925055516763,21.723626828121407,83.22913040227023,22.28405089381267,RA---TAN,DEC--TAN,83.63400381735,22.0095992563,2328.5,1760.5,-0.0001592635512761,2.249990576504e-06,-2.266705471611e-06,-0.0001592676572182,4656,3520 1588 1588 - 2025-03-02T20-36-42_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0087.fits,2025-03-02T20:36:42.970,Crab Nebula,L,20.0,83.63396054811,22.00971492928,84.03037767278914,22.29474938241197,84.03731603257943,21.73426533945652,83.23913719974212,21.723731345352057,83.22903715598521,22.28417407116696,RA---TAN,DEC--TAN,83.63396054811,22.00971492928,2328.5,1760.5,-0.0001592873456197,2.244611576008e-06,-2.267426738718e-06,-0.0001592729481631,4656,3520 1589 1589 - 2025-03-02T20-37-03_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0088.fits,2025-03-02T20:37:03.628,Crab Nebula,L,20.0,83.63356198558,22.00984607879,84.02995390357643,22.294838265276223,84.03688619697994,21.73441358281073,83.23876351725168,21.723904877169804,83.22867007497209,22.284288275931114,RA---TAN,DEC--TAN,83.63356198558,22.00984607879,2328.5,1760.5,-0.0001592759607585,2.242940586856e-06,-2.261990385171e-06,-0.0001592560829825,4656,3520 1590 1590 - 2025-03-02T20-37-24_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0089.fits,2025-03-02T20:37:24.212,Crab Nebula,L,20.0,83.63328106085,22.0099044017,84.0296810629174,22.29495092195118,84.0365899002377,21.73447735207069,83.23847484840617,21.723908826345426,83.22840460830699,22.28434122595491,RA---TAN,DEC--TAN,83.63328106085,22.0099044017,2328.5,1760.5,-0.0001592744010994,2.236793247923e-06,-2.27482971192e-06,-0.0001592699921238,4656,3520 1591 1591 - 2025-03-02T20-38-18_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0090.fits,2025-03-02T20:38:18.979,Crab Nebula,L,20.0,83.62874996254,22.00884317841,84.0251076654915,22.293870689057503,84.03205909774398,21.733405032348333,83.23398568781616,21.722866851105813,83.2238732332632,22.28329113565385,RA---TAN,DEC--TAN,83.62874996254,22.00884317841,2328.5,1760.5,-0.0001592672616713,2.24798245483e-06,-2.268332083608e-06,-0.0001592677142169,4656,3520 1592 1592 - 2025-03-02T20-38-39_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0091.fits,2025-03-02T20:38:39.661,Crab Nebula,L,20.0,83.62872607237,22.0090010397,84.02512230857528,22.29406097040115,84.03203403707577,21.733560301437823,83.23392361303912,21.722992102902293,83.22385049087711,22.283451589178465,RA---TAN,DEC--TAN,83.62872607237,22.0090010397,2328.5,1760.5,-0.0001592744935254,2.237568050622e-06,-2.274760735231e-06,-0.000159277691477,4656,3520 1593 1593 - 2025-03-02T20-39-00_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0092.fits,2025-03-02T20:39:00.278,Crab Nebula,L,20.0,83.62873165257,22.00880573096,84.02510247631307,22.29382718891392,84.03203821261158,21.73337088730645,83.23395427326709,21.72283539472606,83.22385753024462,22.283250399833307,RA---TAN,DEC--TAN,83.62873165257,22.00880573096,2328.5,1760.5,-0.0001592693994299,2.243845503427e-06,-2.267746457617e-06,-0.0001592650664878,4656,3520 1594 1594 - 2025-03-02T20-39-20_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0093.fits,2025-03-02T20:39:20.955,Crab Nebula,L,20.0,83.62855476508,22.00874565618,84.02496677592043,22.29379830917272,84.03185464957073,21.73331587990111,83.23373653377558,21.722743930167454,83.22368737783864,22.28318529268814,RA---TAN,DEC--TAN,83.62855476508,22.00874565618,2328.5,1760.5,-0.0001592763014637,2.231272267497e-06,-2.275554337693e-06,-0.0001592725245737,4656,3520 1595 1595 - 2025-03-02T20-39-41_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0094.fits,2025-03-02T20:39:41.646,Crab Nebula,L,20.0,83.62866812117,22.00886531657,84.02506191706655,22.293887836043982,84.03197361891225,21.733443020419063,83.23386787304757,21.722893806809783,83.22379513224178,22.2832974411893,RA---TAN,DEC--TAN,83.62866812117,22.00886531657,2328.5,1760.5,-0.0001592736790557,2.237516383841e-06,-2.270681985546e-06,-0.0001592618189316,4656,3520 1596 1596 - 2025-03-02T20-40-02_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0095.fits,2025-03-02T20:40:02.219,Crab Nebula,L,20.0,83.62876512406,22.00870298578,84.02509963183832,22.293747350999286,84.03201496807458,21.733286689127773,83.2340240336147,21.722709919954347,83.22394805143605,22.28312939007506,RA---TAN,DEC--TAN,83.62876512406,22.00870298578,2328.5,1760.5,-0.0001592509545108,2.238424787228e-06,-2.276602931585e-06,-0.0001592663195977,4656,3520 1597 1597 - 2025-03-02T20-40-22_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0096.fits,2025-03-02T20:40:22.873,Crab Nebula,L,20.0,83.62881290724,22.00881593661,84.02524607441977,22.29387569715534,84.0321145606059,21.733417970761565,83.23397365015532,21.72280699943851,83.22394392045393,22.28322375191924,RA---TAN,DEC--TAN,83.62881290724,22.00881593661,2328.5,1760.5,-0.0001592807588425,2.226158066912e-06,-2.283927637697e-06,-0.0001592655177958,4656,3520 1598 1598 - 2025-03-02T20-40-43_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0097.fits,2025-03-02T20:40:43.562,Crab Nebula,L,20.0,83.62877762691,22.00886603257,84.02523957819723,22.29392263642384,84.0321811629251,21.733431041894868,83.23390968825089,21.72286011250026,83.22380614746136,22.283310370060068,RA---TAN,DEC--TAN,83.62877762691,22.00886603257,2328.5,1760.5,-0.0001593067787999,2.245510689055e-06,-2.275363774759e-06,-0.0001592750922959,4656,3520 1599 1599 - 2025-03-02T20-41-04_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0098.fits,2025-03-02T20:41:04.176,Crab Nebula,L,20.0,83.62903156755,22.00885689249,84.02542480459903,22.293897666133635,84.03233675773872,21.73342759706956,83.23423197703187,21.722867131767533,83.22415884804606,22.283296018094127,RA---TAN,DEC--TAN,83.62903156755,22.00885689249,2328.5,1760.5,-0.0001592735098609,2.237600792798e-06,-2.273099382034e-06,-0.0001592689953698,4656,3520 1600 1600 - 2025-03-02T20-41-24_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0099.fits,2025-03-02T20:41:24.799,Crab Nebula,L,20.0,83.62921995076,22.00875168402,84.02560702251611,22.293786337479155,84.03251679477145,21.733312840110464,83.23442645815913,21.72276807650613,83.22435556349917,22.283200402744512,RA---TAN,DEC--TAN,83.62921995076,22.00875168402,2328.5,1760.5,-0.0001592707458237,2.237020754253e-06,-2.269724905753e-06,-0.0001592699711512,4656,3520 1601 1601 - 2025-03-02T20-42-16_Crab Nebula_LIGHT-L_-20.50_ZWO ASI1600MM Pro_20.00s_139_1x1_0100.fits,2025-03-02T20:42:16.886,Crab Nebula,L,20.0,83.62564757485,22.00591045744,84.02202738396672,22.29095609548973,84.02899165028997,21.7304653757558,83.23086114952302,21.71991599711064,83.22073596150845,22.280365284128653,RA---TAN,DEC--TAN,83.62564757485,22.00591045744,2328.5,1760.5,-0.0001592819181388,2.251397275434e-06,-2.270744073154e-06,-0.0001592748287106,4656,3520 1602 1602 - 2025-03-02T20-42-37_Crab Nebula_LIGHT-L_-20.50_ZWO ASI1600MM Pro_20.00s_139_1x1_0101.fits,2025-03-02T20:42:37.500,Crab Nebula,L,20.0,83.62599507361,22.00582119822,84.02242904169725,22.29087426860523,84.02937499223893,21.730370904662724,83.231154742001,21.719819049399785,83.22104745554536,22.28028106391584,RA---TAN,DEC--TAN,83.62599507361,22.00582119822,2328.5,1760.5,-0.0001592999360343,2.24662744964e-06,-2.271267325288e-06,-0.0001592784347186,4656,3520 1603 1603 - 2025-03-02T20-43-31_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0102.fits,2025-03-02T20:43:31.064,Crab Nebula,L,20.0,83.63133170324,22.0167985967,84.02777179082004,22.30184038312821,84.03465984359542,21.741409534848174,83.2364860921746,21.73080732811245,83.22643554881037,22.29119709100668,RA---TAN,DEC--TAN,83.63133170324,22.0167985967,2328.5,1760.5,-0.0001592784518837,2.231351969931e-06,-2.282056539642e-06,-0.0001592578639118,4656,3520 1604 1604 - 2025-03-02T20-43-51_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0103.fits,2025-03-02T20:43:51.722,Crab Nebula,L,20.0,83.63161405127,22.01669583275,84.02801976079361,22.301706902909647,84.0349913604128,21.741239434040533,83.2368025001381,21.73073544818585,83.22666816080259,22.29116142514018,RA---TAN,DEC--TAN,83.63161405127,22.01669583275,2328.5,1760.5,-0.0001592816013227,2.253397385248e-06,-2.260998497388e-06,-0.0001592682133127,4656,3520 1605 1605 - 2025-03-02T20-44-12_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0104.fits,2025-03-02T20:44:12.314,Crab Nebula,L,20.0,83.63166840699,22.01655578965,84.02814052500655,22.301629239745107,84.03504658809901,21.741113845477607,83.23679105179664,21.73053271266606,83.2267217348367,22.291006928458508,RA---TAN,DEC--TAN,83.63166840699,22.01655578965,2328.5,1760.5,-0.0001592950894236,2.236201310866e-06,-2.2775390388e-06,-0.0001592818782097,4656,3520 1606 1606 - 2025-03-02T20-44-32_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0105.fits,2025-03-02T20:44:32.990,Crab Nebula,L,20.0,83.63170053091,22.0163661165,84.02806801998365,22.301363219610263,84.03503511059252,21.74093280676576,83.23692694181612,21.73041989308452,83.22679769340334,22.290808841991925,RA---TAN,DEC--TAN,83.63170053091,22.0163661165,2328.5,1760.5,-0.0001592658431036,2.252138025306e-06,-2.262913512542e-06,-0.0001592576857244,4656,3520 1607 1607 - 2025-03-02T20-44-53_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0106.fits,2025-03-02T20:44:53.749,Crab Nebula,L,20.0,83.63156946872,22.01632077607,84.02794791870252,22.301352259909503,84.03488631499725,21.740859078473168,83.23678515089496,21.73034012143788,83.226684274659,22.29079197776129,RA---TAN,DEC--TAN,83.63156946872,22.01632077607,2328.5,1760.5,-0.0001592645309077,2.244621370429e-06,-2.264197127161e-06,-0.0001592755433017,4656,3520 1608 1608 - 2025-03-02T20-45-14_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0107.fits,2025-03-02T20:45:14.449,Crab Nebula,L,20.0,83.63137307069,22.01648381,84.0277248413561,22.30152032901617,84.03466908936109,21.741070419150617,83.23661536562643,21.730498242471207,83.22650904814057,22.29090680205435,RA---TAN,DEC--TAN,83.63137307069,22.01648381,2328.5,1760.5,-0.0001592548583636,2.246106553286e-06,-2.275633126394e-06,-0.0001592632421217,4656,3520 1609 1609 - 2025-03-02T20-45-35_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0108.fits,2025-03-02T20:45:35.092,Crab Nebula,L,20.0,83.63147824746,22.01644875039,84.02788683522157,22.301514456982005,84.0348146981809,21.741024258608057,83.2366641144174,21.7304337247614,83.22657357555062,22.290882645891053,RA---TAN,DEC--TAN,83.63147824746,22.01644875039,2328.5,1760.5,-0.0001592742492923,2.241870265181e-06,-2.279569135965e-06,-0.0001592747028497,4656,3520 1610 1610 - 2025-03-02T20-45-55_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0109.fits,2025-03-02T20:45:55.733,Crab Nebula,L,20.0,83.63158174295,22.01621342191,84.02797512831185,22.30126159128811,84.03487401301743,21.740789549404298,83.23678263440326,21.730216014091976,83.22672144493325,22.29064692360604,RA---TAN,DEC--TAN,83.63158174295,22.01621342191,2328.5,1760.5,-0.0001592626852309,2.234190387562e-06,-2.275901934153e-06,-0.0001592695630511,4656,3520 1611 1611 - 2025-03-02T20-46-45_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0110.fits,2025-03-02T20:46:45.289,Crab Nebula,L,20.0,83.63716359164,22.01495318823,84.03359268018043,22.300040041581408,84.04047966531753,21.73952887898581,83.24232903873292,21.728916968913364,83.2322794946113,22.289387055059425,RA---TAN,DEC--TAN,83.63716359164,22.01495318823,2328.5,1760.5,-0.0001592759272685,2.231108775447e-06,-2.284140190986e-06,-0.0001592806891116,4656,3520 1612 1612 - 2025-03-02T20-47-05_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0111.fits,2025-03-02T20:47:05.925,Crab Nebula,L,20.0,83.63703353255,22.01531214089,84.03349884531116,22.30036036886153,84.04042996468208,21.73984858306514,83.24216271506016,21.729314360691497,83.23206851315354,22.28978484812286,RA---TAN,DEC--TAN,83.63703353255,22.01531214089,2328.5,1760.5,-0.0001592988034631,2.242799625543e-06,-2.267473817289e-06,-0.0001592808358052,4656,3520 1613 1613 - 2025-03-02T20-47-26_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0112.fits,2025-03-02T20:47:26.507,Crab Nebula,L,20.0,83.63678574065,22.01523660235,84.0332462306519,22.30036631101996,84.04010712431602,21.73978697359725,83.24192017452397,21.729157368221586,83.23189614603716,22.289695752063142,RA---TAN,DEC--TAN,83.63678574065,22.01523660235,2328.5,1760.5,-0.0001592829002901,2.224306101073e-06,-2.287928727778e-06,-0.0001593000812175,4656,3520 1614 1614 - 2025-03-02T20-47-47_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0113.fits,2025-03-02T20:47:47.178,Crab Nebula,L,20.0,83.63673077698,22.01528600477,84.03315769393005,22.300362947808587,84.0400731321029,21.73983836663268,83.2418983583027,21.729259694689283,83.23182013714663,22.28974305911344,RA---TAN,DEC--TAN,83.63673077698,22.01528600477,2328.5,1760.5,-0.0001592803847903,2.238629269115e-06,-2.277014403125e-06,-0.0001592844827691,4656,3520 1615 1615 - 2025-03-02T20-48-07_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0114.fits,2025-03-02T20:48:07.808,Crab Nebula,L,20.0,83.6366473423,22.01526654653,84.03308993077123,22.300339411709896,84.03999158317377,21.739826385766943,83.24179929106054,21.72924423985508,83.23173485367688,22.2897161150409,RA---TAN,DEC--TAN,83.6366473423,22.01526654653,2328.5,1760.5,-0.0001592838959664,2.234997817492e-06,-2.277753738964e-06,-0.0001592812084898,4656,3520 1616 1616 - 2025-03-02T20-48-28_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0115.fits,2025-03-02T20:48:28.410,Crab Nebula,L,20.0,83.6364163986,22.0153871741,84.03287207007365,22.30042927931329,84.03980188872787,21.739935017284704,83.24155515537473,21.72939556020131,83.23146242285013,22.289848531535743,RA---TAN,DEC--TAN,83.6364163986,22.0153871741,2328.5,1760.5,-0.0001592946161759,2.242433537998e-06,-2.268597589952e-06,-0.0001592758566977,4656,3520 1617 1617 - 2025-03-02T20-48-49_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0116.fits,2025-03-02T20:48:49.038,Crab Nebula,L,20.0,83.63607454274,22.01524628902,84.03250890444492,22.300309257416284,84.03939537882029,21.73979263187572,83.24123462829449,21.729233919090564,83.23118547405004,22.28970946940955,RA---TAN,DEC--TAN,83.63607454274,22.01524628902,2328.5,1760.5,-0.0001592776261941,2.230985365758e-06,-2.272711522933e-06,-0.000159282241868,4656,3520 1618 1618 - 2025-03-02T20-49-09_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0117.fits,2025-03-02T20:49:09.659,Crab Nebula,L,20.0,83.63603073111,22.01538542134,84.03242377903875,22.30041932014397,84.03936618968689,21.739964774030785,83.24123181287561,21.7294023137405,83.2311271609556,22.28981551553207,RA---TAN,DEC--TAN,83.63603073111,22.01538542134,2328.5,1760.5,-0.0001592721734844,2.245662514049e-06,-2.273545101787e-06,-0.0001592645613044,4656,3520 1619 1619 - 2025-03-02T20-49-30_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0118.fits,2025-03-02T20:49:30.349,Crab Nebula,L,20.0,83.63586373161,22.01524607859,84.03228930107161,22.30028561253803,84.0391982031244,21.739789220500885,83.24103244331842,21.72925718491344,83.23096095638316,22.289712392914662,RA---TAN,DEC--TAN,83.63586373161,22.01524607859,2328.5,1760.5,-0.0001592786147092,2.236881638348e-06,-2.266991899643e-06,-0.0001592764763842,4656,3520 1620 1620 - 2025-03-02T20-49-50_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0119.fits,2025-03-02T20:49:50.996,Crab Nebula,L,20.0,83.63558190393,22.01527173306,84.03202326147273,22.300319473076776,84.03893247743446,21.73985118042613,83.24073493904552,21.72927455693057,83.23066316979697,22.28970166242416,RA---TAN,DEC--TAN,83.63558190393,22.01527173306,2328.5,1760.5,-0.0001592849120529,2.236959914919e-06,-2.27657119283e-06,-0.0001592684908193,4656,3520 1621 1621 - 2025-03-02T20-50-47_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0120.fits,2025-03-02T20:50:47.392,Crab Nebula,L,20.0,83.6304795788,22.01044824576,84.02689719970087,22.29548496137379,84.0337971309676,21.73501822630456,83.23565580747764,21.72446237200386,83.22559431991394,22.28488797745701,RA---TAN,DEC--TAN,83.6304795788,22.01044824576,2328.5,1760.5,-0.0001592790378874,2.234458367874e-06,-2.272103168697e-06,-0.0001592680558021,4656,3520 1622 1622 - 2025-03-02T20-51-08_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0121.fits,2025-03-02T20:51:08.050,Crab Nebula,L,20.0,83.63032108536,22.01035409086,84.02681744788428,22.295395457112672,84.03373146375718,21.73493973773088,83.2354189084326,21.72436319263553,83.22534273768119,22.28477770394568,RA---TAN,DEC--TAN,83.63032108536,22.01035409086,2328.5,1760.5,-0.0001593133083687,2.238249719e-06,-2.27655656864e-06,-0.0001592649158218,4656,3520 1623 1623 - 2025-03-02T20-51-28_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0122.fits,2025-03-02T20:51:28.704,Crab Nebula,L,20.0,83.63038790724,22.01058849771,84.0268542476074,22.295646510918367,84.03376151015847,21.73511960186988,83.235515742872,21.72458108854751,83.22544614732689,22.285066824937065,RA---TAN,DEC--TAN,83.63038790724,22.01058849771,2328.5,1760.5,-0.0001592997600014,2.236490043459e-06,-2.268382330011e-06,-0.0001592851512644,4656,3520 1624 1624 - 2025-03-02T20-51-49_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0123.fits,2025-03-02T20:51:49.389,Crab Nebula,L,20.0,83.63051407672,22.01033440318,84.02691530377314,22.29535196490317,84.03380936748455,21.734906170158848,83.23570651730114,21.724367765441432,83.22565118462973,22.284772461876752,RA---TAN,DEC--TAN,83.63051407672,22.01033440318,2328.5,1760.5,-0.0001592714743504,2.232876309603e-06,-2.268351096964e-06,-0.0001592621089409,4656,3520 1625 1625 - 2025-03-02T20-52-10_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0124.fits,2025-03-02T20:52:10.090,Crab Nebula,L,20.0,83.63073449325,22.01055445309,84.02717912397182,22.29562132458546,84.03403287738783,21.73514495261828,83.2358839975774,21.724538290890017,83.2258685854865,22.28497375639652,RA---TAN,DEC--TAN,83.63073449325,22.01055445309,2328.5,1760.5,-0.0001592804337159,2.222303782478e-06,-2.282994656968e-06,-0.0001592708262593,4656,3520 1626 1626 - 2025-03-02T20-52-30_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0125.fits,2025-03-02T20:52:30.741,Crab Nebula,L,20.0,83.63071512374,22.01056844377,84.0271053959326,22.295588352231427,84.03400509910394,21.73515382074273,83.23591850678697,21.7245995038026,83.22585762694798,22.28499291034791,RA---TAN,DEC--TAN,83.63071512374,22.01056844377,2328.5,1760.5,-0.0001592679640291,2.234346343468e-06,-2.27177238783e-06,-0.0001592589041472,4656,3520 1627 1627 - 2025-03-02T20-52-51_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0126.fits,2025-03-02T20:52:51.475,Crab Nebula,L,20.0,83.63070122417,22.01080646043,84.02720317293279,22.29583960556901,84.03413572071196,21.735350124321045,83.23579347392173,21.72482374102446,83.225698389358,22.285271921164057,RA---TAN,DEC--TAN,83.63070122417,22.01080646043,2328.5,1760.5,-0.0001593187516035,2.243175371237e-06,-2.265790012557e-06,-0.0001592744975131,4656,3520 1628 1628 - 2025-03-02T20-53-12_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0127.fits,2025-03-02T20:53:12.073,Crab Nebula,L,20.0,83.63042476107,22.01045192678,84.02689009812399,22.29553967863268,84.0337565888635,21.7350638779931,83.23555375074267,21.724414788833776,83.22552541077602,22.284849618158447,RA---TAN,DEC--TAN,83.63042476107,22.01045192678,2328.5,1760.5,-0.0001592913150353,2.225686558598e-06,-2.29211635103e-06,-0.000159270655209,4656,3520 1629 1629 - 2025-03-02T20-53-32_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0128.fits,2025-03-02T20:53:32.715,Crab Nebula,L,20.0,83.63062186518,22.01075782227,84.0270551424599,22.295812720691973,84.03394174699332,21.735306517320165,83.23578262670746,21.72475368042006,83.22573412161991,22.285218816590504,RA---TAN,DEC--TAN,83.63062186518,22.01075782227,2328.5,1760.5,-0.0001592822688281,2.230987626666e-06,-2.271448327474e-06,-0.0001592792811596,4656,3520 1630 1630 - 2025-03-02T20-53-53_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0129.fits,2025-03-02T20:53:53.498,Crab Nebula,L,20.0,83.63052223573,22.01057690252,84.02692715355246,22.29563285160857,84.03382620959822,21.735144397858623,83.2357112336867,21.72457185199032,83.22565058339548,22.28501918143915,RA---TAN,DEC--TAN,83.63052223573,22.01057690252,2328.5,1760.5,-0.0001592736492704,2.234230784686e-06,-2.275688506212e-06,-0.000159274228435,4656,3520 1631 1631 - 2025-03-02T20-54-45_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0130.fits,2025-03-02T20:54:45.556,Crab Nebula,L,20.0,83.62498981489,22.0099297616,84.02133932143866,22.29497097533753,84.0282396297979,21.73450229596542,83.23023386673964,21.723939733597867,83.22017261104212,22.28436729075934,RA---TAN,DEC--TAN,83.62498981489,22.0099297616,2328.5,1760.5,-0.0001592525596429,2.234485649472e-06,-2.273543479704e-06,-0.00015926860808,4656,3520 1632 1632 - 2025-03-02T20-55-06_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0131.fits,2025-03-02T20:55:06.211,Crab Nebula,L,20.0,83.62481432252,22.00970184358,84.02119069517501,22.294679163051125,84.02808912503495,21.73431608904606,83.2300312424848,21.723775588125434,83.21997229052104,22.284097547729534,RA---TAN,DEC--TAN,83.62481432252,22.00970184358,2328.5,1760.5,-0.0001592631545437,2.233938237714e-06,-2.268803120576e-06,-0.0001592385981917,4656,3520 1633 1633 - 2025-03-02T20-55-26_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0132.fits,2025-03-02T20:55:26.792,Crab Nebula,L,20.0,83.62475713513,22.0099945738,84.02123130154534,22.29503476793794,84.02811551761587,21.73460853113252,83.22987702947839,21.724004966241846,83.21983117481356,22.28439014512789,RA---TAN,DEC--TAN,83.62475713513,22.0099945738,2328.5,1760.5,-0.0001592989087875,2.230336006268e-06,-2.282345400799e-06,-0.0001592565579252,4656,3520 1634 1634 - 2025-03-02T20-55-47_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0133.fits,2025-03-02T20:55:47.469,Crab Nebula,L,20.0,83.62484077133,22.00959864696,84.02121239985104,22.29461116200428,84.02812179626831,21.73420497824893,83.2300626040968,21.723637222635872,83.21999245573349,22.28400223833433,RA---TAN,DEC--TAN,83.62484077133,22.00959864696,2328.5,1760.5,-0.0001592635541428,2.236859619448e-06,-2.274664017743e-06,-0.0001592508417433,4656,3520 1635 1635 - 2025-03-02T20-56-08_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0134.fits,2025-03-02T20:56:08.048,Crab Nebula,L,20.0,83.62523506974,22.00994780809,84.02168243217734,22.295012124108965,84.02852517746764,21.7345274304804,83.23038179059759,21.723934208935063,83.22037745609603,22.28437805083671,RA---TAN,DEC--TAN,83.62523506974,22.00994780809,2328.5,1760.5,-0.000159280014482,2.21940376035e-06,-2.280101462221e-06,-0.0001592731988767,4656,3520 1636 1636 - 2025-03-02T20-56-28_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0135.fits,2025-03-02T20:56:28.753,Crab Nebula,L,20.0,83.62532892701,22.00977390005,84.02180004428409,22.29487762424584,84.02864969288981,21.73432409356046,83.2304521945235,21.72372078541341,83.22044038205738,22.284233426975,RA---TAN,DEC--TAN,83.62532892701,22.00977390005,2328.5,1760.5,-0.0001592910446747,2.221301070724e-06,-2.282272372083e-06,-0.000159292756575,4656,3520 1637 1637 - 2025-03-02T20-56-49_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0136.fits,2025-03-02T20:56:49.426,Crab Nebula,L,20.0,83.62539993745,22.00987876629,84.0218383791484,22.294944215422888,84.02872192977428,21.734470158519084,83.23055554384779,21.723864079110555,83.22051038841259,22.28429708527804,RA---TAN,DEC--TAN,83.62539993745,22.00987876629,2328.5,1760.5,-0.0001592846745005,2.230158037134e-06,-2.282884835595e-06,-0.0001592701480187,4656,3520 1638 1638 - 2025-03-02T20-57-10_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0137.fits,2025-03-02T20:57:10.098,Crab Nebula,L,20.0,83.62536688181,22.01002021,84.02188425308859,22.295121208992448,84.02874947761917,21.73455008107392,83.2304440864676,21.723969590597548,83.22041613191954,22.2844997465716,RA---TAN,DEC--TAN,83.62536688181,22.01002021,2328.5,1760.5,-0.0001593123137517,2.225475590192e-06,-2.277379168219e-06,-0.0001592977467285,4656,3520 1639 1639 - 2025-03-02T20-57-30_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0138.fits,2025-03-02T20:57:30.896,Crab Nebula,L,20.0,83.62513132373,22.00974034687,84.02160354409415,22.294809947030675,84.02844513709316,21.73432582774649,83.23025329978543,21.723721351672783,83.22024996246162,22.28416462226937,RA---TAN,DEC--TAN,83.62513132373,22.00974034687,2328.5,1760.5,-0.0001592899132118,2.219123892798e-06,-2.282518992293e-06,-0.0001592730365603,4656,3520 1640 1640 - 2025-03-02T20-57-51_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0139.fits,2025-03-02T20:57:51.520,Crab Nebula,L,20.0,83.62492665999,22.00991551988,84.02133904715782,22.294944602739967,84.02818940274855,21.73451533936585,83.23010801615126,21.723937321999127,83.22009663520726,22.284325701338496,RA---TAN,DEC--TAN,83.62492665999,22.00991551988,2328.5,1760.5,-0.0001592676458228,2.221335026635e-06,-2.27683850891e-06,-0.0001592574412129,4656,3520 1641 1641 - 2025-03-02T20-58-23_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0140.fits,2025-03-02T20:58:23.984,Crab Nebula,L,20.0,83.62527319567,22.01081724654,84.02168044508144,22.29586102841934,84.02855378891809,21.73541007505674,83.23045982288463,21.72482434369842,83.22042514029535,22.28523429880113,RA---TAN,DEC--TAN,83.62527319567,22.01081724654,2328.5,1760.5,-0.0001592691691855,2.227418947316e-06,-2.278507832576e-06,-0.000159263589082,4656,3520 1642 1642 - 2025-03-02T20-58-44_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0141.fits,2025-03-02T20:58:44.538,Crab Nebula,L,20.0,83.62527807971,22.01063004094,84.02167993800992,22.29567484635697,84.02853584460203,21.735232513815458,83.2304700670149,21.72463614677173,83.22045301093934,22.28503756779809,RA---TAN,DEC--TAN,83.62527807971,22.01063004094,2328.5,1760.5,-0.0001592637463163,2.222802762242e-06,-2.280783538534e-06,-0.000159261151225,4656,3520 1643 1643 - 2025-03-02T20-59-05_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0142.fits,2025-03-02T20:59:05.187,Crab Nebula,L,20.0,83.6250378895,22.01069478308,84.0213649878134,22.295747352974413,84.02823165204016,21.735321816645435,83.23030438363232,21.72469348028527,83.22027720611173,22.285078061489244,RA---TAN,DEC--TAN,83.6250378895,22.01069478308,2328.5,1760.5,-0.0001592360228057,2.225552316525e-06,-2.287656205131e-06,-0.0001592563704474,4656,3520 1644 1644 - 2025-03-02T20-59-25_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0143.fits,2025-03-02T20:59:25.839,Crab Nebula,L,20.0,83.62479525383,22.01051355436,84.02115746367036,22.2955488099711,84.02804700099739,21.73506917342516,83.2300266671358,21.724529403686343,83.2199759676202,22.284967968108297,RA---TAN,DEC--TAN,83.62479525383,22.01051355436,2328.5,1760.5,-0.0001592548271816,2.231666827429e-06,-2.268641567482e-06,-0.000159271729206,4656,3520 1645 1645 - 2025-03-02T20-59-46_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0144.fits,2025-03-02T20:59:46.450,Crab Nebula,L,20.0,83.62491854022,22.01072402644,84.02129615356944,22.295781545544312,84.02815968013066,21.735310945382267,83.23013475301293,21.72471753164414,83.22011006456003,22.285147185261884,RA---TAN,DEC--TAN,83.62491854022,22.01072402644,2328.5,1760.5,-0.0001592555055232,2.224810545138e-06,-2.28015277729e-06,-0.0001592691790945,4656,3520 1646 1646 - 2025-03-02T21-00-07_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0145.fits,2025-03-02T21:00:07.070,Crab Nebula,L,20.0,83.62485188064,22.01071595854,84.02125149836681,22.295707329986627,84.0281498484276,21.73525128449916,83.23004580866652,21.72477550542657,83.21998606290597,22.28519043088165,RA---TAN,DEC--TAN,83.62485188064,22.01071595854,2328.5,1760.5,-0.0001592712951033,2.234016142169e-06,-2.254899335328e-06,-0.0001592650189703,4656,3520 1647 1647 - 2025-03-02T21-00-27_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0146.fits,2025-03-02T21:00:27.717,Crab Nebula,L,20.0,83.62489104364,22.0105394785,84.02130791997334,22.29557883444214,84.02818828027073,21.73511508485281,83.2300680358898,21.72455096490604,83.22002620392308,22.28497368094714,RA---TAN,DEC--TAN,83.62489104364,22.0105394785,2328.5,1760.5,-0.0001592747285145,2.229289404767e-06,-2.273868726406e-06,-0.0001592672208206,4656,3520 1648 1648 - 2025-03-02T21-00-48_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0147.fits,2025-03-02T21:00:48.439,Crab Nebula,L,20.0,83.62473124291,22.01046143887,84.02119413834835,22.29552310139705,84.02802398465276,21.735041071502643,83.22986251974108,21.72445040126892,83.21987094463971,22.28489163997147,RA---TAN,DEC--TAN,83.62473124291,22.01046143887,2328.5,1760.5,-0.0001592830518443,2.216015587335e-06,-2.279546948415e-06,-0.0001592724506608,4656,3520 1649 1649 - 2025-03-02T21-01-09_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0148.fits,2025-03-02T21:01:09.054,Crab Nebula,L,20.0,83.62463206967,22.01080339661,84.02100238379359,22.295838948667047,84.02787558867418,21.735369344151152,83.22985543621886,21.72481890081193,83.21982107965556,22.285247512005903,RA---TAN,DEC--TAN,83.62463206967,22.01080339661,2328.5,1760.5,-0.0001592544643373,2.227357784121e-06,-2.270926264868e-06,-0.0001592688894478,4656,3520 1650 1650 - 2025-03-02T21-01-29_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0149.fits,2025-03-02T21:01:29.687,Crab Nebula,L,20.0,83.62449386463,22.01061206909,84.02096197807262,22.295650307343127,84.0278176163293,21.735136897216808,83.22961982603915,21.72462442532229,83.21960211132028,22.285096916237983,RA---TAN,DEC--TAN,83.62449386463,22.01061206909,2328.5,1760.5,-0.0001592901521976,2.222854257773e-06,-2.26276091907e-06,-0.0001592813506161,4656,3520 1651 1651 - 2025-03-02T21-02-08_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0150.fits,2025-03-02T21:02:08.635,Crab Nebula,L,20.0,83.62635430189,22.01171059754,84.02270187426919,22.296693535238862,84.02959605317595,21.73627049766776,83.23160009790719,21.72577879336648,83.2215449804203,22.28616073633177,RA---TAN,DEC--TAN,83.62635430189,22.01171059754,2328.5,1760.5,-0.0001592486043928,2.232841289091e-06,-2.258317894097e-06,-0.0001592556411685,4656,3520 1652 1652 - 2025-03-02T21-02-29_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0151.fits,2025-03-02T21:02:29.362,Crab Nebula,L,20.0,83.62627592294,22.01141341497,84.0227326851459,22.296458474813733,84.02959914079642,21.73599409059024,83.23141329191655,21.72541897674223,83.22138496147468,22.28584238920777,RA---TAN,DEC--TAN,83.62627592294,22.01141341497,2328.5,1760.5,-0.0001592868531603,2.225665362206e-06,-2.276224048009e-06,-0.0001592674105948,4656,3520 1653 1653 - 2025-03-02T21-02-49_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0152.fits,2025-03-02T21:02:49.924,Crab Nebula,L,20.0,83.62637997782,22.01158335328,84.02279727432446,22.296612656853288,84.0296930532719,21.736134327787656,83.2315565790919,21.72560485432124,83.22149901495297,22.28604207191204,RA---TAN,DEC--TAN,83.62637997782,22.01158335328,2328.5,1760.5,-0.0001592768191145,2.233376539901e-06,-2.266433772727e-06,-0.0001592713531754,4656,3520 1654 1654 - 2025-03-02T21-03-10_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0153.fits,2025-03-02T21:03:10.809,Crab Nebula,L,20.0,83.62663512989,22.01139041109,84.0230900040536,22.296455229237683,84.03000731940423,21.73590623575541,83.23177448754603,21.725376224649693,83.22169463833761,22.285883995693418,RA---TAN,DEC--TAN,83.62663512989,22.01139041109,2328.5,1760.5,-0.0001592963022211,2.23915243493e-06,-2.266561045803e-06,-0.0001592914201377,4656,3520 1655 1655 - 2025-03-02T21-03-31_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0154.fits,2025-03-02T21:03:31.493,Crab Nebula,L,20.0,83.62715367937,22.0117229323,84.0235437253117,22.29680191752636,84.03039790848912,21.73628184045756,83.23235770922804,21.725694878089858,83.22234186383112,22.286174050438564,RA---TAN,DEC--TAN,83.62715367937,22.0117229323,2328.5,1760.5,-0.0001592574745637,2.22239906943e-06,-2.27876238827e-06,-0.0001592832458005,4656,3520 1656 1656 - 2025-03-02T21-03-52_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0155.fits,2025-03-02T21:03:52.080,Crab Nebula,L,20.0,83.62732980138,22.01171887876,84.02373218556303,22.296757220882817,84.03062883741634,21.73628263903606,83.23252131601483,21.725731408164272,83.22246299467902,22.286164875872945,RA---TAN,DEC--TAN,83.62732980138,22.01171887876,2328.5,1760.5,-0.000159270888684,2.233589200492e-06,-2.271108262568e-06,-0.0001592702876132,4656,3520 1657 1657 - 2025-03-02T21-04-12_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0156.fits,2025-03-02T21:04:12.753,Crab Nebula,L,20.0,83.62784205625,22.01175634879,84.024315214089,22.29680843496224,84.03116972999929,21.73640825110374,83.23296316232879,21.72575479410885,83.22294700158317,22.28611406311416,RA---TAN,DEC--TAN,83.62784205625,22.01175634879,2328.5,1760.5,-0.0001592905715766,2.222484164308e-06,-2.293048724274e-06,-0.0001592491740862,4656,3520 1658 1658 - 2025-03-02T21-04-33_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0157.fits,2025-03-02T21:04:33.433,Crab Nebula,L,20.0,83.62833386807,22.01181684651,84.02473139153398,22.29679691820328,84.03165507764128,21.736389406759898,83.2335299070052,21.725887665500228,83.22344484451015,22.286253931359017,RA---TAN,DEC--TAN,83.62833386807,22.01181684651,2328.5,1760.5,-0.0001592742647948,2.240671597862e-06,-2.260490171597e-06,-0.0001592512086711,4656,3520 1659 1659 - 2025-03-02T21-04-53_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0158.fits,2025-03-02T21:04:53.995,Crab Nebula,L,20.0,83.62870845377,22.01177820674,84.02518997681172,22.296843422963804,84.03207874820565,21.73634819864915,83.23382130331126,21.725763481371946,83.22377014360089,22.286217620215247,RA---TAN,DEC--TAN,83.62870845377,22.01177820674,2328.5,1760.5,-0.0001593007541958,2.231606847671e-06,-2.278299239078e-06,-0.0001592761594356,4656,3520 1660 1660 - 2025-03-02T21-05-14_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0159.fits,2025-03-02T21:05:14.573,Crab Nebula,L,20.0,83.62883647242,22.0118616477,84.0253719616787,22.29693181914165,84.0322425375722,21.73638755102047,83.23389560777036,21.72584170583783,83.22386199444952,22.286344970448035,RA---TAN,DEC--TAN,83.62883647242,22.0118616477,2328.5,1760.5,-0.0001593185478635,2.226897006562e-06,-2.269939561389e-06,-0.000159290109482,4656,3520 1661 1661 - 2025-03-02T21-06-09_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0160.fits,2025-03-02T21:06:09.706,Crab Nebula,L,20.0,83.62536588628,22.0141149342,84.02182491756058,22.29919872190299,84.0286333310794,21.73871716144308,83.23050142730462,21.7280816656526,83.22053082416983,22.28852253387153,RA---TAN,DEC--TAN,83.62536588628,22.0141149342,2328.5,1760.5,-0.0001592731037491,2.210372510107e-06,-2.289166488341e-06,-0.0001592723310369,4656,3520 1662 1662 - 2025-03-02T21-06-30_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0161.fits,2025-03-02T21:06:30.309,Crab Nebula,L,20.0,83.62566580147,22.01368303989,84.02213882568805,22.298748029412494,84.02901089573224,21.73822710013417,83.23078726670036,21.727668516973534,83.22075249077962,22.288148439928715,RA---TAN,DEC--TAN,83.62566580147,22.01368303989,2328.5,1760.5,-0.0001592919094401,2.227218370828e-06,-2.272676384165e-06,-0.0001592834753284,4656,3520 1663 1663 - 2025-03-02T21-06-51_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0162.fits,2025-03-02T21:06:51.017,Crab Nebula,L,20.0,83.62570262337,22.0136594905,84.02214858807925,22.298732520165164,84.02905097539156,21.738227329361347,83.23085108184492,21.72763705795851,83.22078618004116,22.28810109710009,RA---TAN,DEC--TAN,83.62570262337,22.0136594905,2328.5,1760.5,-0.0001592871894993,2.23518117729e-06,-2.279499456373e-06,-0.0001592789818026,4656,3520 1664 1664 - 2025-03-02T21-07-11_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0163.fits,2025-03-02T21:07:11.595,Crab Nebula,L,20.0,83.62568587581,22.01357852713,84.02207474214195,22.298559075112227,84.02900845145884,21.738128152650862,83.23089068050496,21.72764885124712,83.22079521100632,22.288038476327102,RA---TAN,DEC--TAN,83.62568587581,22.01357852713,2328.5,1760.5,-0.0001592708492025,2.243335014043e-06,-2.255674837254e-06,-0.0001592578543066,4656,3520 1665 1665 - 2025-03-02T21-07-32_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0164.fits,2025-03-02T21:07:32.227,Crab Nebula,L,20.0,83.62558705056,22.01367292409,84.02212807234895,22.298777436205363,84.02896391344778,21.73825313838252,83.23064101207316,21.72761855372832,83.22064205559252,22.28810201490925,RA---TAN,DEC--TAN,83.62558705056,22.01367292409,2328.5,1760.5,-0.0001593117336389,2.217727642867e-06,-2.288986068196e-06,-0.0001592844577063,4656,3520 1666 1666 - 2025-03-02T21-07-52_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0165.fits,2025-03-02T21:07:52.868,Crab Nebula,L,20.0,83.62561813911,22.01365589241,84.02212540898391,22.298724950628536,84.02899299536358,21.73817869484104,83.23070551736878,21.72763713773864,83.22067483178449,22.288142404757128,RA---TAN,DEC--TAN,83.62561813911,22.01365589241,2328.5,1760.5,-0.0001593046958634,2.226089289874e-06,-2.269016774337e-06,-0.0001592906758657,4656,3520 1667 1667 - 2025-03-02T21-08-13_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0166.fits,2025-03-02T21:08:13.589,Crab Nebula,L,20.0,83.62551783601,22.01332913504,84.02193396941779,22.29833470885356,84.02885804919755,21.737866145389425,83.2306956031162,21.727374311580288,83.22060941290978,22.287801621576097,RA---TAN,DEC--TAN,83.62551783601,22.01332913504,2328.5,1760.5,-0.0001592800622592,2.240848092493e-06,-2.258362571348e-06,-0.0001592685580053,4656,3520 1668 1668 - 2025-03-02T21-08-34_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0167.fits,2025-03-02T21:08:34.277,Crab Nebula,L,20.0,83.62538383368,22.01350482494,84.02184248969135,22.29855762392788,84.02873181443695,21.738072941334053,83.23051952694786,21.72750256729166,83.22046777682874,22.28794616139721,RA---TAN,DEC--TAN,83.62538383368,22.01350482494,2328.5,1760.5,-0.0001592898230237,2.231730278343e-06,-2.275218153063e-06,-0.0001592731627647,4656,3520 1669 1669 - 2025-03-02T21-08-54_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0168.fits,2025-03-02T21:08:54.859,Crab Nebula,L,20.0,83.62513172876,22.01345244955,84.02159527472269,22.298538748366447,84.02845129947174,21.73801305919648,83.23026273430189,21.72741667088644,83.22024415323457,22.287901434066782,RA---TAN,DEC--TAN,83.62513172876,22.01345244955,2328.5,1760.5,-0.0001592851700581,2.22297500048e-06,-2.280789670643e-06,-0.0001592848390994,4656,3520 1670 1670 - 2025-03-02T21-09-15_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0169.fits,2025-03-02T21:09:15.490,Crab Nebula,L,20.0,83.62519053227,22.0133933171,84.02161867107851,22.29846965513408,84.028485293295,21.73793672310088,83.2303567418552,21.727367670683627,83.22032776889753,22.28785962899044,RA---TAN,DEC--TAN,83.62519053227,22.0133933171,2328.5,1760.5,-0.0001592732630862,2.225740823044e-06,-2.274922062506e-06,-0.0001592868900451,4656,3520 1671 1671 - 2025-03-02T21-09-56_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0170.fits,2025-03-02T21:09:56.226,Crab Nebula,L,20.0,83.62433783489,22.01216386449,84.02080854724433,22.297229317713363,84.02767448118567,21.736708989809017,83.22946148368116,21.72614894075347,83.21943313070777,22.28662829559557,RA---TAN,DEC--TAN,83.62433783489,22.01216386449,2328.5,1760.5,-0.000159291471014,2.225587785822e-06,-2.272987779551e-06,-0.000159283309049,4656,3520 1672 1672 - 2025-03-02T21-10-16_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0171.fits,2025-03-02T21:10:16.847,Crab Nebula,L,20.0,83.6243879226,22.01224243206,84.02082135177021,22.297278592655736,84.02772415098404,21.73677938039721,83.22954854721785,21.72625697644243,83.21948358503286,22.28671503925996,RA---TAN,DEC--TAN,83.6243879226,22.01224243206,2328.5,1760.5,-0.0001592839094767,2.235265532367e-06,-2.264919036741e-06,-0.0001592772828584,4656,3520 1673 1673 - 2025-03-02T21-10-37_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0172.fits,2025-03-02T21:10:37.502,Crab Nebula,L,20.0,83.62441284245,22.01199523793,84.02077691901547,22.29703554293112,84.02765511236412,21.736561546952487,83.22964254320229,21.726005978497582,83.21960301452867,22.286438955137967,RA---TAN,DEC--TAN,83.62441284245,22.01199523793,2328.5,1760.5,-0.0001592516329654,2.228677567505e-06,-2.272030066828e-06,-0.000159270133668,4656,3520 1674 1674 - 2025-03-02T21-10-58_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0173.fits,2025-03-02T21:10:58.208,Crab Nebula,L,20.0,83.62445949731,22.01186646745,84.02096810449791,22.29691086790849,84.02783012130135,21.73643043013075,83.22954526303614,21.725872424830285,83.21952081489957,22.28631190527596,RA---TAN,DEC--TAN,83.62445949731,22.01186646745,2328.5,1760.5,-0.0001593061192854,2.224562046213e-06,-2.272547053269e-06,-0.0001592719757912,4656,3520 1675 1675 - 2025-03-02T21-11-18_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0174.fits,2025-03-02T21:11:18.845,Crab Nebula,L,20.0,83.62434526825,22.01185247403,84.02078558260614,22.296900938094648,84.02767628921954,21.73639906207751,83.2294990728163,21.725854695429145,83.21944624408253,22.28631548125313,RA---TAN,DEC--TAN,83.62434526825,22.01185247403,2328.5,1760.5,-0.000159284664885,2.232080338414e-06,-2.26963107621e-06,-0.0001592780482971,4656,3520 1676 1676 - 2025-03-02T21-11-39_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0175.fits,2025-03-02T21:11:39.464,Crab Nebula,L,20.0,83.62425819311,22.01187110898,84.02076312479637,22.29693898927741,84.02764400960749,21.73641467670474,83.2293477507316,21.72585360428323,83.21930414243342,22.28633686668936,RA---TAN,DEC--TAN,83.62425819311,22.01187110898,2328.5,1760.5,-0.000159308413757,2.229571610993e-06,-2.273215809419e-06,-0.0001592844312855,4656,3520 1677 1677 - 2025-03-02T21-12-00_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0176.fits,2025-03-02T21:12:00.120,Crab Nebula,L,20.0,83.62423375524,22.01172752683,84.02067758537663,22.29676682694157,84.02758333679517,21.736278475585923,83.22938399715183,21.72573889948181,83.2193161333565,22.28618608674484,RA---TAN,DEC--TAN,83.62423375524,22.01172752683,2328.5,1760.5,-0.0001592892107258,2.23604486022e-06,-2.26860973649e-06,-0.0001592741944985,4656,3520 1678 1678 - 2025-03-02T21-12-20_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0177.fits,2025-03-02T21:12:20.944,Crab Nebula,L,20.0,83.62408894845,22.01187998711,84.02053837847129,22.29691692059607,84.0274128539278,21.736457006807505,83.22923361207849,21.725893694338325,83.21919723904657,22.28631259706353,RA---TAN,DEC--TAN,83.62408894845,22.01187998711,2328.5,1760.5,-0.0001592850151023,2.227773971972e-06,-2.27369288308e-06,-0.0001592661345117,4656,3520 1679 1679 - 2025-03-02T21-12-41_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0178.fits,2025-03-02T21:12:41.601,Crab Nebula,L,20.0,83.62425534423,22.01199437171,84.02065054584057,22.297036973831656,84.02752170415836,21.73657575367564,83.22945405823283,21.72600266617662,83.21942141916594,22.286422897930304,RA---TAN,DEC--TAN,83.62425534423,22.01199437171,2328.5,1760.5,-0.0001592626182117,2.226843295122e-06,-2.275790468434e-06,-0.0001592665078993,4656,3520 1680 1680 - 2025-03-02T21-13-02_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0179.fits,2025-03-02T21:13:02.228,Crab Nebula,L,20.0,83.62435861279,22.01198607274,84.02081467046423,22.297034552334168,84.02767589048834,21.73656363458424,83.22949674832788,21.725988198655827,83.21947355157454,22.28641816928824,RA---TAN,DEC--TAN,83.62435861279,22.01198607274,2328.5,1760.5,-0.0001592848838671,2.224290373741e-06,-2.276290632921e-06,-0.0001592692707645,4656,3520 1681 1681 - 2025-03-02T21-13-54_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0000.fits,2025-03-02T21:13:54.535,Crab Nebula,R,45.0,83.61901198683,22.01376644116,84.01552742656524,22.298813438187384,84.02237877322821,21.73832427446265,83.22409111408034,21.72776970447756,83.21407697210779,22.28821795878741,RA---TAN,DEC--TAN,83.61901198683,22.01376644116,2328.5,1760.5,-0.0001593045775255,2.221768951054e-06,-2.271803964376e-06,-0.0001592744624157,4656,3520 1682 1682 - 2025-03-02T21-14-40_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0001.fits,2025-03-02T21:14:40.287,Crab Nebula,R,45.0,83.6185532556,22.01360370674,84.01502248158188,22.298663442439,84.02188714438597,21.738161345060256,83.22367846811389,21.727594458474623,83.21365127763771,22.28805558678131,RA---TAN,DEC--TAN,83.6185532556,22.01360370674,2328.5,1760.5,-0.00015928900277,2.225244606268e-06,-2.274456286175e-06,-0.0001592781287269,4656,3520 1683 1683 - 2025-03-02T21-16-14_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0002.fits,2025-03-02T21:16:14.898,Crab Nebula,R,45.0,83.63820940262,22.01590232016,84.0346654468215,22.30092873972385,84.04153264802329,21.74044525735956,83.24334774196623,21.72992637235256,83.23331784410709,22.290368870735183,RA---TAN,DEC--TAN,83.63820940262,22.01590232016,2328.5,1760.5,-0.0001592817014711,2.225899398272e-06,-2.264145535384e-06,-0.0001592728362585,4656,3520 1684 1684 - 2025-03-02T21-17-00_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0003.fits,2025-03-02T21:17:00.762,Crab Nebula,R,45.0,83.63828516315,22.01602563149,84.034734033396,22.301087584393336,84.04159773010134,21.74058416282041,83.24343085540791,21.73001418097876,83.23340440385998,22.290476636167472,RA---TAN,DEC--TAN,83.63828516315,22.01602563149,2328.5,1760.5,-0.000159277977353,2.224981971939e-06,-2.275120964854e-06,-0.0001592785050215,4656,3520 1685 1685 - 2025-03-02T21-17-46_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0004.fits,2025-03-02T21:17:46.392,Crab Nebula,R,45.0,83.63852340323,22.01602548092,84.03498372618309,22.30106584488978,84.04186163380231,21.740593155790123,83.24365756866068,21.73003556419912,83.23361693316191,22.29046721613741,RA---TAN,DEC--TAN,83.63852340323,22.01602548092,2328.5,1760.5,-0.0001592853820047,2.228722423805e-06,-2.272466626583e-06,-0.0001592697616036,4656,3520 1686 1686 - 2025-03-02T21-18-32_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0005.fits,2025-03-02T21:18:32.709,Crab Nebula,R,45.0,83.6384227342,22.01599130414,84.03492425813852,22.30103621129817,84.04176943610071,21.74055864337325,83.2435158874842,21.7299966480892,83.23350776076045,22.290433334607712,RA---TAN,DEC--TAN,83.6384227342,22.01599130414,2328.5,1760.5,-0.0001592952978615,2.220129083865e-06,-2.273396197758e-06,-0.0001592711707101,4656,3520 1687 1687 - 2025-03-02T21-19-18_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0006.fits,2025-03-02T21:19:18.329,Crab Nebula,R,45.0,83.6381734891,22.0159674552,84.03469437859961,22.301037655806475,84.04154705440176,21.740526965743,83.24324749404997,21.729947414078243,83.23323150532323,22.2904171831484,RA---TAN,DEC--TAN,83.6381734891,22.0159674552,2328.5,1760.5,-0.0001593045248714,2.222152887798e-06,-2.277172091846e-06,-0.0001592805783615,4656,3520 1688 1688 - 2025-03-02T21-20-04_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0007.fits,2025-03-02T21:20:04.067,Crab Nebula,R,45.0,83.63784969479,22.01599633295,84.03432358281975,22.30104269577137,84.04119817732985,21.74051996882497,83.24297038098345,21.73000035347228,83.23293268364019,22.290482057237494,RA---TAN,DEC--TAN,83.63784969479,22.01599633295,2328.5,1760.5,-0.0001592901784648,2.227899295585e-06,-2.264306598673e-06,-0.0001592839838418,4656,3520 1689 1689 - 2025-03-02T21-20-49_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0008.fits,2025-03-02T21:20:49.713,Crab Nebula,R,45.0,83.6381073608,22.01594519139,84.03456845722567,22.30099761357812,84.04141926918517,21.74048652600751,83.24324081666057,21.72994321564467,83.23322717069206,22.290413398666832,RA---TAN,DEC--TAN,83.6381073608,22.01594519139,2328.5,1760.5,-0.0001592803815607,2.221598953994e-06,-2.269384500528e-06,-0.000159280692483,4656,3520 1690 1690 - 2025-03-02T21-21-35_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0009.fits,2025-03-02T21:21:35.318,Crab Nebula,R,45.0,83.63850932142,22.0159735564,84.03502882841559,22.30103967835377,84.041860372152,21.74054510083652,83.24358468104778,21.729957600291524,83.23359000773428,22.290411360999844,RA---TAN,DEC--TAN,83.63850932142,22.0159735564,2328.5,1760.5,-0.000159299745825,2.216561169835e-06,-2.278868736477e-06,-0.0001592760139857,4656,3520 1691 1691 - 2025-03-02T21-22-55_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0010.fits,2025-03-02T21:22:55.075,Crab Nebula,R,45.0,83.64185204642,22.01893479455,84.03835230139524,22.303996013630684,84.04516889528844,21.74348204286858,83.24694679002559,21.73292373250749,83.23696669486607,22.29339695645373,RA---TAN,DEC--TAN,83.64185204642,22.01893479455,2328.5,1760.5,-0.0001592857810257,2.212625085951e-06,-2.272590305633e-06,-0.0001592815346875,4656,3520 1692 1692 - 2025-03-02T21-23-40_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0011.fits,2025-03-02T21:23:40.710,Crab Nebula,R,45.0,83.64183099033,22.01871565257,84.03832820016046,22.303779307116184,84.04516940438481,21.743259673077205,83.24692876282991,21.73270217715601,83.23692398884909,22.29318094418465,RA---TAN,DEC--TAN,83.64183099033,22.01871565257,2328.5,1760.5,-0.0001592897259707,2.21912128221e-06,-2.272428068719e-06,-0.0001592831272072,4656,3520 1693 1693 - 2025-03-02T21-24-26_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0012.fits,2025-03-02T21:24:26.340,Crab Nebula,R,45.0,83.64194071709,22.01867783799,84.03838711066551,22.303714903962444,84.04525788556228,21.743235744796177,83.24708894952221,21.73269119552864,83.23705512586513,22.29312934922348,RA---TAN,DEC--TAN,83.64194071709,22.01867783799,2328.5,1760.5,-0.0001592754356266,2.226843767552e-06,-2.269661348729e-06,-0.0001592716044647,4656,3520 1694 1694 - 2025-03-02T21-25-12_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0013.fits,2025-03-02T21:25:12.060,Crab Nebula,R,45.0,83.64204563638,22.01854296864,84.03853294539174,22.3035989593618,84.04535645782786,21.743077635690515,83.24715321319802,21.732537210269648,83.2371662945752,22.293017755330176,RA---TAN,DEC--TAN,83.64204563638,22.01854296864,2328.5,1760.5,-0.0001592824557469,2.214441357863e-06,-2.268751392035e-06,-0.0001592836195729,4656,3520 1695 1695 - 2025-03-02T21-25-57_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0014.fits,2025-03-02T21:25:57.977,Crab Nebula,R,45.0,83.64196785807,22.01879543956,84.03846126405489,22.303833535116336,84.04528422608443,21.74339575670254,83.2470692829656,21.73280753829702,83.23708330353763,22.29320454075405,RA---TAN,DEC--TAN,83.64196785807,22.01879543956,2328.5,1760.5,-0.0001592844632629,2.214241331983e-06,-2.279018623297e-06,-0.0001592598777277,4656,3520 1696 1696 - 2025-03-02T21-26-43_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0015.fits,2025-03-02T21:26:43.755,Crab Nebula,R,45.0,83.64184338723,22.01869248869,84.03834245231592,22.30372299817212,84.04520534243223,21.743214207405902,83.24693912533415,21.73271214979686,83.23691262772542,22.293179966970047,RA---TAN,DEC--TAN,83.64184338723,22.01869248869,2328.5,1760.5,-0.0001592948495019,2.224839748021e-06,-2.260529371933e-06,-0.0001592800308036,4656,3520 1697 1697 - 2025-03-02T21-27-29_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0016.fits,2025-03-02T21:27:29.413,Crab Nebula,R,45.0,83.64200419014,22.01862732968,84.0384826452656,22.30368197168204,84.0453149783307,21.74320731416822,83.24712058434378,21.73262295955264,83.23712513408378,22.29305679669661,RA---TAN,DEC--TAN,83.64200419014,22.01862732968,2328.5,1760.5,-0.0001592805695059,2.216725948803e-06,-2.278193256634e-06,-0.0001592703517173,4656,3520 1698 1698 - 2025-03-02T21-28-15_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0017.fits,2025-03-02T21:28:15.048,Crab Nebula,R,45.0,83.64213695908,22.01868155412,84.03870410267486,22.30376143490229,84.04551339974446,21.743240141563543,83.24716516780931,21.73265151876665,83.23719186959882,22.29313209341757,RA---TAN,DEC--TAN,83.64213695908,22.01868155412,2328.5,1760.5,-0.0001593112352659,2.21077262101e-06,-2.279099460274e-06,-0.0001592836208833,4656,3520 1699 1699 - 2025-03-02T21-29-00_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0018.fits,2025-03-02T21:29:00.752,Crab Nebula,R,45.0,83.64221000941,22.01867021159,84.03869350580902,22.30370703368362,84.0455549407028,21.74321753727109,83.24732128678068,21.73268363551832,83.23729648791138,22.2931321676954,RA---TAN,DEC--TAN,83.64221000941,22.01867021159,2328.5,1760.5,-0.000159288364966,2.224424715022e-06,-2.267369552345e-06,-0.0001592745486469,4656,3520 1700 1700 - 2025-03-02T21-29-46_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0019.fits,2025-03-02T21:29:46.492,Crab Nebula,R,45.0,83.64200737947,22.01866832892,84.03851092981499,22.30375182336438,84.04533945770436,21.74323256424759,83.2470989438611,21.73263498510964,83.23710685763419,22.29311343882237,RA---TAN,DEC--TAN,83.64200737947,22.01866832892,2328.5,1760.5,-0.0001592897526042,2.21578097452e-06,-2.281032747715e-06,-0.0001592830294178,4656,3520 1701 1701 - 2025-03-02T21-30-50_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0020.fits,2025-03-02T21:30:50.741,Crab Nebula,R,45.0,83.64186666104,22.01665638315,84.03835345199327,22.301733519200347,84.04518675206278,21.741202549653064,83.24697472072056,21.730629546540538,83.2369782281548,22.291119692846937,RA---TAN,DEC--TAN,83.64186666104,22.01665638315,2328.5,1760.5,-0.0001592863054676,2.217021440721e-06,-2.275754884388e-06,-0.0001592863545351,4656,3520 1702 1702 - 2025-03-02T21-31-36_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0021.fits,2025-03-02T21:31:36.462,Crab Nebula,R,45.0,83.6419511521,22.01674045497,84.03844837908751,22.30179114294437,84.04528913787632,21.74131622975936,83.24704867716632,21.73074001322032,83.23704491772354,22.29117406587392,RA---TAN,DEC--TAN,83.6419511521,22.01674045497,2328.5,1760.5,-0.0001592918541263,2.218959945498e-06,-2.276449183572e-06,-0.0001592704191133,4656,3520 1703 1703 - 2025-03-02T21-32-22_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0022.fits,2025-03-02T21:32:22.136,Crab Nebula,R,45.0,83.64218548089,22.01677003441,84.03868678074447,22.301799716282787,84.04551914693175,21.74133890720204,83.24727883479957,21.73079057795975,83.23728354120517,22.291210567369724,RA---TAN,DEC--TAN,83.64218548089,22.01677003441,2328.5,1760.5,-0.0001592917840152,2.216738636329e-06,-2.2704537394e-06,-0.0001592664167351,4656,3520 1704 1704 - 2025-03-02T21-33-07_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0023.fits,2025-03-02T21:33:07.836,Crab Nebula,R,45.0,83.64228199172,22.01673066022,84.0388475865584,22.301833751307026,84.04567437738888,21.7413056176512,83.24731171619526,21.73067748883736,83.23732114280186,22.29116482159029,RA---TAN,DEC--TAN,83.64228199172,22.01673066022,2328.5,1760.5,-0.0001593162810159,2.215383292318e-06,-2.287595367481e-06,-0.0001592855532611,4656,3520 1705 1705 - 2025-03-02T21-33-53_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0024.fits,2025-03-02T21:33:53.446,Crab Nebula,R,45.0,83.64237237966,22.01668119595,84.03886104579048,22.30175415573413,84.04569769985207,21.74123537157314,83.24747855043826,21.7306585257216,83.23747874116286,22.291136470061808,RA---TAN,DEC--TAN,83.64237237966,22.01668119595,2328.5,1760.5,-0.0001592876915632,2.217899797815e-06,-2.276582188008e-06,-0.0001592828893398,4656,3520 1706 1706 - 2025-03-02T21-34-39_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0025.fits,2025-03-02T21:34:39.377,Crab Nebula,R,45.0,83.64260838538,22.01660223961,84.03906558610247,22.30161963287271,84.04590369326979,21.74118619371204,83.24774557856121,21.730635288581265,83.23774505186084,22.29102788590909,RA---TAN,DEC--TAN,83.64260838538,22.01660223961,2328.5,1760.5,-0.0001592755512318,2.21818686051e-06,-2.271009458637e-06,-0.0001592586346556,4656,3520 1707 1707 - 2025-03-02T21-35-25_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0026.fits,2025-03-02T21:35:25.097,Crab Nebula,R,45.0,83.64277602762,22.01659686418,84.0393332080612,22.301652443767765,84.04614537138437,21.74118086567432,83.24781385694672,21.73059124854035,83.23783837211091,22.29102209962042,RA---TAN,DEC--TAN,83.64277602762,22.01659686418,2328.5,1760.5,-0.0001593101823023,2.211470757506e-06,-2.27931394734e-06,-0.0001592694911896,4656,3520 1708 1708 - 2025-03-02T21-36-10_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0027.fits,2025-03-02T21:36:10.933,Crab Nebula,R,45.0,83.64285049729,22.01660852708,84.03936671943687,22.301619910133844,84.0462266750942,21.74115805523596,83.24792887419184,21.730647303220803,83.23790578330335,22.29106820138536,RA---TAN,DEC--TAN,83.64285049729,22.01660852708,2328.5,1760.5,-0.0001593034360896,2.224037176801e-06,-2.262395428809e-06,-0.0001592666950177,4656,3520 1709 1709 - 2025-03-02T21-36-56_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0028.fits,2025-03-02T21:36:56.630,Crab Nebula,R,45.0,83.64321871739,22.01655723801,84.03971377180513,22.301621546680085,84.04653658769331,21.74112825297024,83.24831846752286,21.730543192402607,83.23833266365105,22.29099571406969,RA---TAN,DEC--TAN,83.64321871739,22.01655723801,2328.5,1760.5,-0.0001592876093305,2.214233921116e-06,-2.278339800691e-06,-0.0001592756549487,4656,3520 1710 1710 - 2025-03-02T21-37-42_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0029.fits,2025-03-02T21:37:42.265,Crab Nebula,R,45.0,83.64316455744,22.01666910084,84.03966345593636,22.301713600373933,84.0464963468262,21.741236404646823,83.24826037753748,21.7306748418732,83.23826450066848,22.291111215610453,RA---TAN,DEC--TAN,83.64316455744,22.01666910084,2328.5,1760.5,-0.0001592910383422,2.216886207088e-06,-2.273296986716e-06,-0.0001592710732102,4656,3520 1711 1711 - 2025-03-02T21-38-57_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0030.fits,2025-03-02T21:38:57.558,Crab Nebula,R,45.0,83.64783806446,22.01853215643,84.04440015889344,22.30363059493936,84.0511968421994,21.74310536516465,83.25287139348231,21.73248359288876,83.24291080169493,22.29296816678688,RA---TAN,DEC--TAN,83.64783806446,22.01853215643,2328.5,1760.5,-0.0001593068564495,2.207439655701e-06,-2.286214411986e-06,-0.0001592847482691,4656,3520 1712 1712 - 2025-03-02T21-39-43_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0031.fits,2025-03-02T21:39:43.300,Crab Nebula,R,45.0,83.64787857052,22.01861267606,84.04438959172417,22.303721987662453,84.0512031675434,21.74315938167167,83.25296283367886,21.732553481541512,83.24298546307361,22.293075354183824,RA---TAN,DEC--TAN,83.64787857052,22.01861267606,2328.5,1760.5,-0.0001592898027788,2.211873796112e-06,-2.282812745143e-06,-0.0001592953582051,4656,3520 1713 1713 - 2025-03-02T21-41-02_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0032.fits,2025-03-02T21:41:02.556,Crab Nebula,R,45.0,83.63405011846,22.02039026479,84.03052224591858,22.30539141699896,84.03742128495486,21.744961161103685,83.23917265766967,21.73443935395301,83.22911025926867,22.294828459853008,RA---TAN,DEC--TAN,83.63405011846,22.02039026479,2328.5,1760.5,-0.0001592894127322,2.234304006768e-06,-2.264790904915e-06,-0.0001592576871048,4656,3520 1714 1714 - 2025-03-02T21-41-48_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0033.fits,2025-03-02T21:41:48.242,Crab Nebula,R,45.0,83.63400989648,22.02046222123,84.03065651426267,22.305543695759084,84.03745436246982,21.745033919934,83.23895910325074,21.73443015052624,83.22899645268505,22.29489925116512,RA---TAN,DEC--TAN,83.63400989648,22.02046222123,2328.5,1760.5,-0.0001593385946209,2.207834230925e-06,-2.282348870784e-06,-0.0001592803553887,4656,3520 1715 1715 - 2025-03-02T21-42-33_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0034.fits,2025-03-02T21:42:33.901,Crab Nebula,R,45.0,83.63402978513,22.02028100141,84.03050367715382,22.30531253249672,84.0373518130449,21.7448760460376,83.2391507275097,21.73429970737332,83.22913940156909,22.294695293832994,RA---TAN,DEC--TAN,83.63402978513,22.02028100141,2328.5,1760.5,-0.0001592800502614,2.220872961952e-06,-2.276479599217e-06,-0.0001592594928106,4656,3520 1716 1716 - 2025-03-02T21-43-19_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0035.fits,2025-03-02T21:43:19.627,Crab Nebula,R,45.0,83.63408819047,22.02039480082,84.03055675592006,22.30545359110771,84.03738340323676,21.744955336725067,83.23921459899542,21.734386269588025,83.2292245197409,22.294843729116668,RA---TAN,DEC--TAN,83.63408819047,22.02039480082,2328.5,1760.5,-0.0001592735170941,2.21524177662e-06,-2.274906299677e-06,-0.0001592770609797,4656,3520 1717 1717 - 2025-03-02T21-44-05_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0036.fits,2025-03-02T21:44:05.245,Crab Nebula,R,45.0,83.63423110874,22.02034134865,84.03076144962435,22.30543664661887,84.03756003504168,21.74491739797063,83.23929619044655,21.73429601606204,83.22933368672722,22.29477460005614,RA---TAN,DEC--TAN,83.63423110874,22.02034134865,2328.5,1760.5,-0.0001592925538594,2.20791386168e-06,-2.286131472661e-06,-0.0001592830466755,4656,3520 1718 1718 - 2025-03-02T21-44-51_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0037.fits,2025-03-02T21:44:51.239,Crab Nebula,R,45.0,83.63446400797,22.02034200189,84.03101349017355,22.30539854104752,84.03785712253605,21.74489489817034,83.23950980956388,21.734335335849504,83.22950201655736,22.2947980906343,RA---TAN,DEC--TAN,83.63446400797,22.02034200189,2328.5,1760.5,-0.0001593092009116,2.219813386979e-06,-2.272874249652e-06,-0.0001592785807951,4656,3520 1719 1719 - 2025-03-02T21-45-36_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0038.fits,2025-03-02T21:45:36.922,Crab Nebula,R,45.0,83.63453024488,22.02029166086,84.03097097653536,22.30534878223612,84.03781925511338,21.744858659641043,83.23968435730022,21.73428493537881,83.22967284578681,22.2947341605462,RA---TAN,DEC--TAN,83.63453024488,22.02029166086,2328.5,1760.5,-0.0001592668604401,2.220916008603e-06,-2.275917661996e-06,-0.0001592747351387,4656,3520 1720 1720 - 2025-03-02T21-46-22_Crab Nebula_LIGHT-R_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0039.fits,2025-03-02T21:46:22.558,Crab Nebula,R,45.0,83.63483747567,22.02028550721,84.03133385077338,22.305351407866404,84.03820573992358,21.744858518808822,83.23993621768324,21.73426973619109,83.22990055031516,22.294721605043485,RA---TAN,DEC--TAN,83.63483747567,22.02028550721,2328.5,1760.5,-0.0001592937335422,2.227208306472e-06,-2.279165717589e-06,-0.0001592755051892,4656,3520 1721 1721 - 2025-03-02T21-47-53_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0000.fits,2025-03-02T21:47:53.731,Crab Nebula,G,45.0,83.6405736608,22.02429149438,84.0370785419916,22.30937813422578,84.04392082161364,21.748836441169,83.24566436732191,21.73825480711804,83.23565744445628,22.29875561627938,RA---TAN,DEC--TAN,83.6405736608,22.02429149438,2328.5,1760.5,-0.0001592867119687,2.219458738421e-06,-2.277615543863e-06,-0.0001592893938191,4656,3520 1722 1722 - 2025-03-02T21-48-39_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0001.fits,2025-03-02T21:48:39.697,Crab Nebula,G,45.0,83.64051443174,22.02423401803,84.03713861746492,22.30935412881985,84.04390321869256,21.74880002110454,83.24548649751239,21.738163290431583,83.23555655285102,22.298676881464576,RA---TAN,DEC--TAN,83.64051443174,22.02423401803,2328.5,1760.5,-0.0001593187642502,2.199088010441e-06,-2.289413258037e-06,-0.0001592929756325,4656,3520 1723 1723 - 2025-03-02T21-50-11_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0002.fits,2025-03-02T21:50:11.943,Crab Nebula,G,45.0,83.63519268926,22.0145325842,84.03168868798033,22.29964755295336,84.03850909017994,21.739102705609582,83.24029161923187,21.72846794370413,83.23030826503972,22.288972033814368,RA---TAN,DEC--TAN,83.63519268926,22.0145325842,2328.5,1760.5,-0.0001592897523981,2.213625039718e-06,-2.289015726869e-06,-0.0001592903078405,4656,3520 1724 1724 - 2025-03-02T21-50-57_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0003.fits,2025-03-02T21:50:57.622,Crab Nebula,G,45.0,83.63502214474,22.0146007351,84.0314858017479,22.299659959477204,84.03833338408444,21.73919310018636,83.24015298068491,21.728591990829408,83.23014302382731,22.289017964248394,RA---TAN,DEC--TAN,83.63502214474,22.0146007351,2328.5,1760.5,-0.0001592822357686,2.22070877983e-06,-2.281799655782e-06,-0.0001592681261305,4656,3520 1725 1725 - 2025-03-02T21-51-43_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0004.fits,2025-03-02T21:51:43.283,Crab Nebula,G,45.0,83.63491664351,22.01451458045,84.03140512536454,22.299614489771272,84.03821970487824,21.739096330115164,83.24002297463764,21.728465035805907,83.23004567838005,22.288942468133275,RA---TAN,DEC--TAN,83.63491664351,22.01451458045,2328.5,1760.5,-0.000159285618367,2.212060244572e-06,-2.288267599977e-06,-0.0001592827276373,4656,3520 1726 1726 - 2025-03-02T21-52-29_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0005.fits,2025-03-02T21:52:29.879,Crab Nebula,G,45.0,83.63477129558,22.01460297145,84.03126300750723,22.29970891542257,84.03809705270734,21.73917645886131,83.23987445037835,21.728547373748643,83.22987749259731,22.28903900662617,RA---TAN,DEC--TAN,83.63477129558,22.01460297145,2328.5,1760.5,-0.0001592906913898,2.217213173033e-06,-2.287803200827e-06,-0.0001592867771672,4656,3520 1727 1727 - 2025-03-02T21-53-15_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0006.fits,2025-03-02T21:53:15.498,Crab Nebula,G,45.0,83.63481651738,22.01470497089,84.03136694535381,22.29978761272954,84.03819951815267,21.7392627118222,83.23986107136525,21.72867239024481,83.22986515097172,22.289156467483373,RA---TAN,DEC--TAN,83.63481651738,22.01470497089,2328.5,1760.5,-0.0001593136926293,2.216880879773e-06,-2.279475522699e-06,-0.0001592846310847,4656,3520 1728 1728 - 2025-03-02T21-54-01_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0007.fits,2025-03-02T21:54:01.135,Crab Nebula,G,45.0,83.63480135514,22.01442738718,84.03137533731436,22.2995518781039,84.0382075055445,21.738964588438265,83.23982266104801,21.728352854630128,83.22982665390263,22.28889931942621,RA---TAN,DEC--TAN,83.63480135514,22.01442738718,2328.5,1760.5,-0.0001593232944845,2.216843433896e-06,-2.284075717962e-06,-0.0001593023613412,4656,3520 1729 1729 - 2025-03-02T21-54-46_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0008.fits,2025-03-02T21:54:46.729,Crab Nebula,G,45.0,83.63499682889,22.0144910412,84.03146559778268,22.299573334283327,84.03828177297369,21.739068679054377,83.24012269336424,21.728459207786937,83.23014402958313,22.28892313045888,RA---TAN,DEC--TAN,83.63499682889,22.0144910412,2328.5,1760.5,-0.0001592781233078,2.212450884532e-06,-2.283579834501e-06,-0.000159278888765,4656,3520 1730 1730 - 2025-03-02T21-55-32_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0009.fits,2025-03-02T21:55:32.415,Crab Nebula,G,45.0,83.63498376963,22.01441229799,84.03150794054224,22.29951965803255,84.03827814951171,21.739011675530545,83.24005458907062,21.72835513524768,83.2301216284006,22.28882260435794,RA---TAN,DEC--TAN,83.63498376963,22.01441229799,2328.5,1760.5,-0.000159291080576,2.200376470085e-06,-2.293668617562e-06,-0.0001592798661049,4656,3520 1731 1731 - 2025-03-02T21-56-47_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0010.fits,2025-03-02T21:56:47.183,Crab Nebula,G,45.0,83.63520711329,22.01067655884,84.03170316530777,22.29578468011685,84.03852301398369,21.73526345223312,83.24030564340589,21.72461889697509,83.23032359091106,22.28509937782397,RA---TAN,DEC--TAN,83.63520711329,22.01067655884,2328.5,1760.5,-0.0001592939922583,2.21344089005e-06,-2.29111857286e-06,-0.0001592835969814,4656,3520 1732 1732 - 2025-03-02T21-57-32_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0011.fits,2025-03-02T21:57:32.892,Crab Nebula,G,45.0,83.6353875193,22.01071528615,84.03193165731052,22.29580212050039,84.03877746355697,21.735270851034787,83.24043804191378,21.724678679277293,83.23042948453302,22.285169068172628,RA---TAN,DEC--TAN,83.6353875193,22.01071528615,2328.5,1760.5,-0.0001593183126299,2.220351344152e-06,-2.279879020588e-06,-0.0001592864328562,4656,3520 1733 1733 - 2025-03-02T21-58-18_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0012.fits,2025-03-02T21:58:18.515,Crab Nebula,G,45.0,83.63559173016,22.01068894063,84.03208698982922,22.2958279274801,84.03893379415841,21.73524394837176,83.24069122241434,21.724600416978177,83.23068175999366,22.28514351589028,RA---TAN,DEC--TAN,83.63559173016,22.01068894063,2328.5,1760.5,-0.0001592990428686,2.220602588198e-06,-2.290912724181e-06,-0.0001593014112841,4656,3520 1734 1734 - 2025-03-02T21-59-04_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0013.fits,2025-03-02T21:59:04.178,Crab Nebula,G,45.0,83.63552794609,22.01053162126,84.03206510690384,22.29565824927344,84.03885265558473,21.735113458939328,83.24058562481932,21.72445526094476,83.23063556333102,22.28495945784182,RA---TAN,DEC--TAN,83.63552794609,22.01053162126,2328.5,1760.5,-0.0001593040769049,2.204973782753e-06,-2.294033226809e-06,-0.0001592903153975,4656,3520 1735 1735 - 2025-03-02T21-59-49_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0014.fits,2025-03-02T21:59:49.871,Crab Nebula,G,45.0,83.63575444345,22.01055366064,84.03232426030988,22.295757875280483,84.0391031951014,21.73511461505413,83.24078003209499,21.72439955755371,83.23083780436681,22.285002261333343,RA---TAN,DEC--TAN,83.63575444345,22.01055366064,2328.5,1760.5,-0.0001593153097016,2.202806883077e-06,-2.30624463255e-06,-0.0001593183049116,4656,3520 1736 1736 - 2025-03-02T22-00-35_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0015.fits,2025-03-02T22:00:35.602,Crab Nebula,G,45.0,83.63532263601,22.01071547326,84.0318346594783,22.29584785834528,84.03864965573226,21.735306820100018,83.24040539744826,21.72463347008572,83.23042797391965,22.28513378285691,RA---TAN,DEC--TAN,83.63532263601,22.01071547326,2328.5,1760.5,-0.0001592993260624,2.212191339277e-06,-2.297302363119e-06,-0.0001592892301254,4656,3520 1737 1737 - 2025-03-02T22-01-21_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0016.fits,2025-03-02T22:01:21.276,Crab Nebula,G,45.0,83.63512712741,22.01066200012,84.03168728088222,22.295801582016605,84.03847887457759,21.735269008957296,83.24016198889389,21.72457257150696,83.23020773581551,22.285064528425764,RA---TAN,DEC--TAN,83.63512712741,22.01066200012,2328.5,1760.5,-0.0001593138747937,2.206056936933e-06,-2.302250740065e-06,-0.0001592868406892,4656,3520 1738 1738 - 2025-03-02T22-02-07_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0017.fits,2025-03-02T22:02:07.120,Crab Nebula,G,45.0,83.6352292598,22.01074706265,84.0317599589965,22.29584190502602,84.03853241326954,21.73532771984895,83.24029321417788,21.724702511148767,83.23035849282881,22.285176177802388,RA---TAN,DEC--TAN,83.6352292598,22.01074706265,2328.5,1760.5,-0.0001592982669935,2.200961012028e-06,-2.286938093134e-06,-0.0001592816282308,4656,3520 1739 1739 - 2025-03-02T22-02-52_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0018.fits,2025-03-02T22:02:52.835,Crab Nebula,G,45.0,83.63532212246,22.01075053632,84.03180136808328,22.295848499839487,84.03864596159347,21.73533646250556,83.24043734047618,21.724703110048168,83.2304306195427,22.28517428085389,RA---TAN,DEC--TAN,83.63532212246,22.01075053632,2328.5,1760.5,-0.0001592921588651,2.219949185984e-06,-2.288724493018e-06,-0.000159280968094,4656,3520 1740 1740 - 2025-03-02T22-03-38_Crab Nebula_LIGHT-G_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0019.fits,2025-03-02T22:03:38.574,Crab Nebula,G,45.0,83.63567651327,22.01062658246,84.03208718551993,22.295703715797416,84.03890465963724,21.73523683204286,83.24085990201026,21.72460031871622,83.23088122241549,22.28502647826447,RA---TAN,DEC--TAN,83.63567651327,22.01062658246,2328.5,1760.5,-0.0001592595690808,2.21268444641e-06,-2.289388452891e-06,-0.0001592681547396,4656,3520 1741 1741 - 2025-03-02T22-04-46_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0000.fits,2025-03-02T22:04:46.831,Crab Nebula,B,45.0,83.6348077994,22.00809794527,84.03129223583811,22.293184224381456,84.03811703665717,21.73266726137587,83.2399175701736,21.722062268854057,83.22993106902362,22.282538466750665,RA---TAN,DEC--TAN,83.6348077994,22.00809794527,2328.5,1760.5,-0.0001592932740783,2.2147194722e-06,-2.282621091279e-06,-0.0001592823822163,4656,3520 1742 1742 - 2025-03-02T22-05-32_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0001.fits,2025-03-02T22:05:32.483,Crab Nebula,B,45.0,83.63498008883,22.00801512778,84.0314034863641,22.29311948727307,84.03822924700016,21.73259119009064,83.24015074636254,21.72196166634368,83.23016371525237,22.282449201103155,RA---TAN,DEC--TAN,83.63498008883,22.00801512778,2328.5,1760.5,-0.0001592692305938,2.214917061311e-06,-2.287890910983e-06,-0.0001592856024325,4656,3520 1743 1743 - 2025-03-02T22-06-18_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0002.fits,2025-03-02T22:06:18.164,Crab Nebula,B,45.0,83.63532788819,22.00815459396,84.031907239202,22.29328410590253,84.03873935133942,21.73270439025642,83.24034337275468,21.72207522875508,83.23034842005426,22.28261413093068,RA---TAN,DEC--TAN,83.63532788819,22.00815459396,2328.5,1760.5,-0.0001593324646571,2.21679528973e-06,-2.287818543823e-06,-0.0001593002106406,4656,3520 1744 1744 - 2025-03-02T22-07-03_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0003.fits,2025-03-02T22:07:03.773,Crab Nebula,B,45.0,83.63528380299,22.00810119054,84.03175028034256,22.29324946533116,84.03855345942013,21.73267168115585,83.24041180605592,21.722003605168915,83.23044681317008,22.28254073174873,RA---TAN,DEC--TAN,83.63528380299,22.00810119054,2328.5,1760.5,-0.000159281766504,2.209037727431e-06,-2.296162121543e-06,-0.0001592996814281,4656,3520 1745 1745 - 2025-03-02T22-07-49_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0004.fits,2025-03-02T22:07:49.419,Crab Nebula,B,45.0,83.63537834478,22.00794109642,84.03184228108029,22.29306144571523,84.03866962451639,21.732515290502825,83.2405087102533,21.72187145379906,83.23051968168656,22.282376833804456,RA---TAN,DEC--TAN,83.63537834478,22.00794109642,2328.5,1760.5,-0.000159285770011,2.215389942487e-06,-2.290967175277e-06,-0.0001592906764095,4656,3520 1746 1746 - 2025-03-02T22-08-35_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0005.fits,2025-03-02T22:08:35.104,Crab Nebula,B,45.0,83.63577871091,22.00802694842,84.03221075850006,22.2931430681492,84.03903325942322,21.732626027412373,83.24094081974376,21.72196168508254,83.2309570566476,22.282437978494304,RA---TAN,DEC--TAN,83.63577871091,22.00802694842,2328.5,1760.5,-0.0001592719928572,2.214057032457e-06,-2.295369498692e-06,-0.0001592824058001,4656,3520 1747 1747 - 2025-03-02T22-09-20_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0006.fits,2025-03-02T22:09:20.739,Crab Nebula,B,45.0,83.63531408596,22.00816959667,84.03182442193732,22.29327636162332,84.03864164644445,21.73273947625851,83.24039818155634,21.722113308204538,83.23041895897293,22.28260946212694,RA---TAN,DEC--TAN,83.63531408596,22.00816959667,2328.5,1760.5,-0.0001593019866617,2.212761477364e-06,-2.287166740029e-06,-0.0001592880490742,4656,3520 1748 1748 - 2025-03-02T22-10-06_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0007.fits,2025-03-02T22:10:06.407,Crab Nebula,B,45.0,83.63552655527,22.00810215447,84.03195817238789,22.29318023764272,84.03883192857417,21.732681516478507,83.24068888696249,21.722074926676616,83.23065376086414,22.28253264900949,RA---TAN,DEC--TAN,83.63552655527,22.00810215447,2328.5,1760.5,-0.0001592819979153,2.227574434238e-06,-2.282988982858e-06,-0.0001592771643891,4656,3520 1749 1749 - 2025-03-02T22-10-52_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0008.fits,2025-03-02T22:10:52.079,Crab Nebula,B,45.0,83.63549068582,22.00826940406,84.03198964830071,22.293325016630806,84.0388213477028,21.73283249368393,83.2405858320036,21.722264318358565,83.2305923987702,22.282716040567667,RA---TAN,DEC--TAN,83.63549068582,22.00826940406,2328.5,1760.5,-0.0001593002649799,2.216538719094e-06,-2.274715313729e-06,-0.0001592754319919,4656,3520 1750 1750 - 2025-03-02T22-11-37_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0009.fits,2025-03-02T22:11:37.796,Crab Nebula,B,45.0,83.63542769594,22.00828249394,84.0319341089882,22.293371824873805,84.03874156126199,21.73288676446398,83.24051561053297,21.722243654197843,83.2305465047142,22.28268803212905,RA---TAN,DEC--TAN,83.63542769594,22.00828249394,2328.5,1760.5,-0.0001592983371558,2.210139623715e-06,-2.290801296628e-06,-0.0001592733279691,4656,3520 1751 1751 - 2025-03-02T22-12-53_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0010.fits,2025-03-02T22:12:53.423,Crab Nebula,B,45.0,83.6396131754,22.0049267019,84.03615961086268,22.29003183935665,84.04297933440648,21.729515735295763,83.24466104853607,21.718871978651062,83.23467966538092,22.2793473409408,RA---TAN,DEC--TAN,83.6396131754,22.0049267019,2328.5,1760.5,-0.0001593205002993,2.213426023374e-06,-2.290946447602e-06,-0.0001592821425901,4656,3520 1752 1752 - 2025-03-02T22-13-39_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0011.fits,2025-03-02T22:13:39.123,Crab Nebula,B,45.0,83.63958938535,22.00506036612,84.03613541456205,22.290191014394427,84.04296251183288,21.729627652351788,83.24463781593091,21.71898012977997,83.23464874611705,22.27950271299929,RA---TAN,DEC--TAN,83.63958938535,22.00506036612,2328.5,1760.5,-0.0001593216579116,2.215408019736e-06,-2.291759422823e-06,-0.0001592955674156,4656,3520 1753 1753 - 2025-03-02T22-15-11_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0012.fits,2025-03-02T22:15:11.970,Crab Nebula,B,45.0,83.63369442556,22.01579168689,84.03017166085651,22.300927086679,84.03698389198021,21.74034137504569,83.23881225787464,21.72970666258125,83.22883682419882,22.29025165648664,RA---TAN,DEC--TAN,83.63369442556,22.01579168689,2328.5,1760.5,-0.0001592792326414,2.211485600344e-06,-2.289000921386e-06,-0.0001593019260442,4656,3520 1754 1754 - 2025-03-02T22-15-57_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0013.fits,2025-03-02T22:15:57.660,Crab Nebula,B,45.0,83.63389328502,22.01591547454,84.0304344163412,22.301075374279502,84.03722835648406,21.74051867783169,83.23894762570436,21.729805640283026,83.22899019801494,22.29032170130554,RA---TAN,DEC--TAN,83.63389328502,22.01591547454,2328.5,1760.5,-0.0001593008503595,2.206702503685e-06,-2.305819042528e-06,-0.0001592936931179,4656,3520 1755 1755 - 2025-03-02T22-16-43_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0014.fits,2025-03-02T22:16:43.397,Crab Nebula,B,45.0,83.63434941983,22.01588920885,84.03084481337845,22.30099787138663,84.03769982164867,21.74047847986412,83.23944902596237,21.7298308311248,83.22943086553099,22.29030929334091,RA---TAN,DEC--TAN,83.63434941983,22.01588920885,2328.5,1760.5,-0.0001592948845126,2.222747638395e-06,-2.291802474811e-06,-0.0001592830495412,4656,3520 1756 1756 - 2025-03-02T22-17-29_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0015.fits,2025-03-02T22:17:29.097,Crab Nebula,B,45.0,83.6344037375,22.01580145367,84.03095693606559,22.3009654033548,84.03778303826446,21.740362156546865,83.23944607310081,21.729687515595312,83.2294560159395,22.29024996709709,RA---TAN,DEC--TAN,83.6344037375,22.01580145367,2328.5,1760.5,-0.0001593122250326,2.215239231139e-06,-2.297587124541e-06,-0.0001593068998719,4656,3520 1757 1757 - 2025-03-02T22-18-14_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0016.fits,2025-03-02T22:18:14.795,Crab Nebula,B,45.0,83.63444781299,22.01582658209,84.03097913873196,22.3009632225804,84.03782002807387,21.740476370855145,83.23951178289879,21.729740056780585,83.22950771175532,22.29018604477805,RA---TAN,DEC--TAN,83.63444781299,22.01582658209,2328.5,1760.5,-0.0001593063999753,2.219033005288e-06,-2.310843787772e-06,-0.000159273812094,4656,3520 1758 1758 - 2025-03-02T22-19-00_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0017.fits,2025-03-02T22:19:00.398,Crab Nebula,B,45.0,83.63420182884,22.01595871106,84.03074660357247,22.301109805381977,84.03757906031505,21.740553167147898,83.23925249519569,21.729857663171884,83.22925636511286,22.290373476257106,RA---TAN,DEC--TAN,83.63420182884,22.01595871106,2328.5,1760.5,-0.0001593099489355,2.216873909339e-06,-2.302072349114e-06,-0.0001592936500564,4656,3520 1759 1759 - 2025-03-02T22-19-46_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0018.fits,2025-03-02T22:19:46.059,Crab Nebula,B,45.0,83.63408900696,22.01594475362,84.0306994468088,22.301061461473846,84.0374774996668,21.740549721805355,83.23907408042686,21.72987777757957,83.22913229956423,22.290348952048475,RA---TAN,DEC--TAN,83.63408900696,22.01594475362,2328.5,1760.5,-0.0001593252769434,2.202547950856e-06,-2.296983410734e-06,-0.0001592809282257,4656,3520 1760 1760 - 2025-03-02T22-20-31_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0019.fits,2025-03-02T22:20:31.768,Crab Nebula,B,45.0,83.63399687084,22.01591083255,84.03047647534486,22.301044040069044,84.03730274863602,21.740501725492614,83.23911234082689,21.729827985070216,83.22912302060197,22.29032951304939,RA---TAN,DEC--TAN,83.63399687084,22.01591083255,2328.5,1760.5,-0.0001592828224064,2.215162932683e-06,-2.297392713136e-06,-0.0001592895836346,4656,3520 1501 1501 + 2025-03-02T20-01-21_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0000.fits,2025-03-02T20:01:21.168,M 1,L,20.0,83.6305921852,22.01153902778,84.02697563080005,22.29657564395731,84.03401333193814,21.736070886139004,83.23580253801443,21.72555337992544,83.2256026266861,22.286016333098324,RA---TAN,DEC--TAN,83.6305921852,22.01153902778,2328.5,1760.5,-0.0001592917137108,2.270825414525e-06,-2.263936232622e-06,-0.000159278766056,4656,3520 1502 1502 + 2025-03-02T20-01-41_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0001.fits,2025-03-02T20:01:41.820,M 1,L,20.0,83.63069053433,22.01135710489,84.02700594518093,22.29643629420676,84.03395158816203,21.73596059112409,83.23596887001992,21.725329216415485,83.22586211239513,22.285763576115595,RA---TAN,DEC--TAN,83.63069053433,22.01135710489,2328.5,1760.5,-0.000159246382548,2.246429701107e-06,-2.28835007494e-06,-0.0001592705724701,4656,3520 1503 1503 + 2025-03-02T20-02-02_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0002.fits,2025-03-02T20:02:02.593,M 1,L,20.0,83.63049571757,22.01108625384,84.02687864803703,22.296169149066515,84.03384979953033,21.735648680475897,83.23570680504135,21.72505434545548,83.22557369397278,22.285533336997737,RA---TAN,DEC--TAN,83.63049571757,22.01108625384,2328.5,1760.5,-0.0001592786937469,2.253265985349e-06,-2.280406903609e-06,-0.0001592832767314,4656,3520 1504 1504 + 2025-03-02T20-02-23_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0003.fits,2025-03-02T20:02:23.198,M 1,L,20.0,83.63060959387,22.01122002903,84.02703520474725,22.29633679077012,84.03397052817566,21.735810845947565,83.23577837252701,21.72515404564585,83.2256808430685,22.28563868383731,RA---TAN,DEC--TAN,83.63060959387,22.01122002903,2328.5,1760.5,-0.0001592883595177,2.243856893239e-06,-2.293808476093e-06,-0.0001592848576992,4656,3520 1505 1505 + 2025-03-02T20-02-43_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0004.fits,2025-03-02T20:02:43.842,M 1,L,20.0,83.63084490777,22.0111681574,84.02713246299383,22.296207802764403,84.03409322218755,21.73579108052143,83.2361507513406,21.72517995214153,83.22602940050162,22.285555261353675,RA---TAN,DEC--TAN,83.63084490777,22.0111681574,2328.5,1760.5,-0.000159238526716,2.250346399248e-06,-2.284007857648e-06,-0.0001592538006864,4656,3520 1506 1506 + 2025-03-02T20-03-04_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0005.fits,2025-03-02T20:03:04.505,M 1,L,20.0,83.63078895249,22.01132649546,84.02706408448759,22.296381533271088,84.03405869453974,21.73593926563608,83.23610726756085,21.72532295203833,83.22595186413979,22.28572364131295,RA---TAN,DEC--TAN,83.63078895249,22.01132649546,2328.5,1760.5,-0.0001592401526723,2.259289167806e-06,-2.285139327253e-06,-0.0001592610369063,4656,3520 1507 1507 + 2025-03-02T20-03-25_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0006.fits,2025-03-02T20:03:25.157,M 1,L,20.0,83.63055115717,22.01108086503,84.0268517592203,22.296135869051422,84.03385404587802,21.73567119194939,83.23584408510982,21.725077241835542,83.22568068492973,22.28550029989383,RA---TAN,DEC--TAN,83.63055115717,22.01108086503,2328.5,1760.5,-0.0001592521188792,2.261357771171e-06,-2.280339227767e-06,-0.0001592674001339,4656,3520 1508 1508 + 2025-03-02T20-03-45_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0007.fits,2025-03-02T20:03:45.825,M 1,L,20.0,83.63049329947,22.01117800906,84.02684791324828,22.296219822906146,84.03385672066968,21.73576227847338,83.23573236787384,21.72518731396352,83.22556201804147,22.285603200577413,RA---TAN,DEC--TAN,83.63049329947,22.01117800906,2328.5,1760.5,-0.0001592748363024,2.263130729423e-06,-2.276264612803e-06,-0.0001592653687328,4656,3520 1509 1509 + 2025-03-02T20-04-06_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0008.fits,2025-03-02T20:04:06.573,M 1,L,20.0,83.63052561223,22.01119772247,84.02690847819942,22.296235953243013,84.03390372937749,21.73574050387432,83.2357365240311,21.72521047445024,83.22557933930946,22.285664328528988,RA---TAN,DEC--TAN,83.63052561223,22.01119772247,2328.5,1760.5,-0.0001592833881008,2.259610154733e-06,-2.266604454014e-06,-0.0001592761500593,4656,3520 1510 1510 + 2025-03-02T20-04-27_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0009.fits,2025-03-02T20:04:27.268,M 1,L,20.0,83.63040045319,22.01132028403,84.02676782063796,22.29640118600544,84.03373730046532,21.735919045815137,83.23562704850657,21.72529043541296,83.22549592019806,22.28573110877109,RA---TAN,DEC--TAN,83.63040045319,22.01132028403,2328.5,1760.5,-0.0001592718783973,2.252780938696e-06,-2.287769302475e-06,-0.0001592723854976,4656,3520 1511 1511 + 2025-03-02T20-05-17_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0010.fits,2025-03-02T20:05:17.369,M 1,L,20.0,83.62461735962,22.01194746937,84.020975238841,22.29697534766102,84.02795333022868,21.736575414198427,83.22985315966689,21.725970667783493,83.21971382402062,22.28632909322461,RA---TAN,DEC--TAN,83.62461735962,22.01194746937,2328.5,1760.5,-0.0001592691255383,2.254986524496e-06,-2.282646882397e-06,-0.0001592490175934,4656,3520 1512 1512 + 2025-03-02T20-05-38_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0011.fits,2025-03-02T20:05:38.006,M 1,L,20.0,83.6243687474,22.01210793483,84.02076006713533,22.29713117950464,84.0277216446556,21.736754714160856,83.22957122885425,21.72613560120229,83.21944831458808,22.286470635542777,RA---TAN,DEC--TAN,83.6243687474,22.01210793483,2328.5,1760.5,-0.0001592789619097,2.250645326292e-06,-2.285725140898e-06,-0.0001592423597319,4656,3520 1513 1513 + 2025-03-02T20-05-58_Crab Nebula_LIGHT-L_-20.00_ZWO ASI1600MM Pro_20.00s_139_1x1_0012.fits,2025-03-02T20:05:58.602,M 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1,B,45.0,83.63369442556,22.01579168689,84.03017166085651,22.300927086679,84.03698389198021,21.74034137504569,83.23881225787464,21.72970666258125,83.22883682419882,22.29025165648664,RA---TAN,DEC--TAN,83.63369442556,22.01579168689,2328.5,1760.5,-0.0001592792326414,2.211485600344e-06,-2.289000921386e-06,-0.0001593019260442,4656,3520 1754 1754 + 2025-03-02T22-15-57_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0013.fits,2025-03-02T22:15:57.660,M 1,B,45.0,83.63389328502,22.01591547454,84.0304344163412,22.301075374279502,84.03722835648406,21.74051867783169,83.23894762570436,21.729805640283026,83.22899019801494,22.29032170130554,RA---TAN,DEC--TAN,83.63389328502,22.01591547454,2328.5,1760.5,-0.0001593008503595,2.206702503685e-06,-2.305819042528e-06,-0.0001592936931179,4656,3520 1755 1755 + 2025-03-02T22-16-43_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0014.fits,2025-03-02T22:16:43.397,M 1,B,45.0,83.63434941983,22.01588920885,84.03084481337845,22.30099787138663,84.03769982164867,21.74047847986412,83.23944902596237,21.7298308311248,83.22943086553099,22.29030929334091,RA---TAN,DEC--TAN,83.63434941983,22.01588920885,2328.5,1760.5,-0.0001592948845126,2.222747638395e-06,-2.291802474811e-06,-0.0001592830495412,4656,3520 1756 1756 + 2025-03-02T22-17-29_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0015.fits,2025-03-02T22:17:29.097,M 1,B,45.0,83.6344037375,22.01580145367,84.03095693606559,22.3009654033548,84.03778303826446,21.740362156546865,83.23944607310081,21.729687515595312,83.2294560159395,22.29024996709709,RA---TAN,DEC--TAN,83.6344037375,22.01580145367,2328.5,1760.5,-0.0001593122250326,2.215239231139e-06,-2.297587124541e-06,-0.0001593068998719,4656,3520 1757 1757 + 2025-03-02T22-18-14_Crab Nebula_LIGHT-B_-20.00_ZWO ASI1600MM Pro_45.00s_139_1x1_0016.fits,2025-03-02T22:18:14.795,M 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Pro_120.00s_139_1x1_0000.fits,2025-03-07T22:21:52.335,HAT-P-20b,R,120.0,111.9195395129,24.33750901775,112.33409468828349,24.608508992942795,112.31825604183442,24.04842173136606,111.50675794738922,24.06538760197424,111.51900229249746,24.625549704085817,RA---TAN,DEC--TAN,111.9195395129,24.33750901775,2328.5,1760.5,-0.000159190015553,-3.635828811629e-06,3.652768743332e-06,-0.000159176826455,4656,3520 1762 1762 2025-03-07T22-23-52_HAT-P-20b_LIGHT-R_-20.00_ZWO ASI1600MM Pro_120.00s_139_1x1_0001.fits,2025-03-07T22:23:52.993,HAT-P-20b,R,120.0,111.9186260321,24.33785081244,112.33316887261756,24.608815776632223,112.31736318080696,24.04875056727244,111.50585654844843,24.06576446209143,111.51806798719647,24.62590433803625,RA---TAN,DEC--TAN,111.9186260321,24.33785081244,2328.5,1760.5,-0.0001591912525366,-3.627292506752e-06,3.663067502271e-06,-0.0001591705349117,4656,3520 1763 1763 2025-03-07T22-25-53_HAT-P-20b_LIGHT-R_-20.00_ZWO ASI1600MM Pro_120.00s_139_1x1_0002.fits,2025-03-07T22:25:53.722,HAT-P-20b,R,120.0,111.9182345985,24.33781024045,112.33277057784828,24.60882568702137,112.31695287291464,24.04867860517644,111.50547227219988,24.06567344712325,111.51769531869074,24.625895256036,RA---TAN,DEC--TAN,111.9182345985,24.33781024045,2328.5,1760.5,-0.0001591862475272,-3.630351658538e-06,3.658980727108e-06,-0.0001591938102276,4656,3520 ··· 3865 3865 2025-05-01T02-21-48_Coma Cluster_LIGHT-R_-10.00_ZWO ASI1600MM Pro_120.00s_139_1x1_0020.fits,2025-05-01T02:21:48.428,Coma Cluster,R,120.0,194.9927699414,27.99681534821,195.3839915272092,28.310395720952627,195.44075668487733,27.75034002186827,194.60382237276892,27.682134188122983,194.54273550465513,28.241832193996032,RA---TAN,DEC--TAN,194.9927699414,27.99681534821,2328.5,1760.5,-0.0001591637815642,1.47865240631e-05,-1.46908818726e-05,-0.0001591066592205,4656,3520 3866 3866 2025-05-01T02-26-02_Coma Cluster_LIGHT-R_-10.00_ZWO ASI1600MM Pro_120.00s_139_1x1_0022.fits,2025-05-01T02:26:02.478,Coma Cluster,R,120.0,194.9940577007,27.9956466491,195.38531299875615,28.30928416057329,195.44207107111018,27.749144187336324,194.60507691720886,27.680908191717478,194.5439963902507,28.24069049667121,RA---TAN,DEC--TAN,194.9940577007,27.9956466491,2328.5,1760.5,-0.0001591769294972,1.47850001399e-05,-1.46973590964e-05,-0.0001591306129406,4656,3520 3867 3867 2025-05-01T02-28-03_Coma Cluster_LIGHT-R_-10.00_ZWO ASI1600MM Pro_120.00s_139_1x1_0023.fits,2025-05-01T02:28:03.072,Coma Cluster,R,120.0,194.9943149651,27.99577904044,195.38547538423504,28.309390628370977,195.44229987368527,27.749284866154856,194.60542833261607,27.681067036561444,194.5442823035896,28.240814781492677,RA---TAN,DEC--TAN,194.9943149651,27.99577904044,2328.5,1760.5,-0.0001591533885478,1.480153285531e-05,-1.469349334239e-05,-0.0001591208397644,4656,3520 3868 3868 - 2025-05-01T20-59-10_Sombrero Galaxy_LIGHT-B_-9.50_ZWO ASI1600MM Pro_60.00s_139_1x1_0000.fits,2025-05-01T20:59:10.416,Sombrero Galaxy,B,60.0,190.0009003918,-11.62373061481,189.61526600962105,-11.897191138148418,189.62759379702322,-11.334893350340048,190.3857775996443,-11.34975886343728,190.37498136669552,-11.912086875956449,RA---TAN,DEC--TAN,190.0009003918,-11.62373061481,2328.5,1760.5,0.000159698189805,3.218363310686e-06,-3.196763595885e-06,0.0001597981669102,4656,3520 3869 3869 - 2025-05-01T21-00-11_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0001.fits,2025-05-01T21:00:11.087,Sombrero Galaxy,B,60.0,190.0010791729,-11.62388470265,189.6154381446955,-11.897331469357106,189.6277610360787,-11.335051832679474,190.38596304139853,-11.349926683849521,190.3751717124936,-11.912236533531686,RA---TAN,DEC--TAN,190.0010791729,-11.62388470265,2328.5,1760.5,0.00015970193263,3.216997593391e-06,-3.19876849473e-06,0.000159793007143,4656,3520 3870 3870 - 2025-05-01T21-01-11_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0002.fits,2025-05-01T21:01:11.761,Sombrero Galaxy,B,60.0,190.0014585436,-11.62404634983,189.6158015717328,-11.897512902091941,189.62811599539575,-11.335183169857475,190.38635825889273,-11.350068496571613,190.37557563762925,-11.912428421363211,RA---TAN,DEC--TAN,190.0014585436,-11.62404634983,2328.5,1760.5,0.0001597103365177,3.214605323095e-06,-3.201016857016e-06,0.000159807241005,4656,3520 3871 3871 - 2025-05-01T21-02-12_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0003.fits,2025-05-01T21:02:12.362,Sombrero Galaxy,B,60.0,190.0013179781,-11.62410590775,189.61566799335714,-11.897562635406901,189.62800396259746,-11.335284277042549,190.38621074317865,-11.35013789511828,190.37540637280208,-11.91244650136277,RA---TAN,DEC--TAN,190.0013179781,-11.62410590775,2328.5,1760.5,0.0001597028144624,3.220630252126e-06,-3.19421058786e-06,0.0001597926488607,4656,3520 3872 3872 - 2025-05-01T21-03-12_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0004.fits,2025-05-01T21:03:12.978,Sombrero Galaxy,B,60.0,190.0007543639,-11.62387392385,189.61512177390762,-11.897293516641179,189.62742030586543,-11.335007047756633,190.3856298866045,-11.349943101685593,190.37486294829066,-11.912259720128139,RA---TAN,DEC--TAN,190.0007543639,-11.62387392385,2328.5,1760.5,0.0001597035361438,3.210212847609e-06,-3.211910202685e-06,0.0001597949398198,4656,3520 3873 3873 - 2025-05-01T21-04-13_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0005.fits,2025-05-01T21:04:13.478,Sombrero Galaxy,B,60.0,190.0005836671,-11.6238098848,189.61495671960893,-11.897299447195314,189.62729982073614,-11.334953259240644,190.38545336932245,-11.349809110902969,190.37464190390568,-11.91218556248447,RA---TAN,DEC--TAN,190.0005836671,-11.6238098848,2328.5,1760.5,0.0001596917866402,3.222613729131e-06,-3.194692081669e-06,0.0001598119267398,4656,3520 3874 3874 - 2025-05-01T21-05-14_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0006.fits,2025-05-01T21:05:14.154,Sombrero Galaxy,B,60.0,190.000768161,-11.62384945531,189.61511716646066,-11.89730995700148,189.62743990277534,-11.33496686199517,190.38566194062938,-11.349877676611424,190.37487097411284,-11.912250984661044,RA---TAN,DEC--TAN,190.000768161,-11.62384945531,2328.5,1760.5,0.0001597061899842,3.216926017777e-06,-3.206494633447e-06,0.0001598110412282,4656,3520 3875 3875 - 2025-05-01T21-06-14_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0007.fits,2025-05-01T21:06:14.808,Sombrero Galaxy,B,60.0,190.0008395715,-11.62405595912,189.61523297207577,-11.897544952423852,189.6275502464956,-11.33519376400285,190.38568895078288,-11.350055798061252,190.37490333010996,-11.91243718258678,RA---TAN,DEC--TAN,190.0008395715,-11.62405595912,2328.5,1760.5,0.0001596885238125,3.215419367232e-06,-3.196013189079e-06,0.0001598133380683,4656,3520 3876 3876 - 2025-05-01T21-07-15_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0008.fits,2025-05-01T21:07:15.376,Sombrero Galaxy,B,60.0,190.0011783155,-11.62401334148,189.6155619817866,-11.897437271100106,189.62786340394865,-11.33519338720906,190.38603759258083,-11.350078219824436,190.3752675972624,-11.9123522599791,RA---TAN,DEC--TAN,190.0011783155,-11.62401334148,2328.5,1760.5,0.0001596959912592,3.211038906713e-06,-3.200906882768e-06,0.0001597828384314,4656,3520 3877 3877 - 2025-05-01T21-08-15_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0009.fits,2025-05-01T21:08:15.987,Sombrero Galaxy,B,60.0,190.0015747585,-11.62390495462,189.61595353972396,-11.897365279030549,189.62824781344779,-11.335047458832852,190.3864388177123,-11.349933429848384,190.37567619210438,-11.912281387740013,RA---TAN,DEC--TAN,190.0015747585,-11.62390495462,2328.5,1760.5,0.0001596996150887,3.20901956035e-06,-3.20114951529e-06,0.0001598038475187,4656,3520 3878 3878 - 2025-05-01T21-09-38_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0010.fits,2025-05-01T21:09:38.657,Sombrero Galaxy,B,60.0,189.9988929292,-11.62465943037,189.61327907605673,-11.898134645262958,189.6255369008143,-11.335753464080758,190.38374954560328,-11.350673003427897,190.3730236882895,-11.913084229306685,RA---TAN,DEC--TAN,189.9988929292,-11.62465943037,2328.5,1760.5,0.000159703769735,3.198820714832e-06,-3.208351365487e-06,0.0001598218407393,4656,3520 3879 3879 - 2025-05-01T21-10-39_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0011.fits,2025-05-01T21:10:39.238,Sombrero Galaxy,B,60.0,189.998870376,-11.62462934374,189.6132029037069,-11.898142746452708,189.6255399346088,-11.335693032656836,190.38378040252695,-11.350604588189634,190.37297557454895,-11.913084554493055,RA---TAN,DEC--TAN,189.998870376,-11.62462934374,2328.5,1760.5,0.0001597096664427,3.220835706346e-06,-3.206657962797e-06,0.000159841346438,4656,3520 3880 3880 - 2025-05-01T22-31-21_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0000.fits,2025-05-01T22:31:21.985,Sombrero Galaxy,B,60.0,190.0001846251,-11.61839845269,190.38627028956265,-11.346189861403749,190.3730611280113,-11.908578583512197,189.61334466683422,-11.890092830447506,189.6280845118254,-11.327740623890943,RA---TAN,DEC--TAN,190.0001846251,-11.61839845269,2328.5,1760.5,-0.0001597015711374,-3.889971807309e-06,3.96732356452e-06,-0.0001598145261995,4656,3520 3881 3881 - 2025-05-01T22-32-22_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0001.fits,2025-05-01T22:32:22.595,Sombrero Galaxy,B,60.0,190.0001969836,-11.61831928053,190.38626663487688,-11.346161354171636,190.37299800196843,-11.908378249817982,189.6133732156875,-11.889963039516843,189.62817186849887,-11.327782809304964,RA---TAN,DEC--TAN,190.0001969836,-11.61831928053,2328.5,1760.5,-0.0001596823952743,-3.906434977549e-06,3.952152124833e-06,-0.0001597656735804,4656,3520 3882 3882 - 2025-05-01T22-33-23_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0002.fits,2025-05-01T22:33:23.179,Sombrero Galaxy,B,60.0,190.0001992211,-11.61803879635,190.38626116523878,-11.34580154634421,190.37302346575407,-11.908179767926226,189.61338297385524,-11.889761910969112,189.62815112783957,-11.327420274482689,RA---TAN,DEC--TAN,190.0001992211,-11.61803879635,2328.5,1760.5,-0.0001596858151122,-3.897888735371e-06,3.952729585065e-06,-0.0001598115315098,4656,3520 3883 3883 - 2025-05-01T22-34-23_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0003.fits,2025-05-01T22:34:23.819,Sombrero Galaxy,B,60.0,190.0000554574,-11.6177986865,190.38613985216895,-11.345643964270806,190.37291442486855,-11.907873594297374,189.61321696088675,-11.88943922390776,189.62797252083118,-11.327246148531499,RA---TAN,DEC--TAN,190.0000554574,-11.6177986865,2328.5,1760.5,-0.000159697975322,-3.894431229286e-06,3.956280548e-06,-0.0001597693089183,4656,3520 3884 3884 - 2025-05-01T22-35-24_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0004.fits,2025-05-01T22:35:24.381,Sombrero Galaxy,B,60.0,190.0001998763,-11.61799901161,190.3862720640907,-11.345824528057312,190.37302810605425,-11.908111125908361,189.6133735423339,-11.889659334390183,189.62814772646422,-11.32740933825381,RA---TAN,DEC--TAN,190.0001998763,-11.61799901161,2328.5,1760.5,-0.0001596888231376,-3.89959967333e-06,3.96001799543e-06,-0.0001597854912212,4656,3520 3885 3885 - 2025-05-01T22-36-25_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0005.fits,2025-05-01T22:36:25.041,Sombrero Galaxy,B,60.0,190.0003387666,-11.61802146113,190.38642621515677,-11.345875549291012,190.37311633183486,-11.908117586731366,189.61349721994003,-11.889653170713062,189.62833713450266,-11.327447905330526,RA---TAN,DEC--TAN,190.0003387666,-11.61802146113,2328.5,1760.5,-0.0001596813706785,-3.917923289728e-06,3.962711382628e-06,-0.0001597728032966,4656,3520 3886 3886 - 2025-05-01T22-37-36_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0006.fits,2025-05-01T22:37:36.919,Sombrero Galaxy,B,60.0,190.0020641334,-11.61792133239,190.38820367103608,-11.34573736935406,190.37495099377296,-11.908075364775673,189.61517029714312,-11.88959095846936,189.62995358180166,-11.327289593888208,RA---TAN,DEC--TAN,190.0020641334,-11.61792133239,2328.5,1760.5,-0.0001597153697257,-3.902081012068e-06,3.967021547575e-06,-0.0001598000946555,4656,3520 3887 3887 - 2025-05-01T22-38-37_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0007.fits,2025-05-01T22:38:37.493,Sombrero Galaxy,B,60.0,190.0019721153,-11.61786077681,190.3880697100139,-11.345667440337294,190.37480644984458,-11.907990611631236,189.6151202817594,-11.889539890557764,189.62991391122964,-11.327253372707448,RA---TAN,DEC--TAN,190.0019721153,-11.61786077681,2328.5,1760.5,-0.0001596955377966,-3.904994526208e-06,3.959782346422e-06,-0.0001597958777729,4656,3520 3888 3888 - 2025-05-01T22-41-39_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0010.fits,2025-05-01T22:41:39.299,Sombrero Galaxy,B,60.0,190.0022012103,-11.61738743463,190.38831809695714,-11.3452045390157,190.3750351471117,-11.907469209519723,189.61533010778223,-11.889056076002564,189.63014324231452,-11.326828109650389,RA---TAN,DEC--TAN,190.0022012103,-11.61738743463,2328.5,1760.5,-0.0001596997996075,-3.910456301858e-06,3.951701720269e-06,-0.0001597792457011,4656,3520 3889 3889 - 2025-05-01T22-42-39_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0011.fits,2025-05-01T22:42:39.829,Sombrero Galaxy,B,60.0,190.0021146339,-11.61760592989,190.38820981546502,-11.345428851424671,190.3749651084418,-11.907786624624592,189.61526528035853,-11.88926880279536,189.6300404417969,-11.326947634573362,RA---TAN,DEC--TAN,190.0021146339,-11.61760592989,2328.5,1760.5,-0.0001596985493413,-3.899845512746e-06,3.974203122752e-06,-0.0001598057181355,4656,3520 3890 3890 - 2025-05-01T23-31-45_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0012.fits,2025-05-01T23:31:45.490,Sombrero Galaxy,B,60.0,189.9961280464,-11.62274825506,190.3822287493654,-11.35061094283101,190.36905429920176,-11.913018545692385,189.60927292795017,-11.894371131726285,189.62397882665078,-11.33199997069499,RA---TAN,DEC--TAN,189.9961280464,-11.62274825506,2328.5,1760.5,-0.0001597126560407,-3.880355575317e-06,4.002061775035e-06,-0.0001598199029327,4656,3520 3891 3891 - 2025-05-01T23-32-46_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0013.fits,2025-05-01T23:32:46.094,Sombrero Galaxy,B,60.0,189.9961635693,-11.62264504126,190.38227673645778,-11.350463491973906,190.36912571596207,-11.912977124426066,189.609295846364,-11.894312125929705,189.6239786886321,-11.331834876557256,RA---TAN,DEC--TAN,189.9961635693,-11.62264504126,2328.5,1760.5,-0.0001597228812433,-3.873887188296e-06,4.005846002579e-06,-0.0001598500437245,4656,3520 3892 3892 - 2025-05-01T23-33-46_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0014.fits,2025-05-01T23:33:46.678,Sombrero Galaxy,B,60.0,189.9964525636,-11.62242279857,190.382541770436,-11.350300454249046,190.3693529295116,-11.912667527736316,189.6096090269885,-11.894030751651496,189.62432908606303,-11.331700154552804,RA---TAN,DEC--TAN,189.9964525636,-11.62242279857,2328.5,1760.5,-0.0001597049824771,-3.884333787052e-06,3.999772588154e-06,-0.0001598083798439,4656,3520 3893 3893 - 2025-05-01T23-34-47_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0015.fits,2025-05-01T23:34:47.265,Sombrero Galaxy,B,60.0,189.9965036914,-11.62259184393,190.38257099829298,-11.350492095680112,190.36938413293683,-11.912826641356824,189.6096821489139,-11.894177252296219,189.62440008173826,-11.331879176137493,RA---TAN,DEC--TAN,189.9965036914,-11.62259184393,2328.5,1760.5,-0.0001596960806431,-3.883760535209e-06,4.002483009851e-06,-0.0001597991365301,4656,3520 3894 3894 - 2025-05-01T23-35-47_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0016.fits,2025-05-01T23:35:47.800,Sombrero Galaxy,B,60.0,189.9968332335,-11.62246377985,190.38291251094873,-11.350344859560227,190.36973918414577,-11.912732441740138,189.6099996524138,-11.894068333653877,189.62470424964079,-11.331717187288003,RA---TAN,DEC--TAN,189.9968332335,-11.62246377985,2328.5,1760.5,-0.0001597040337306,-3.880022045706e-06,4.005648864333e-06,-0.0001598142138341,4656,3520 3895 3895 - 2025-05-01T23-36-48_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0017.fits,2025-05-01T23:36:48.406,Sombrero Galaxy,B,60.0,189.996618732,-11.62220649008,190.3827023516844,-11.350101179987961,190.36955627996528,-11.912509439413906,189.60978085517743,-11.893797432944343,189.62445829069947,-11.331425539168313,RA---TAN,DEC--TAN,189.996618732,-11.62220649008,2328.5,1760.5,-0.0001597117242744,-3.872452028124e-06,4.015946735581e-06,-0.0001598201003069,4656,3520 3896 3896 - 2025-05-01T23-37-49_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0018.fits,2025-05-01T23:37:49.039,Sombrero Galaxy,B,60.0,189.9965542947,-11.62201221661,190.38263004086653,-11.349887689393526,190.36947071365393,-11.91230401082755,189.60972426633964,-11.89362240564478,189.62441489515948,-11.331242482466514,RA---TAN,DEC--TAN,189.9965542947,-11.62201221661,2328.5,1760.5,-0.0001597057445467,-3.876135800855e-06,4.009411949784e-06,-0.0001598223864975,4656,3520 3897 3897 - 2025-05-01T23-38-49_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0019.fits,2025-05-01T23:38:49.600,Sombrero Galaxy,B,60.0,189.9965912771,-11.62212640736,190.38269990259664,-11.35001015357054,190.3695249881409,-11.912384803783537,189.60972832065465,-11.89372823060574,189.6244345401725,-11.33139002214525,RA---TAN,DEC--TAN,189.9965912771,-11.62212640736,2328.5,1760.5,-0.0001597162464454,-3.880473520578e-06,4.004029474476e-06,-0.0001598105384482,4656,3520 3898 3898 - 2025-05-01T23-39-50_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0020.fits,2025-05-01T23:39:50.121,Sombrero Galaxy,B,60.0,189.9968602469,-11.62207603486,190.38295277233712,-11.349949785146613,190.36981622492604,-11.912390153534105,189.61001339750746,-11.893687899003643,189.62468143488516,-11.331283872457899,RA---TAN,DEC--TAN,189.9968602469,-11.62207603486,2328.5,1760.5,-0.0001597175520391,-3.869820244654e-06,4.013854332274e-06,-0.0001598292288179,4656,3520 3899 3899 - 2025-05-01T23-40-50_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0021.fits,2025-05-01T23:40:50.720,Sombrero Galaxy,B,60.0,189.9969177553,-11.62203536257,190.38304844816537,-11.349903057862171,190.3698667473347,-11.912314644210223,189.6100326499482,-11.893653181685568,189.62474581881665,-11.331278056567351,RA---TAN,DEC--TAN,189.9969177553,-11.62203536257,2328.5,1760.5,-0.0001597241577591,-3.882386530942e-06,4.005077735906e-06,-0.0001598210327111,4656,3520 3900 3900 - 2025-05-01T23-42-03_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0022.fits,2025-05-01T23:42:03.570,Sombrero Galaxy,B,60.0,189.9979429793,-11.62117006388,190.38402122287255,-11.349011889818053,190.3709059037388,-11.911512454712552,189.61111041141754,-11.89281392825978,189.62575724865115,-11.330349646728214,RA---TAN,DEC--TAN,189.9979429793,-11.62117006388,2328.5,1760.5,-0.0001597165249534,-3.863927670325e-06,4.013059858616e-06,-0.0001598463439896,4656,3520 3901 3901 - 2025-05-01T23-43-04_Sombrero Galaxy_LIGHT-B_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0023.fits,2025-05-01T23:43:04.152,Sombrero Galaxy,B,60.0,189.9980906651,-11.6213037519,190.38416114663613,-11.349203037090923,190.37105051432684,-11.911652381267025,189.61126602503293,-11.892890172318934,189.625908029101,-11.33047709893582,RA---TAN,DEC--TAN,189.9980906651,-11.6213037519,2328.5,1760.5,-0.0001597141483876,-3.862600875982e-06,4.026742312405e-06,-0.0001598317895439,4656,3520 3902 3902 - 2025-05-01T20-40-52_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0000.fits,2025-05-01T20:40:52.646,Sombrero Galaxy,G,60.0,190.0005022317,-11.63217597282,189.61476618286895,-11.905603189232808,189.62717378199736,-11.343332571352422,190.38548043273033,-11.358236908421368,190.37460570185974,-11.920537983772025,RA---TAN,DEC--TAN,190.0005022317,-11.63217597282,2328.5,1760.5,0.0001597193336593,3.240298315235e-06,-3.20512870889e-06,0.0001597904798439,4656,3520 3903 3903 - 2025-05-01T20-41-53_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0001.fits,2025-05-01T20:41:53.239,Sombrero Galaxy,G,60.0,189.9999724547,-11.63208258459,189.61429231172136,-11.905518151668147,189.6266553166547,-11.343217154226442,190.38489484307402,-11.358135321784115,190.3740646425781,-11.920466657191088,RA---TAN,DEC--TAN,189.9999724547,-11.63208258459,2328.5,1760.5,0.000159705256218,3.227895591028e-06,-3.208087422531e-06,0.0001597990956573,4656,3520 3904 3904 - 2025-05-01T20-42-53_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0002.fits,2025-05-01T20:42:53.887,Sombrero Galaxy,G,60.0,189.9999457462,-11.63206325725,189.61422800339543,-11.905535322323532,189.6266447102414,-11.343148389735498,190.38490556072233,-11.358079397609895,190.37402193018218,-11.920496809111274,RA---TAN,DEC--TAN,189.9999457462,-11.63206325725,2328.5,1760.5,0.0001597097828841,3.242805785771e-06,-3.210860721087e-06,0.0001598235373356,4656,3520 3905 3905 - 2025-05-01T20-43-54_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0003.fits,2025-05-01T20:43:54.560,Sombrero Galaxy,G,60.0,190.0000246357,-11.63226936552,189.61434203562365,-11.905692218063166,189.6267052567651,-11.343435625110626,190.38494949899697,-11.358334802939114,190.37411899672043,-11.920621735181289,RA---TAN,DEC--TAN,190.0000246357,-11.63226936552,2328.5,1760.5,0.0001597061323608,3.227965502361e-06,-3.204007943498e-06,0.0001597864768079,4656,3520 3906 3906 - 2025-05-01T20-44-55_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0004.fits,2025-05-01T20:44:55.112,Sombrero Galaxy,G,60.0,189.9998051085,-11.63250071309,189.6140786332687,-11.905978028295422,189.62649181514132,-11.343663013563688,190.3847735944347,-11.358511562023924,190.37389339782433,-11.920857048486432,RA---TAN,DEC--TAN,189.9998051085,-11.63250071309,2328.5,1760.5,0.0001597139261444,3.241832139065e-06,-3.193144990637e-06,0.0001598030985379,4656,3520 3907 3907 - 2025-05-01T20-45-55_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0005.fits,2025-05-01T20:45:55.660,Sombrero Galaxy,G,60.0,189.9999001608,-11.63248356789,189.6141699895804,-11.905947074217725,189.62658590692809,-11.343642368157745,190.38487237479606,-11.358508216553115,190.37398942086296,-11.92084340167484,RA---TAN,DEC--TAN,189.9999001608,-11.63248356789,2328.5,1760.5,0.0001597149202595,3.242596805623e-06,-3.196862349088e-06,0.0001598001700584,4656,3520 3908 3908 - 2025-05-01T20-46-56_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0006.fits,2025-05-01T20:46:56.166,Sombrero Galaxy,G,60.0,189.9999823373,-11.63255621914,189.6143641697382,-11.905995117645384,189.6266742514027,-11.343662091060095,190.38484283132414,-11.358605769726283,190.37406556386406,-11.920968994150028,RA---TAN,DEC--TAN,189.9999823373,-11.63255621914,2328.5,1760.5,0.0001596900568963,3.213157702801e-06,-3.213553357965e-06,0.0001598081772946,4656,3520 3909 3909 - 2025-05-01T20-47-56_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0007.fits,2025-05-01T20:47:56.797,Sombrero Galaxy,G,60.0,189.9998903908,-11.6324550075,189.6142047866645,-11.905944300012898,189.6265397848818,-11.343570561700336,190.38481805603396,-11.358453989526085,190.37401619255886,-11.920857994569895,RA---TAN,DEC--TAN,189.9998903908,-11.6324550075,2328.5,1760.5,0.0001597132298616,3.220049705732e-06,-3.200616750946e-06,0.000159819757736,4656,3520 3910 3910 - 2025-05-01T20-49-30_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0008.fits,2025-05-01T20:49:30.140,Sombrero Galaxy,G,60.0,189.9979274691,-11.63483235147,189.61223951430028,-11.908305396731675,189.62461842214526,-11.345957399556028,190.3828573660979,-11.360847475891639,190.37201176311822,-11.923225858750492,RA---TAN,DEC--TAN,189.9979274691,-11.63483235147,2328.5,1760.5,0.0001597036082202,3.232220524777e-06,-3.202057533055e-06,0.0001598124590345,4656,3520 3911 3911 - 2025-05-01T20-50-30_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0009.fits,2025-05-01T20:50:30.761,Sombrero Galaxy,G,60.0,189.9978411377,-11.63491695738,189.61218434221394,-11.90838952668494,189.62452450423586,-11.346035039284162,190.38273993239136,-11.360932636946428,190.37193305848382,-11.92331740793605,RA---TAN,DEC--TAN,189.9978411377,-11.63491695738,2328.5,1760.5,0.0001596986097419,3.221437180982e-06,-3.203662662477e-06,0.0001598142887386,4656,3520 3912 3912 - 2025-05-01T22-18-44_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0000.fits,2025-05-01T22:18:44.754,Sombrero Galaxy,G,60.0,190.001467495,-11.62095269398,190.38757176037873,-11.348703484798497,190.3742752532118,-11.91102598239619,189.61460861625562,-11.89268753291884,189.62943587308283,-11.330401784409542,RA---TAN,DEC--TAN,190.001467495,-11.62095269398,2328.5,1760.5,-0.0001596896157808,-3.914258629e-06,3.935652231323e-06,-0.0001597956725176,4656,3520 3913 3913 - 2025-05-01T22-19-45_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0001.fits,2025-05-01T22:19:45.374,Sombrero Galaxy,G,60.0,190.0016165885,-11.62084921984,190.38774557418523,-11.348619952614479,190.37444104330189,-11.910944129985197,189.61473300352012,-11.89256405536538,189.62956835545467,-11.330276649840528,RA---TAN,DEC--TAN,190.0016165885,-11.62084921984,2328.5,1760.5,-0.0001596983799109,-3.916503540692e-06,3.944592175089e-06,-0.0001597961470395,4656,3520 3914 3914 - 2025-05-01T22-20-46_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0002.fits,2025-05-01T22:20:46.040,Sombrero Galaxy,G,60.0,190.0015159604,-11.62075658474,190.38760672781055,-11.348535963049548,190.37434702655568,-11.91088352160366,189.61467069843312,-11.892462880472406,189.62946120896729,-11.330151974779472,RA---TAN,DEC--TAN,190.0015159604,-11.62075658474,2328.5,1760.5,-0.000159691761186,-3.904024502903e-06,3.953320281213e-06,-0.0001598028082435,4656,3520 3915 3915 - 2025-05-01T22-21-46_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0003.fits,2025-05-01T22:21:46.650,Sombrero Galaxy,G,60.0,190.0015427982,-11.62082204953,190.38763463149124,-11.34866436490449,190.37435995460146,-11.910954534071564,189.61469663868124,-11.892465402847447,189.6295019468218,-11.330211925016481,RA---TAN,DEC--TAN,190.0015427982,-11.62082204953,2328.5,1760.5,-0.0001596890042939,-3.908167450965e-06,3.968029942746e-06,-0.0001597864934831,4656,3520 3916 3916 - 2025-05-01T22-22-47_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0004.fits,2025-05-01T22:22:47.249,Sombrero Galaxy,G,60.0,190.0016620586,-11.62061669057,190.3877661324634,-11.348435521475022,190.37447201242563,-11.910686672588845,189.61480358312676,-11.89228350426115,189.62962821375535,-11.330069094774203,RA---TAN,DEC--TAN,190.0016620586,-11.62061669057,2328.5,1760.5,-0.0001596902107294,-3.913565646537e-06,3.949556761733e-06,-0.000159775398029,4656,3520 3917 3917 - 2025-05-01T22-23-47_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0005.fits,2025-05-01T22:23:47.782,Sombrero Galaxy,G,60.0,190.0014061844,-11.62082153289,190.38750042729558,-11.34858391609945,190.37422702895373,-11.911019238776738,189.61455738863796,-11.892544811679137,189.62936182671774,-11.33014617782471,RA---TAN,DEC--TAN,190.0014061844,-11.62082153289,2328.5,1760.5,-0.0001596902923595,-3.907868409537e-06,3.96487131817e-06,-0.000159827744304,4656,3520 3918 3918 - 2025-05-01T22-24-48_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0006.fits,2025-05-01T22:24:48.366,Sombrero Galaxy,G,60.0,190.0016019978,-11.62063562292,190.38771912037276,-11.348469641770526,190.37444651832584,-11.910671243301783,189.61473048908613,-11.892287213161904,189.62953356785576,-11.330122299338171,RA---TAN,DEC--TAN,190.0016019978,-11.62063562292,2328.5,1760.5,-0.0001597002198471,-3.907570951235e-06,3.945451192584e-06,-0.0001597613248943,4656,3520 3919 3919 - 2025-05-01T22-25-48_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0007.fits,2025-05-01T22:25:48.977,Sombrero Galaxy,G,60.0,190.001764869,-11.62059508268,190.3878788502843,-11.348419552044922,190.37460698809716,-11.910711888989114,189.61489648388576,-11.892256232440465,189.62969904953266,-11.330000581173296,RA---TAN,DEC--TAN,190.001764869,-11.62059508268,2328.5,1760.5,-0.0001596990565528,-3.907397183437e-06,3.960839121439e-06,-0.0001597871107646,4656,3520 3920 3920 - 2025-05-01T22-27-17_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0008.fits,2025-05-01T22:27:17.864,Sombrero Galaxy,G,60.0,189.9998415801,-11.61815884966,190.38593831489902,-11.345986397412995,190.37268752697642,-11.908269999851445,189.61299064623995,-11.889817069061484,189.62777175848052,-11.327570088826045,RA---TAN,DEC--TAN,189.9998415801,-11.61815884966,2328.5,1760.5,-0.0001596976259974,-3.901512304589e-06,3.960260503174e-06,-0.0001597846374489,4656,3520 3921 3921 - 2025-05-01T22-28-18_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0009.fits,2025-05-01T22:28:18.437,Sombrero Galaxy,G,60.0,189.9997718611,-11.61821116193,190.38586281224943,-11.346020918788284,190.372579525034,-11.908310966787132,189.61292666928048,-11.889887185374938,189.62774021590047,-11.327633842439617,RA---TAN,DEC--TAN,189.9997718611,-11.61821116193,2328.5,1760.5,-0.0001596883386632,-3.910549038732e-06,3.953989134342e-06,-0.0001597864569882,4656,3520 3922 3922 - 2025-05-01T22-29-19_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0010.fits,2025-05-01T22:29:19.028,Sombrero Galaxy,G,60.0,190.0001723718,-11.61815369301,190.38627890233818,-11.34589126515795,190.3730161843768,-11.908265182247987,189.613311373632,-11.889901861806864,189.6281046805815,-11.3275645987984,RA---TAN,DEC--TAN,190.0001723718,-11.61815369301,2328.5,1760.5,-0.0001596992697729,-3.904870011181e-06,3.941005780468e-06,-0.0001598102990145,4656,3520 3923 3923 - 2025-05-01T22-30-19_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0011.fits,2025-05-01T22:30:19.594,Sombrero Galaxy,G,60.0,190.0001944195,-11.61822841981,190.38630129822766,-11.346030786852099,190.37301451479942,-11.908334897125279,189.613333247377,-11.889911789893434,189.6281503878549,-11.327644395369743,RA---TAN,DEC--TAN,190.0001944195,-11.61822841981,2328.5,1760.5,-0.0001596942971698,-3.911535610021e-06,3.953843130921e-06,-0.0001597904520145,4656,3520 3924 3924 - 2025-05-01T23-18-59_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0012.fits,2025-05-01T23:18:59.063,Sombrero Galaxy,G,60.0,189.9993540836,-11.62360323162,190.38544664637394,-11.351457251917484,190.3722818216895,-11.913829750298218,189.61250704008853,-11.895234761602248,189.62720332343687,-11.332898682115953,RA---TAN,DEC--TAN,189.9993540836,-11.62360323162,2328.5,1760.5,-0.0001597107781159,-3.877665723834e-06,3.990801638722e-06,-0.0001598099299631,4656,3520 3925 3925 - 2025-05-01T23-19-59_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0013.fits,2025-05-01T23:19:59.664,Sombrero Galaxy,G,60.0,189.9995475,-11.62376864475,190.3855954571942,-11.351607560422115,190.37245648853596,-11.914003544312823,189.6127450960785,-11.895415391236057,189.62741548402,-11.333055756046177,RA---TAN,DEC--TAN,189.9995475,-11.62376864475,2328.5,1760.5,-0.0001596973486524,-3.870460733458e-06,3.989340842429e-06,-0.0001598166135773,4656,3520 3926 3926 - 2025-05-01T23-21-24_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0014.fits,2025-05-01T23:21:24.978,Sombrero Galaxy,G,60.0,189.9964756919,-11.62423117871,190.3825837528026,-11.352095176155412,190.36938082324423,-11.914475992113367,189.60961310584233,-11.895852663971555,189.62434758332637,-11.333508368164232,RA---TAN,DEC--TAN,189.9964756919,-11.62423117871,2328.5,1760.5,-0.0001597089221606,-3.888276116091e-06,3.996878735245e-06,-0.0001598122792393,4656,3520 3927 3927 - 2025-05-01T23-22-25_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0015.fits,2025-05-01T23:22:25.586,Sombrero Galaxy,G,60.0,189.9964004817,-11.62415175251,190.38249515823415,-11.352013121720336,190.36931915291555,-11.914431045847978,189.6095513041156,-11.895775904994757,189.62425894819694,-11.333394430514177,RA---TAN,DEC--TAN,189.9964004817,-11.62415175251,2328.5,1760.5,-0.0001597089857675,-3.880795386554e-06,4.003720911948e-06,-0.000159822834844,4656,3520 3928 3928 - 2025-05-01T23-23-26_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0016.fits,2025-05-01T23:23:26.139,Sombrero Galaxy,G,60.0,189.9963989758,-11.62408716142,190.38248997743943,-11.351940722478277,190.36931428158945,-11.914348095059328,189.6095534628986,-11.895719134527392,189.6242607471994,-11.33334821019078,RA---TAN,DEC--TAN,189.9963989758,-11.62408716142,2328.5,1760.5,-0.0001597075487887,-3.880703118416e-06,3.998096674234e-06,-0.0001598198363844,4656,3520 3929 3929 - 2025-05-01T23-24-26_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0017.fits,2025-05-01T23:24:26.790,Sombrero Galaxy,G,60.0,189.9962381343,-11.62391690314,190.38239061158956,-11.351731005138523,190.36919466281628,-11.914222350068501,189.60933092757787,-11.895588178451273,189.6240588762745,-11.333133339686704,RA---TAN,DEC--TAN,189.9962381343,-11.62391690314,2328.5,1760.5,-0.0001597292594065,-3.886400324899e-06,3.999209845887e-06,-0.0001598436927603,4656,3520 3930 3930 - 2025-05-01T23-25-27_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0018.fits,2025-05-01T23:25:27.380,Sombrero Galaxy,G,60.0,189.9962724378,-11.62381313907,190.38236265056108,-11.3516751573715,190.369221528385,-11.914077564333352,189.60942775709378,-11.89543666854692,189.62410048542276,-11.333070620232917,RA---TAN,DEC--TAN,189.9962724378,-11.62381313907,2328.5,1760.5,-0.0001597146381342,-3.871085646046e-06,4.000670624709e-06,-0.0001598184382738,4656,3520 3931 3931 - 2025-05-01T23-26-27_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0019.fits,2025-05-01T23:26:27.948,Sombrero Galaxy,G,60.0,189.9959358215,-11.62366869927,190.3819846176179,-11.35154490212484,190.3688372024331,-11.913934261996417,189.60913268724946,-11.895278160661618,189.6238114723134,-11.33292517088309,RA---TAN,DEC--TAN,189.9959358215,-11.62366869927,2328.5,1760.5,-0.0001596959640036,-3.872806434547e-06,4.003935989255e-06,-0.0001598147280434,4656,3520 3932 3932 - 2025-05-01T23-27-28_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0020.fits,2025-05-01T23:27:28.503,Sombrero Galaxy,G,60.0,189.9957902468,-11.62342184128,190.3819060962644,-11.351272795567182,190.36875589322764,-11.913663844245953,189.6089198747678,-11.895056382802606,189.6236016863265,-11.332701717383953,RA---TAN,DEC--TAN,189.9957902468,-11.62342184128,2328.5,1760.5,-0.0001597237521963,-3.873619119774e-06,3.993485130932e-06,-0.0001598152073073,4656,3520 3933 3933 - 2025-05-01T23-28-29_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0021.fits,2025-05-01T23:28:29.170,Sombrero Galaxy,G,60.0,189.9955952431,-11.62353108745,190.38171724340827,-11.351382916911268,190.3685560105921,-11.913790330486929,189.6087187033676,-11.895164732832312,189.62341160495842,-11.332793731816407,RA---TAN,DEC--TAN,189.9955952431,-11.62353108745,2328.5,1760.5,-0.0001597239543937,-3.876696205915e-06,3.997378159996e-06,-0.000159819853812,4656,3520 3934 3934 - 2025-05-01T23-29-29_Sombrero Galaxy_LIGHT-G_-10.00_ZWO ASI1600MM 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Pro_30.00s_139_1x1_0000.fits,2025-05-01T20:07:31.513,Sombrero Galaxy,L,30.0,189.9994116009,-11.62515473705,189.61369158221908,-11.89872246818352,189.6261060577563,-11.336267856745184,190.3843738850371,-11.351075492140087,190.37349175282986,-11.913560560783488,RA---TAN,DEC--TAN,189.9994116009,-11.62515473705,2328.5,1760.5,0.0001597151370332,3.24236707002e-06,-3.184353973114e-06,0.0001598427675867,4656,3520 3937 3937 - 2025-05-01T20-08-02_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0001.fits,2025-05-01T20:08:02.147,Sombrero Galaxy,L,30.0,189.9994366968,-11.62555968534,189.61369861007148,-11.89909813120139,189.62616675726298,-11.336705207546787,190.38441706726113,-11.351509660878138,190.37348111207098,-11.913933182569908,RA---TAN,DEC--TAN,189.9994366968,-11.62555968534,2328.5,1760.5,0.0001597112028477,3.257323122987e-06,-3.183685105129e-06,0.0001598252567035,4656,3520 3938 3938 - 2025-05-01T20-08-32_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0002.fits,2025-05-01T20:08:32.792,Sombrero Galaxy,L,30.0,189.9992457225,-11.62575318156,189.61348956119502,-11.899283108878898,189.62591887932982,-11.3369252215551,190.38424414255758,-11.351711619640593,190.37334710128255,-11.914100006854792,RA---TAN,DEC--TAN,189.9992457225,-11.62575318156,2328.5,1760.5,0.0001597268728185,3.24650085231e-06,-3.179795978634e-06,0.000159815286661,4656,3520 3939 3939 - 2025-05-01T20-09-03_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0003.fits,2025-05-01T20:09:03.417,Sombrero Galaxy,L,30.0,189.9988914104,-11.62618097397,189.61318867500094,-11.899670441256664,189.6255997773536,-11.337333125262324,190.3838365928944,-11.352179995904422,190.37295758886722,-11.914547761894005,RA---TAN,DEC--TAN,189.9988914104,-11.62618097397,2328.5,1760.5,0.000159707997118,3.241450302152e-06,-3.192782216527e-06,0.0001598094327082,4656,3520 3940 3940 - 2025-05-01T20-09-34_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0004.fits,2025-05-01T20:09:34.294,Sombrero Galaxy,L,30.0,189.9988758063,-11.62662473761,189.6131358107207,-11.900151873713357,189.62562718133643,-11.337802124612507,190.38385804177673,-11.352585973630298,190.3728988502007,-11.914966383375619,RA---TAN,DEC--TAN,189.9988758063,-11.62662473761,2328.5,1760.5,0.0001597064980128,3.263776753402e-06,-3.179265181507e-06,0.0001598129958654,4656,3520 3941 3941 - 2025-05-01T20-10-04_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0005.fits,2025-05-01T20:10:04.934,Sombrero Galaxy,L,30.0,189.9981337125,-11.6266811997,189.61241145091742,-11.900152070254094,189.62484720620893,-11.337872178495514,190.38309840067075,-11.35269874576318,190.37219468354363,-11.915009153875987,RA---TAN,DEC--TAN,189.9981337125,-11.6266811997,2328.5,1760.5,0.000159710729596,3.248315057215e-06,-3.188427338043e-06,0.0001597931231733,4656,3520 3942 3942 - 2025-05-01T20-10-57_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0006.fits,2025-05-01T20:10:57.825,Sombrero Galaxy,L,30.0,189.99517339,-11.62764383853,189.60947712090555,-11.901092350341447,189.62190314142146,-11.338842280674864,190.3801121341821,-11.353683772284656,190.3692181155376,-11.915964333584789,RA---TAN,DEC--TAN,189.99517339,-11.62764383853,2328.5,1760.5,0.0001597012934118,3.245599182022e-06,-3.1916309795e-06,0.0001597846442915,4656,3520 3943 3943 - 2025-05-01T20-11-28_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0007.fits,2025-05-01T20:11:28.444,Sombrero Galaxy,L,30.0,189.9949001233,-11.62793229297,189.60916534094756,-11.901408777482178,189.62158623883462,-11.33914016171089,190.37987720828616,-11.35394413999817,190.36898856953752,-11.916243237681767,RA---TAN,DEC--TAN,189.9949001233,-11.62793229297,2328.5,1760.5,0.0001597184047941,3.244134126541e-06,-3.183570893738e-06,0.000159789914182,4656,3520 3944 3944 - 2025-05-01T20-11-59_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0008.fits,2025-05-01T20:11:59.075,Sombrero Galaxy,L,30.0,189.9949022873,-11.6280034542,189.60914381647038,-11.901536124509017,189.62162819963902,-11.339167782261107,190.37990285399601,-11.35395904984029,190.36895097616232,-11.91635803924117,RA---TAN,DEC--TAN,189.9949022873,-11.6280034542,2328.5,1760.5,0.000159714956765,3.261770239586e-06,-3.180857537209e-06,0.0001598182782446,4656,3520 3945 3945 - 2025-05-01T20-12-29_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0009.fits,2025-05-01T20:12:29.647,Sombrero Galaxy,L,30.0,189.9947576929,-11.62817946371,189.60904247006252,-11.901651845239277,189.6215160924166,-11.339317493908975,190.3797152516548,-11.354195455345604,190.36877390999146,-11.916560423367338,RA---TAN,DEC--TAN,189.9947576929,-11.62817946371,2328.5,1760.5,0.0001596989462814,3.258804192691e-06,-3.199479001538e-06,0.0001598086135343,4656,3520 3946 3946 - 2025-05-01T20-13-00_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0010.fits,2025-05-01T20:13:00.238,Sombrero Galaxy,L,30.0,189.9945419649,-11.62859320541,189.60882414826534,-11.902060892369626,189.62121502075286,-11.339742521294497,190.3795020976199,-11.354613867560339,190.36864370049562,-11.916962643217401,RA---TAN,DEC--TAN,189.9945419649,-11.62859320541,2328.5,1760.5,0.0001597172292684,3.235738787492e-06,-3.198035645803e-06,0.0001598040428708,4656,3520 3947 3947 - 2025-05-01T20-13-30_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0011.fits,2025-05-01T20:13:30.815,Sombrero Galaxy,L,30.0,189.994458847,-11.62875052218,189.60873884226748,-11.902254734232885,189.62117438066892,-11.33990572449466,190.37942105196785,-11.354734647042848,190.3685180117301,-11.917114176923606,RA---TAN,DEC--TAN,189.994458847,-11.62875052218,2328.5,1760.5,0.0001597086391753,3.248166527868e-06,-3.188933747804e-06,0.0001598127659463,4656,3520 3948 3948 - 2025-05-01T20-14-01_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0012.fits,2025-05-01T20:14:01.398,Sombrero Galaxy,L,30.0,189.9943632536,-11.62896468374,189.6086520937227,-11.90244920815257,189.62110514095758,-11.340200895164084,190.37931667122172,-11.35496851075579,190.36839580703997,-11.917247389201746,RA---TAN,DEC--TAN,189.9943632536,-11.62896468374,2328.5,1760.5,0.000159701088773,3.253081416378e-06,-3.175767739905e-06,0.0001597841555693,4656,3520 3949 3949 - 2025-05-01T20-14-31_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0013.fits,2025-05-01T20:14:31.955,Sombrero Galaxy,L,30.0,189.9944680708,-11.62927398846,189.60875660296398,-11.902755426626449,189.62113152556475,-11.340414469240901,190.3794217835933,-11.355280888068139,190.3685794977645,-11.917652209916504,RA---TAN,DEC--TAN,189.9944680708,-11.62927398846,2328.5,1760.5,0.0001597175250499,3.231268755601e-06,-3.19697287668e-06,0.0001598104558855,4656,3520 3950 3950 - 2025-05-01T20-15-02_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0014.fits,2025-05-01T20:15:02.578,Sombrero Galaxy,L,30.0,189.9945938772,-11.62951466672,189.6088725117022,-11.902965755821283,189.62127361410217,-11.340700050806406,190.37955753598885,-11.35555187904198,190.36868888409887,-11.91784801757832,RA---TAN,DEC--TAN,189.9945938772,-11.62951466672,2328.5,1760.5,0.0001597160341576,3.238579017386e-06,-3.193845565434e-06,0.0001597890800595,4656,3520 3951 3951 - 2025-05-01T20-15-33_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0015.fits,2025-05-01T20:15:33.179,Sombrero Galaxy,L,30.0,189.9946746825,-11.62963878847,189.60891561505952,-11.90318904127833,189.62136778476625,-11.340805875459877,190.3796756864398,-11.355576732266266,190.3687563540203,-11.91799046595888,RA---TAN,DEC--TAN,189.9946746825,-11.62963878847,2328.5,1760.5,0.0001597210494532,3.252738269119e-06,-3.176464351155e-06,0.0001598224799204,4656,3520 3952 3952 - 2025-05-01T20-16-25_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0016.fits,2025-05-01T20:16:25.848,Sombrero Galaxy,L,30.0,189.9923064768,-11.63192210744,189.6066021923144,-11.905418829605916,189.61902660181912,-11.343090109698489,190.37725280074702,-11.357913632364411,190.36636122352576,-11.920272849908706,RA---TAN,DEC--TAN,189.9923064768,-11.63192210744,2328.5,1760.5,0.0001597025468645,3.244985311378e-06,-3.187771333927e-06,0.0001598069965012,4656,3520 3953 3953 - 2025-05-01T20-16-56_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0017.fits,2025-05-01T20:16:56.471,Sombrero Galaxy,L,30.0,189.9924968696,-11.63205040873,189.60681178544377,-11.905534176651333,189.61918169324085,-11.343221771791079,190.377424058257,-11.358054933480794,190.36658699061618,-11.920397694352825,RA---TAN,DEC--TAN,189.9924968696,-11.63205040873,2328.5,1760.5,0.0001597058757324,3.229812323433e-06,-3.189827277807e-06,0.0001598023400467,4656,3520 3954 3954 - 2025-05-01T20-18-12_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0018.fits,2025-05-01T20:18:12.055,Sombrero Galaxy,L,30.0,190.0007558853,-11.62439331717,189.61503241219452,-11.897905631570579,189.62744938076722,-11.3355420183398,190.38572182126913,-11.35036951120398,190.37483685286134,-11.912763586900798,RA---TAN,DEC--TAN,190.0007558853,-11.62439331717,2328.5,1760.5,0.000159716508387,3.243117659364e-06,-3.188620541311e-06,0.0001598169080777,4656,3520 3955 3955 - 2025-05-01T20-18-42_Sombrero Galaxy_LIGHT-L_-10.50_ZWO ASI1600MM Pro_30.00s_139_1x1_0019.fits,2025-05-01T20:18:42.641,Sombrero Galaxy,L,30.0,190.001114789,-11.62460665298,189.6154175090172,-11.898085344327892,189.62784729224614,-11.335785414298936,190.38605466203745,-11.350616530561716,190.37515660186438,-11.912946954832607,RA---TAN,DEC--TAN,190.001114789,-11.62460665298,2328.5,1760.5,0.0001597026643907,3.246720741655e-06,-3.189402275314e-06,0.0001597988141969,4656,3520 3956 3956 - 2025-05-01T20-19-13_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0020.fits,2025-05-01T20:19:13.220,Sombrero Galaxy,L,30.0,190.0009665414,-11.62492264478,189.61527442686946,-11.898412358901309,189.62767226744035,-11.33611227702896,190.38590120751556,-11.350921500225045,190.3750351793662,-11.913251994358323,RA---TAN,DEC--TAN,190.0009665414,-11.62492264478,2328.5,1760.5,0.0001597070315137,3.237813228123e-06,-3.184690348373e-06,0.0001597988458987,4656,3520 3957 3957 - 2025-05-01T20-19-43_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0021.fits,2025-05-01T20:19:43.855,Sombrero Galaxy,L,30.0,190.0008056267,-11.62488030149,189.61505132062857,-11.89839602833166,189.62748107386335,-11.335998043126503,190.3858022929122,-11.350852981121175,190.37490479648082,-11.913281465055146,RA---TAN,DEC--TAN,190.0008056267,-11.62488030149,2328.5,1760.5,0.0001597265203349,3.246634981088e-06,-3.194520466856e-06,0.0001598266816755,4656,3520 3958 3958 - 2025-05-01T20-20-14_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0022.fits,2025-05-01T20:20:14.414,Sombrero Galaxy,L,30.0,190.0004500685,-11.62507058073,189.6147015228866,-11.898599187304406,189.627134548995,-11.33621103652078,190.38544093723334,-11.351030388062807,190.37454013825356,-11.913449046047003,RA---TAN,DEC--TAN,190.0004500685,-11.62507058073,2328.5,1760.5,0.0001597232873113,3.24754787895e-06,-3.186876219074e-06,0.0001598238879434,4656,3520 3959 3959 - 2025-05-01T20-20-45_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0023.fits,2025-05-01T20:20:45.071,Sombrero Galaxy,L,30.0,190.0002423172,-11.62529979189,189.61453168081724,-11.898738807174036,189.62692798359916,-11.336484294248999,190.38519558362464,-11.351349281225557,190.3743310959647,-11.91363420486831,RA---TAN,DEC--TAN,190.0002423172,-11.62529979189,2328.5,1760.5,0.0001597149505586,3.237380475571e-06,-3.196670071826e-06,0.0001597858960474,4656,3520 3960 3960 - 2025-05-01T20-21-15_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0024.fits,2025-05-01T20:21:15.662,Sombrero Galaxy,L,30.0,190.0004338099,-11.62527283074,189.6147445524621,-11.898757752614127,189.6271897619081,-11.336460316991616,190.38536561433924,-11.351276471471857,190.37445214763147,-11.91360444202597,RA---TAN,DEC--TAN,190.0004338099,-11.62527283074,2328.5,1760.5,0.0001596956524065,3.251004165865e-06,-3.186192256158e-06,0.0001597981108114,4656,3520 3961 3961 - 2025-05-01T20-21-46_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0025.fits,2025-05-01T20:21:46.326,Sombrero Galaxy,L,30.0,190.0001851505,-11.62550643531,189.61450385369648,-11.898967615823388,189.62690815102144,-11.336672153395016,190.38510905995318,-11.351533828741745,190.37423658243634,-11.913859720622654,RA---TAN,DEC--TAN,190.0001851505,-11.62550643531,2328.5,1760.5,0.0001597007990538,3.239602706191e-06,-3.195960582333e-06,0.0001597975353156,4656,3520 3962 3962 - 2025-05-01T20-22-29_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0026.fits,2025-05-01T20:22:29.168,Sombrero Galaxy,L,30.0,190.0004026252,-11.62554412051,189.6146896280158,-11.898985307544335,189.6270882267429,-11.336734619090304,190.3853582254168,-11.351591421710062,190.37449146958247,-11.913872527549277,RA---TAN,DEC--TAN,190.0004026252,-11.62554412051,2328.5,1760.5,0.0001597153180912,3.238012850683e-06,-3.194912504636e-06,0.0001597848101592,4656,3520 3963 3963 - 2025-05-01T20-22-59_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0027.fits,2025-05-01T20:22:59.788,Sombrero Galaxy,L,30.0,190.0004173363,-11.62556441636,189.61472056028293,-11.899077320394193,189.6271636191042,-11.336732369513623,190.38535654764092,-11.351540043004235,190.374445435699,-11.913915524341094,RA---TAN,DEC--TAN,190.0004173363,-11.62556441636,2328.5,1760.5,0.0001596990998827,3.250373716542e-06,-3.184369804981e-06,0.0001598116134433,4656,3520 3964 3964 - 2025-05-01T20-23-30_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0028.fits,2025-05-01T20:23:30.421,Sombrero Galaxy,L,30.0,190.0003024926,-11.6258543409,189.61455983231366,-11.899347198987428,189.62699643079202,-11.337043775068247,190.38528753392373,-11.351849879692827,190.3743830071768,-11.914183821682471,RA---TAN,DEC--TAN,190.0003024926,-11.6258543409,2328.5,1760.5,0.0001597196051231,3.24855473356e-06,-3.184031478627e-06,0.0001597998112628,4656,3520 3965 3965 - 2025-05-01T20-24-01_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0029.fits,2025-05-01T20:24:01.003,Sombrero Galaxy,L,30.0,190.000327948,-11.62611664506,189.61458146193692,-11.899625341760899,189.62702633359598,-11.33730072668912,190.38531674620918,-11.352096324270441,190.374404038309,-11.914451479551191,RA---TAN,DEC--TAN,190.000327948,-11.62611664506,2328.5,1760.5,0.0001597193190453,3.250841725574e-06,-3.181776545816e-06,0.0001598058366018,4656,3520 3966 3966 - 2025-05-01T20-24-31_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0030.fits,2025-05-01T20:24:31.602,Sombrero Galaxy,L,30.0,190.0002513487,-11.62626534005,189.6145153812936,-11.899740666639076,189.6269539255178,-11.337439158954975,190.3852297312578,-11.352278410984638,190.37432327686363,-11.914610442208076,RA---TAN,DEC--TAN,190.0002513487,-11.62626534005,2328.5,1760.5,0.0001597161523501,3.249089044817e-06,-3.19115319641e-06,0.0001597992673394,4656,3520 3967 3967 - 2025-05-01T20-25-02_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0031.fits,2025-05-01T20:25:02.172,Sombrero Galaxy,L,30.0,190.0004685005,-11.62637460887,189.61476692960628,-11.899859680671568,189.6271597386212,-11.337537624365622,190.38541251996426,-11.352378021332976,190.37455182735675,-11.914730480894493,RA---TAN,DEC--TAN,190.0004685005,-11.62637460887,2328.5,1760.5,0.0001597112475578,3.236353525721e-06,-3.19138656617e-06,0.0001598050896448,4656,3520 3968 3968 - 2025-05-01T20-25-32_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0032.fits,2025-05-01T20:25:32.727,Sombrero Galaxy,L,30.0,190.0003986315,-11.62630768188,189.61467194787244,-11.899777778584573,189.62709182015132,-11.337494874441754,190.3853677601702,-11.352326005549829,190.37447993424504,-11.91463938457117,RA---TAN,DEC--TAN,190.0003986315,-11.62630768188,2328.5,1760.5,0.0001597161517508,3.243897200209e-06,-3.189403458036e-06,0.0001597939735844,4656,3520 3969 3969 - 2025-05-01T20-26-03_Sombrero Galaxy_LIGHT-L_-10.50_ZWO ASI1600MM Pro_30.00s_139_1x1_0033.fits,2025-05-01T20:26:03.332,Sombrero Galaxy,L,30.0,190.0004233812,-11.62637468031,189.6147348422213,-11.899814254811275,189.62711595091992,-11.337524994953405,190.38535452017084,-11.35242362446817,190.3745054078283,-11.914743256572281,RA---TAN,DEC--TAN,190.0004233812,-11.62637468031,2328.5,1760.5,0.0001597082443333,3.233113452617e-06,-3.2038935643e-06,0.0001597957648685,4656,3520 3970 3970 - 2025-05-01T20-26-34_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0034.fits,2025-05-01T20:26:34.003,Sombrero Galaxy,L,30.0,190.0004344599,-11.62664244362,189.61473528666326,-11.900123806253475,189.62717052411486,-11.337794232540272,190.38537607874252,-11.352649560491393,190.37447291631705,-11.915009647226405,RA---TAN,DEC--TAN,190.0004344599,-11.62664244362,2328.5,1760.5,0.0001597011519589,3.248166241386e-06,-3.194605720864e-06,0.000159807241136,4656,3520 3971 3971 - 2025-05-01T20-27-04_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0035.fits,2025-05-01T20:27:04.605,Sombrero Galaxy,L,30.0,190.0004905372,-11.6268882393,189.6147925566373,-11.900363594972898,189.62720034999163,-11.338045473677438,190.38543096586218,-11.35290135608172,190.3745553016277,-11.915249920180715,RA---TAN,DEC--TAN,190.0004905372,-11.6268882393,2328.5,1760.5,0.0001597062901573,3.240516720627e-06,-3.194717485129e-06,0.0001598039767909,4656,3520 3972 3972 - 2025-05-01T21-11-42_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0000.fits,2025-05-01T21:11:42.576,Sombrero Galaxy,L,30.0,189.9992466716,-11.62440381205,189.6136166854782,-11.897783512077856,189.62589149937753,-11.335514508780667,190.38411967033542,-11.350512867441878,190.37337651046877,-11.912811960246959,RA---TAN,DEC--TAN,189.9992466716,-11.62440381205,2328.5,1760.5,0.0001597071505145,3.20359634913e-06,-3.225289008653e-06,0.0001597899680194,4656,3520 3973 3973 - 2025-05-01T21-12-13_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0001.fits,2025-05-01T21:12:13.209,Sombrero Galaxy,L,30.0,189.9993759418,-11.6243987909,189.61377323725185,-11.897782532193087,189.62605449158661,-11.335641341587465,190.38422170178228,-11.350503877583193,190.37347163425855,-11.912675172705406,RA---TAN,DEC--TAN,189.9993759418,-11.6243987909,2328.5,1760.5,0.0001596942766034,3.205454032892e-06,-3.19611140811e-06,0.0001597536471488,4656,3520 3974 3974 - 2025-05-01T21-12-43_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0002.fits,2025-05-01T21:12:43.858,Sombrero Galaxy,L,30.0,189.9990722165,-11.62431263501,189.61342825187194,-11.897732184647076,189.625764860007,-11.335508200467018,190.38395906221763,-11.350381807654424,190.37315390637065,-11.912636041580413,RA---TAN,DEC--TAN,189.9990722165,-11.62431263501,2328.5,1760.5,0.0001597000337189,3.220826111634e-06,-3.198505089276e-06,0.0001597771967,4656,3520 3975 3975 - 2025-05-01T21-13-14_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0003.fits,2025-05-01T21:13:14.513,Sombrero Galaxy,L,30.0,189.9992038879,-11.6243995946,189.6135515920124,-11.897809770361341,189.62584914398414,-11.33553636865383,190.38409906857706,-11.350478115389858,190.37333322722694,-11.912781666833094,RA---TAN,DEC--TAN,189.9992038879,-11.6243995946,2328.5,1760.5,0.0001597117364146,3.209917744747e-06,-3.213133231411e-06,0.0001597912267271,4656,3520 3976 3976 - 2025-05-01T21-25-23_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0001.fits,2025-05-01T21:25:23.500,Sombrero Galaxy,L,30.0,190.0056868412,-11.61356890238,189.62006794516162,-11.886947266983254,189.63234975048204,-11.324696370282798,190.39054950052446,-11.339679771723238,190.37979777370876,-11.901960750602255,RA---TAN,DEC--TAN,190.0056868412,-11.61356890238,2328.5,1760.5,0.0001597072143515,3.20588633807e-06,-3.222074862781e-06,0.0001597848210867,4656,3520 3977 3977 - 2025-05-01T21-28-57_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0002.fits,2025-05-01T21:28:57.694,Sombrero Galaxy,L,30.0,189.9920398814,-11.61324089727,189.60648322725493,-11.886645732210656,189.61874162620066,-11.32443897255214,190.3768403699971,-11.339325474835167,190.36611168608175,-11.901562251205094,RA---TAN,DEC--TAN,189.9920398814,-11.61324089727,2328.5,1760.5,0.0001596861088774,3.199425041413e-06,-3.201250875046e-06,0.0001597722677629,4656,3520 3978 3978 - 2025-05-01T21-32-32_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0003.fits,2025-05-01T21:32:32.073,Sombrero Galaxy,L,30.0,189.9961382397,-11.61295960813,189.61053815705293,-11.886396149368709,189.62283858105084,-11.324070616049138,190.3809820027625,-11.339012376143627,190.37021166511275,-11.90136803653471,RA---TAN,DEC--TAN,189.9961382397,-11.61295960813,2328.5,1760.5,0.0001596957107761,3.211075015089e-06,-3.213133639359e-06,0.0001598060375232,4656,3520 3979 3979 - 2025-05-01T21-34-53_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0004.fits,2025-05-01T21:34:53.498,Sombrero Galaxy,L,30.0,189.9991211917,-11.62173163271,189.61352009782038,-11.895107562510418,189.62578258133937,-11.332868516363488,190.38396554427467,-11.347844645668992,190.37323418096767,-11.910113741457772,RA---TAN,DEC--TAN,189.9991211917,-11.62173163271,2328.5,1760.5,0.0001596991135053,3.200269082553e-06,-3.220509211307e-06,0.0001597814485679,4656,3520 3980 3980 - 2025-05-01T21-35-24_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0005.fits,2025-05-01T21:35:24.135,Sombrero Galaxy,L,30.0,189.999060321,-11.6214460322,189.61345068216647,-11.894828950797084,189.6257143270131,-11.33256401900676,190.38391320153374,-11.347552045575304,190.37318074036898,-11.909847029893667,RA---TAN,DEC--TAN,189.999060321,-11.6214460322,2328.5,1760.5,0.000159702632136,3.200586809602e-06,-3.223065438844e-06,0.0001597888054315,4656,3520 3981 3981 - 2025-05-01T21-35-54_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0006.fits,2025-05-01T21:35:54.706,Sombrero Galaxy,L,30.0,189.9992404317,-11.62120840719,189.6136567804641,-11.894640204857541,189.62591613134853,-11.332376818167639,190.38406725659996,-11.347265620404697,190.3733389608098,-11.90955904609449,RA---TAN,DEC--TAN,189.9992404317,-11.62120840719,2328.5,1760.5,0.0001596927070428,3.199412081682e-06,-3.201747384121e-06,0.000159788363957,4656,3520 3982 3982 - 2025-05-01T21-36-25_Sombrero Galaxy_LIGHT-L_-10.50_ZWO ASI1600MM Pro_30.00s_139_1x1_0007.fits,2025-05-01T21:36:25.265,Sombrero Galaxy,L,30.0,189.9991236666,-11.62116245201,189.61345632266185,-11.894591225363829,189.62580656801512,-11.3322782846172,190.38403403105917,-11.347222469584574,190.37321511708654,-11.909565689459486,RA---TAN,DEC--TAN,189.9991236666,-11.62116245201,2328.5,1760.5,0.0001597088260702,3.224675459236e-06,-3.213670576321e-06,0.0001598024812894,4656,3520 3983 3983 - 2025-05-01T21-36-55_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0008.fits,2025-05-01T21:36:55.947,Sombrero Galaxy,L,30.0,189.9992219261,-11.62128321392,189.61357154355946,-11.89477609580051,189.62584201900012,-11.332322033895647,190.38411517729065,-11.347279163160774,190.3733765302963,-11.909763297161936,RA---TAN,DEC--TAN,189.9992219261,-11.62128321392,2328.5,1760.5,0.0001597184245931,3.202400300712e-06,-3.216429776545e-06,0.0001598425567842,4656,3520 3984 3984 - 2025-05-01T21-37-26_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0009.fits,2025-05-01T21:37:26.495,Sombrero Galaxy,L,30.0,189.9994053832,-11.62117837881,189.6137867258362,-11.89459146149971,189.62605576599103,-11.332311866414607,190.38426719910757,-11.347254215392066,190.37352937332258,-11.909563876910713,RA---TAN,DEC--TAN,189.9994053832,-11.62117837881,2328.5,1760.5,0.0001597054314768,3.202087411775e-06,-3.21325385951e-06,0.0001597929745992,4656,3520 3985 3985 - 2025-05-01T21-38-18_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0010.fits,2025-05-01T21:38:18.293,Sombrero Galaxy,L,30.0,189.9964564226,-11.62183028724,189.61082609021219,-11.895290305105526,189.62311761184384,-11.332908616069005,190.38132971724886,-11.347859130847743,190.3705697767077,-11.91027094622827,RA---TAN,DEC--TAN,189.9964564226,-11.62183028724,2328.5,1760.5,0.000159705237746,3.208286778476e-06,-3.215014433639e-06,0.0001598219966603,4656,3520 3986 3986 - 2025-05-01T21-38-48_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0011.fits,2025-05-01T21:38:48.923,Sombrero Galaxy,L,30.0,189.996398717,-11.62193023769,189.61079337693548,-11.89529885129622,189.62306292108437,-11.333093096790751,190.3812473143332,-11.348050547329334,190.3705088298353,-11.910286370550956,RA---TAN,DEC--TAN,189.996398717,-11.62193023769,2328.5,1760.5,0.0001596992942758,3.202240595712e-06,-3.216498397234e-06,0.0001597719903113,4656,3520 3987 3987 - 2025-05-01T21-39-19_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0012.fits,2025-05-01T21:39:19.477,Sombrero Galaxy,L,30.0,189.9965288042,-11.62193250683,189.61088732480744,-11.895356257835054,189.62318319629946,-11.333035169479556,190.3814133172991,-11.347997583377506,190.37064891117586,-11.910348810561533,RA---TAN,DEC--TAN,189.9965288042,-11.62193250683,2328.5,1760.5,0.0001597089579809,3.209512539378e-06,-3.217572056785e-06,0.0001598047768139,4656,3520 3988 3988 - 2025-05-01T21-44-25_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0013.fits,2025-05-01T21:44:25.379,Sombrero Galaxy,L,30.0,189.9994904878,-11.62761478803,190.38563950326238,-11.355341145597968,190.37231411453922,-11.917698390543668,189.61258625896335,-11.899373661721818,189.62744351529432,-11.33705326568878,RA---TAN,DEC--TAN,189.9994904878,-11.62761478803,2328.5,1760.5,-0.0001596985601626,-3.922359860421e-06,3.932693669741e-06,-0.000159805533552,4656,3520 3989 3989 - 2025-05-01T21-44-55_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0014.fits,2025-05-01T21:44:55.989,Sombrero Galaxy,L,30.0,189.9999186561,-11.62819608011,190.3859955693557,-11.355978964588186,190.3727011274931,-11.918243765310713,189.6130867884794,-11.899898594970065,189.6279126969854,-11.33767055795618,RA---TAN,DEC--TAN,189.9999186561,-11.62819608011,2328.5,1760.5,-0.0001596743824962,-3.913681731251e-06,3.937094519177e-06,-0.0001597792733854,4656,3520 3990 3990 - 2025-05-01T21-45-26_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0015.fits,2025-05-01T21:45:26.630,Sombrero Galaxy,L,30.0,189.9999589979,-11.62870141432,190.38606136929968,-11.35649057990515,190.3727380354328,-11.91872670110422,189.6131016061708,-11.900397559059174,189.62795644030507,-11.338198279741274,RA---TAN,DEC--TAN,189.9999589979,-11.62870141432,2328.5,1760.5,-0.0001596787374462,-3.92172141798e-06,3.93364251662e-06,-0.0001597711121918,4656,3520 3991 3991 - 2025-05-01T21-45-57_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0016.fits,2025-05-01T21:45:57.200,Sombrero Galaxy,L,30.0,189.9998748963,-11.62913052342,190.38595426404206,-11.356903186694822,190.37268436177854,-11.91920547111051,189.6130404786242,-11.90084321376225,189.62784213641802,-11.338577633475756,RA---TAN,DEC--TAN,189.9998748963,-11.62913052342,2328.5,1760.5,-0.0001596800328731,-3.906878224878e-06,3.940771945498e-06,-0.0001597899344223,4656,3520 3992 3992 - 2025-05-01T21-46-27_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0017.fits,2025-05-01T21:46:27.801,Sombrero Galaxy,L,30.0,190.0000905169,-11.62950641833,190.38620499728913,-11.357298115091545,190.37290803147212,-11.919560011281263,189.61322094584486,-11.901199965893788,189.62804969344623,-11.338974847855399,RA---TAN,DEC--TAN,190.0000905169,-11.62950641833,2328.5,1760.5,-0.0001596889052764,-3.914409761858e-06,3.940288601643e-06,-0.0001597784465821,4656,3520 3993 3993 - 2025-05-01T21-49-26_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0020.fits,2025-05-01T21:49:26.526,Sombrero Galaxy,L,30.0,190.0005701896,-11.62360335957,190.38668787594577,-11.351394609212232,190.37336161419964,-11.913633794350071,189.61369779913682,-11.895297593016458,189.62855493468672,-11.333095242683248,RA---TAN,DEC--TAN,190.0005701896,-11.62360335957,2328.5,1760.5,-0.0001596874894387,-3.922521024969e-06,3.935159827463e-06,-0.0001597719841787,4656,3520 3994 3994 - 2025-05-01T21-49-57_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0021.fits,2025-05-01T21:49:57.162,Sombrero Galaxy,L,30.0,190.0007267654,-11.62370189222,190.3868176691325,-11.351497183420971,190.37349904005782,-11.913747787811975,189.61388121444884,-11.89539215136993,189.62873066855124,-11.333178359833546,RA---TAN,DEC--TAN,190.0007267654,-11.62370189222,2328.5,1760.5,-0.0001596777606832,-3.920388244175e-06,3.939337532076e-06,-0.0001597752320559,4656,3520 3995 3995 - 2025-05-01T21-50-27_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0022.fits,2025-05-01T21:50:27.714,Sombrero Galaxy,L,30.0,190.0004128435,-11.62381453064,190.3865358013358,-11.351643023572455,190.37320666255638,-11.913857057172484,189.6135352606276,-11.895471498037109,189.6283952459154,-11.333294307727755,RA---TAN,DEC--TAN,190.0004128435,-11.62381453064,2328.5,1760.5,-0.0001596889677288,-3.923315132181e-06,3.94576256048e-06,-0.0001597648353705,4656,3520 3996 3996 - 2025-05-01T21-50-58_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0023.fits,2025-05-01T21:50:58.353,Sombrero Galaxy,L,30.0,190.0006638244,-11.62396251047,190.38674915038476,-11.351740542641124,190.373465125719,-11.91402328901412,189.61382379674166,-11.895670032532621,189.62863881907117,-11.33342401070195,RA---TAN,DEC--TAN,190.0006638244,-11.62396251047,2328.5,1760.5,-0.0001596825387947,-3.910776285212e-06,3.938835973345e-06,-0.0001597843790847,4656,3520 3997 3997 - 2025-05-01T21-51-28_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0024.fits,2025-05-01T21:51:28.967,Sombrero Galaxy,L,30.0,190.0004944535,-11.623826948,190.3866343895844,-11.351572523597216,190.37327116669223,-11.91382753574574,189.61359962807876,-11.89556678665514,189.6284938149307,-11.333348707087369,RA---TAN,DEC--TAN,190.0004944535,-11.623826948,2328.5,1760.5,-0.0001596889770035,-3.932818714148e-06,3.918939463693e-06,-0.0001597764681301,4656,3520 3998 3998 - 2025-05-01T21-51-59_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0025.fits,2025-05-01T21:51:59.529,Sombrero Galaxy,L,30.0,190.0000285128,-11.62389004029,190.38613678159922,-11.351671022897852,190.3728502129964,-11.913884160767688,189.6131655105989,-11.89559455382041,189.62798296808867,-11.333418148885844,RA---TAN,DEC--TAN,190.0000285128,-11.62389004029,2328.5,1760.5,-0.0001596917187281,-3.911470253373e-06,3.925161048599e-06,-0.0001597645966058,4656,3520 3999 3999 - 2025-05-01T21-53-00_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0027.fits,2025-05-01T21:53:00.641,Sombrero Galaxy,L,30.0,189.9998879978,-11.62462655432,190.38597982556232,-11.352461816574808,190.37267399254048,-11.914614945754867,189.61304157033604,-11.89627680136573,189.62787811932105,-11.334160454925017,RA---TAN,DEC--TAN,189.9998879978,-11.62462655432,2328.5,1760.5,-0.0001596803135771,-3.916798200652e-06,3.935582977951e-06,-0.0001597475355026,4656,3520 4000 4000 - 2025-05-01T21-53-31_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0028.fits,2025-05-01T21:53:31.241,Sombrero Galaxy,L,30.0,190.0000195396,-11.62387629067,190.38612927523104,-11.351669954710298,190.3728006068669,-11.913903669112722,189.61315510385091,-11.895568119481611,189.62801463098475,-11.33337124608334,RA---TAN,DEC--TAN,190.0000195396,-11.62387629067,2328.5,1760.5,-0.0001596834812113,-3.923184975872e-06,3.935019135138e-06,-0.000159770428429,4656,3520 4001 4001 - 2025-05-01T21-54-01_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0029.fits,2025-05-01T21:54:01.893,Sombrero Galaxy,L,30.0,190.0000365247,-11.62382907903,190.3861462832271,-11.351663550170672,190.3728019063499,-11.913847837163896,189.61317218251918,-11.895480102808973,189.62804724272462,-11.333332696747544,RA---TAN,DEC--TAN,190.0000365247,-11.62382907903,2328.5,1760.5,-0.0001596802064192,-3.927533793138e-06,3.941929057563e-06,-0.0001597563761012,4656,3520 4002 4002 - 2025-05-01T21-54-44_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0030.fits,2025-05-01T21:54:44.297,Sombrero Galaxy,L,30.0,190.00042481,-11.62414234894,190.3865078206394,-11.351937088813377,190.3731680412001,-11.914129166040631,189.61358713661045,-11.895833161998905,189.62845756846139,-11.333677952213078,RA---TAN,DEC--TAN,190.00042481,-11.62414234894,2328.5,1760.5,-0.0001596697572308,-3.926245274241e-06,3.926520521402e-06,-0.0001597585914185,4656,3520 4003 4003 - 2025-05-01T22-01-04_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0032.fits,2025-05-01T22:01:04.623,Sombrero Galaxy,L,30.0,190.0006784521,-11.62374847849,190.38681895385824,-11.351505264183846,190.37344367156803,-11.913794878902491,189.61378309628302,-11.895477108870317,189.62868940027224,-11.333224457560355,RA---TAN,DEC--TAN,190.0006784521,-11.62374847849,2328.5,1760.5,-0.0001596867089313,-3.936184699264e-06,3.931186033053e-06,-0.0001597862971806,4656,3520 4004 4004 - 2025-05-01T22-01-35_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0033.fits,2025-05-01T22:01:35.247,Sombrero Galaxy,L,30.0,190.0008016427,-11.62382206837,190.3869172910907,-11.351630041691491,190.37362669351234,-11.91389023719278,189.61393132602566,-11.895499574467028,189.6287529475165,-11.333276122920001,RA---TAN,DEC--TAN,190.0008016427,-11.62382206837,2328.5,1760.5,-0.0001596939876805,-3.912611571252e-06,3.94686992689e-06,-0.000159777968219,4656,3520 4005 4005 - 2025-05-01T22-02-05_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0034.fits,2025-05-01T22:02:05.812,Sombrero Galaxy,L,30.0,190.000639307,-11.62385283618,190.3867610375422,-11.351678238732031,190.37346824124793,-11.913916069186275,189.6137629426736,-11.89551289561208,189.62858672540642,-11.33331181538447,RA---TAN,DEC--TAN,190.000639307,-11.62385283618,2328.5,1760.5,-0.0001596960637556,-3.913217962523e-06,3.949556974116e-06,-0.0001597716116173,4656,3520 4006 4006 - 2025-05-01T22-02-36_Sombrero Galaxy_LIGHT-L_-10.50_ZWO ASI1600MM Pro_30.00s_139_1x1_0035.fits,2025-05-01T22:02:36.367,Sombrero Galaxy,L,30.0,190.0007580112,-11.62390160446,190.38689777609537,-11.351639118902872,190.37356045690012,-11.91403020577987,189.6138633299223,-11.895649501567709,189.62873204087649,-11.333295281574873,RA---TAN,DEC--TAN,190.0007580112,-11.62390160446,2328.5,1760.5,-0.0001596942735589,-3.925666867151e-06,3.944717002427e-06,-0.0001598151480874,4656,3520 4007 4007 - 2025-05-01T22-03-07_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0036.fits,2025-05-01T22:03:07.074,Sombrero Galaxy,L,30.0,190.0010080309,-11.62408179786,190.3871472978296,-11.351833708286271,190.3737961951001,-11.914175284690536,189.61411387652282,-11.895815292814246,189.6289962308504,-11.333510618966212,RA---TAN,DEC--TAN,190.0010080309,-11.62408179786,2328.5,1760.5,-0.0001596910689501,-3.929481518262e-06,3.940263379199e-06,-0.0001598010727563,4656,3520 4008 4008 - 2025-05-01T22-03-37_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0037.fits,2025-05-01T22:03:37.692,Sombrero Galaxy,L,30.0,190.0008405293,-11.62434080326,190.3869329044204,-11.352101551079999,190.37362200675253,-11.914466091636793,189.61399336548752,-11.896065574976989,189.62883550477906,-11.333737830035608,RA---TAN,DEC--TAN,190.0008405293,-11.62434080326,2328.5,1760.5,-0.000159679626378,-3.918285197105e-06,3.948981192579e-06,-0.0001598076135317,4656,3520 4009 4009 - 2025-05-01T22-43-43_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0039.fits,2025-05-01T22:43:43.149,Sombrero Galaxy,L,30.0,190.0018827295,-11.6171491634,190.38801220681154,-11.344959606252479,190.37473944648244,-11.90729340174779,189.61499900918932,-11.888824442727298,189.62980217926457,-11.32652732604999,RA---TAN,DEC--TAN,190.0018827295,-11.6171491634,2328.5,1760.5,-0.0001597073612599,-3.907654651298e-06,3.963697668266e-06,-0.0001597988939066,4656,3520 4010 4010 - 2025-05-01T22-44-13_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0040.fits,2025-05-01T22:44:13.714,Sombrero Galaxy,L,30.0,190.0018551292,-11.61704788705,190.38793960342497,-11.344897087001884,190.3747202766732,-11.90719092828129,189.61501661406476,-11.88868453353364,189.62976615590165,-11.326427229138863,RA---TAN,DEC--TAN,190.0018551292,-11.61704788705,2328.5,1760.5,-0.0001596997012415,-3.892755088959e-06,3.971755694406e-06,-0.0001597875593732,4656,3520 4011 4011 - 2025-05-01T22-44-44_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0041.fits,2025-05-01T22:44:44.341,Sombrero Galaxy,L,30.0,190.0018674239,-11.6171532932,190.38795240971402,-11.34500750680697,190.37470191075923,-11.907313510609422,189.61502840306304,-11.888784920268543,189.6298091003842,-11.326515533631166,RA---TAN,DEC--TAN,190.0018674239,-11.6171532932,2328.5,1760.5,-0.0001596932970694,-3.901428459494e-06,3.976515190898e-06,-0.0001597910040917,4656,3520 4012 4012 - 2025-05-01T22-45-14_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0042.fits,2025-05-01T22:45:14.914,Sombrero Galaxy,L,30.0,190.0019330781,-11.61717111572,190.3880920982882,-11.34497605335403,190.3747672968677,-11.907266910980585,189.6150197405642,-11.888851820627663,189.62987485133257,-11.326597778075495,RA---TAN,DEC--TAN,190.0019330781,-11.61717111572,2328.5,1760.5,-0.0001597088573483,-3.922126609557e-06,3.952109913649e-06,-0.0001597866723068,4656,3520 4013 4013 - 2025-05-01T22-46-23_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0043.fits,2025-05-01T22:46:23.811,Sombrero Galaxy,L,30.0,190.0004119641,-11.62016817728,190.38653692467665,-11.347963094754196,190.37326087696675,-11.910334283423055,189.6135325247073,-11.891858867456392,189.62833946739428,-11.32952437523851,RA---TAN,DEC--TAN,190.0004119641,-11.62016817728,2328.5,1760.5,-0.0001597030368083,-3.908594928483e-06,3.965082917452e-06,-0.000159809517857,4656,3520 4014 4014 - 2025-05-01T22-46-54_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0044.fits,2025-05-01T22:46:54.354,Sombrero Galaxy,L,30.0,190.0006364298,-11.6198546507,190.38672353407176,-11.347665902599458,190.37347713403506,-11.910029835710517,189.6137949868239,-11.89152912050435,189.62857212732376,-11.329201803001752,RA---TAN,DEC--TAN,190.0006364298,-11.6198546507,2328.5,1760.5,-0.0001596935098862,-3.900325103484e-06,3.97052690588e-06,-0.0001598074670091,4656,3520 4015 4015 - 2025-05-01T22-47-24_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0045.fits,2025-05-01T22:47:24.945,Sombrero Galaxy,L,30.0,190.0006077408,-11.61974005417,190.38668039957818,-11.34759530911909,190.37336615039553,-11.909881070119368,189.61378090131473,-11.89137056437022,189.62862546221336,-11.329121590691665,RA---TAN,DEC--TAN,190.0006077408,-11.61974005417,2328.5,1760.5,-0.0001596732305525,-3.919153465426e-06,3.972611294921e-06,-0.0001597852263911,4656,3520 4016 4016 - 2025-05-01T22-47-55_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0046.fits,2025-05-01T22:47:55.536,Sombrero Galaxy,L,30.0,190.0004884125,-11.61968764746,190.38657686995492,-11.347589876443642,190.37329389978566,-11.909781524203915,189.61364587746525,-11.891271143907403,189.62845902492654,-11.32911620444943,RA---TAN,DEC--TAN,190.0004884125,-11.61968764746,2328.5,1760.5,-0.0001596864840969,-3.910428702511e-06,3.972593040958e-06,-0.0001597584926583,4656,3520 4017 4017 - 2025-05-01T22-48-26_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0047.fits,2025-05-01T22:48:26.111,Sombrero Galaxy,L,30.0,190.0003598256,-11.61967398642,190.38645213564274,-11.347541989967848,190.37314828451645,-11.909794952210074,189.61351333634352,-11.891291698485745,189.62834750228612,-11.329075498610877,RA---TAN,DEC--TAN,190.0003598256,-11.61967398642,2328.5,1760.5,-0.000159683726246,-3.916260442784e-06,3.971056075715e-06,-0.0001597759094894,4656,3520 4018 4018 - 2025-05-01T22-48-56_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0048.fits,2025-05-01T22:48:56.699,Sombrero Galaxy,L,30.0,190.0005576812,-11.61959555354,190.38663068778098,-11.347475451969927,190.3733979208718,-11.909774870733665,189.6137305713005,-11.891201425476986,189.6284938355627,-11.328938584900467,RA---TAN,DEC--TAN,190.0005576812,-11.61959555354,2328.5,1760.5,-0.0001596905701424,-3.896500026123e-06,3.986155799668e-06,-0.0001597891382168,4656,3520 4019 4019 - 2025-05-01T22-49-27_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0049.fits,2025-05-01T22:49:27.287,Sombrero Galaxy,L,30.0,190.0005713714,-11.61977545431,190.38668827975096,-11.347558844037378,190.3734027766972,-11.909968358349364,189.6136999941388,-11.891477710099505,189.62851639034864,-11.329104914537705,RA---TAN,DEC--TAN,190.0005713714,-11.61977545431,2328.5,1760.5,-0.0001596978814794,-3.911232170086e-06,3.968352851937e-06,-0.0001598204060169,4656,3520 4020 4020 - 2025-05-01T22-49-57_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0050.fits,2025-05-01T22:49:57.906,Sombrero Galaxy,L,30.0,190.0005020724,-11.61977224899,190.38660708583083,-11.347587037013755,190.37335946137284,-11.909977442456672,189.61364270065968,-11.891443138423664,189.62842119447464,-11.329089353379135,RA---TAN,DEC--TAN,190.0005020724,-11.61977224899,2328.5,1760.5,-0.0001597008272293,-3.900685067959e-06,3.977742367399e-06,-0.000159814989687,4656,3520 4021 4021 - 2025-05-01T22-50-28_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0051.fits,2025-05-01T22:50:28.544,Sombrero Galaxy,L,30.0,190.0005721615,-11.61953421294,190.3867103271654,-11.34737300529187,190.37338537884747,-11.909631771541465,189.61367965542632,-11.891181019782728,189.6285350592835,-11.32895907422304,RA---TAN,DEC--TAN,190.0005721615,-11.61953421294,2328.5,1760.5,-0.0001596986847399,-3.922154599034e-06,3.959770534255e-06,-0.0001597775512507,4656,3520 4022 4022 - 2025-05-01T22-50-59_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0052.fits,2025-05-01T22:50:59.155,Sombrero Galaxy,L,30.0,190.0008312992,-11.61936007452,190.38692383077418,-11.347225498014268,190.3736776851279,-11.909540996486923,189.61398460176258,-11.890980379190902,189.62876130824242,-11.328701494487353,RA---TAN,DEC--TAN,190.0008312992,-11.61936007452,2328.5,1760.5,-0.0001596961135682,-3.900236262997e-06,3.983396024383e-06,-0.0001597937030011,4656,3520 4023 4023 - 2025-05-01T22-51-51_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0053.fits,2025-05-01T22:51:51.004,Sombrero Galaxy,L,30.0,189.9988670952,-11.61995990604,190.38498723354806,-11.3477915052956,190.37167638304916,-11.910070957423565,189.6119926032082,-11.891613936145166,189.6268339795404,-11.329371268166,RA---TAN,DEC--TAN,189.9988670952,-11.61995990604,2328.5,1760.5,-0.0001596938157647,-3.91823412377e-06,3.961121456297e-06,-0.0001597834348539,4656,3520 4024 4024 - 2025-05-01T22-52-21_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0054.fits,2025-05-01T22:52:21.597,Sombrero Galaxy,L,30.0,189.9987980479,-11.62010619981,190.38491584558653,-11.347935457291195,190.37161108102,-11.910211586698711,189.61192588486702,-11.891762571787467,189.62676118969472,-11.329523211149153,RA---TAN,DEC--TAN,189.9987980479,-11.62010619981,2328.5,1760.5,-0.0001596940284282,-3.916539993073e-06,3.959403121154e-06,-0.0001597824927849,4656,3520 4025 4025 - 2025-05-01T22-52-52_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0055.fits,2025-05-01T22:52:52.143,Sombrero Galaxy,L,30.0,189.9988285388,-11.62024956278,190.38492770325533,-11.348104300340658,190.3716761440897,-11.91038957986857,189.61197510652153,-11.891880498409256,189.62675728285285,-11.32963184990114,RA---TAN,DEC--TAN,189.9988285388,-11.62024956278,2328.5,1760.5,-0.0001596972716295,-3.901738521143e-06,3.972322548159e-06,-0.0001597851128485,4656,3520 4026 4026 - 2025-05-01T22-53-22_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0056.fits,2025-05-01T22:53:22.724,Sombrero Galaxy,L,30.0,189.9993568701,-11.62007048924,190.38544506165593,-11.347880143932866,190.37217474925984,-11.910154264634636,189.61251431887922,-11.891746544306228,189.62731511579398,-11.329509100966057,RA---TAN,DEC--TAN,189.9993568701,-11.62007048924,2328.5,1760.5,-0.0001596888433154,-3.906942608031e-06,3.950541752464e-06,-0.000159781934697,4656,3520 4027 4027 - 2025-05-01T22-53-53_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0057.fits,2025-05-01T22:53:53.346,Sombrero Galaxy,L,30.0,189.9993053072,-11.62018804005,190.38540425577887,-11.348005801380495,190.3721525020761,-11.910350626708945,189.61245199264454,-11.891855954925516,189.6272345168655,-11.329547761113206,RA---TAN,DEC--TAN,189.9993053072,-11.62018804005,2328.5,1760.5,-0.0001596971795896,-3.901814866693e-06,3.96922683374e-06,-0.0001598020347761,4656,3520 4028 4028 - 2025-05-01T22-54-23_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0058.fits,2025-05-01T22:54:23.893,Sombrero Galaxy,L,30.0,189.998646553,-11.62020746997,190.38474407467004,-11.347983607577103,190.3715038519057,-11.910357998464534,189.61179455125387,-11.891917011402805,189.62656564883864,-11.329579222512695,RA---TAN,DEC--TAN,189.998646553,-11.62020746997,2328.5,1760.5,-0.000159699007384,-3.898619331226e-06,3.957696858655e-06,-0.0001598104411212,4656,3520 4029 4029 - 2025-05-01T22-54-54_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0059.fits,2025-05-01T22:54:54.475,Sombrero Galaxy,L,30.0,189.9990577381,-11.61989863825,190.38512193946886,-11.347757130885729,190.37189234702586,-11.910008645178106,189.61223937092197,-11.891525926662306,189.62699934717153,-11.329310982324381,RA---TAN,DEC--TAN,189.9990577381,-11.61989863825,2328.5,1760.5,-0.0001596873838097,-3.895596265256e-06,3.966665629899e-06,-0.000159775525516,4656,3520 4030 4030 - 2025-05-01T22-55-25_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0060.fits,2025-05-01T22:55:25.057,Sombrero Galaxy,L,30.0,189.9991542554,-11.62005499633,190.38523696863382,-11.347900521675683,190.37199002877736,-11.910190844047714,189.6123172938231,-11.89169519611954,189.62709478219512,-11.329441490662637,RA---TAN,DEC--TAN,189.9991542554,-11.62005499633,2328.5,1760.5,-0.000159691434682,-3.900445839008e-06,3.96943813244e-06,-0.0001597865476887,4656,3520 4031 4031 - 2025-05-01T22-55-55_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0061.fits,2025-05-01T22:55:55.612,Sombrero Galaxy,L,30.0,189.9987932921,-11.62017724525,190.38484894437948,-11.34798911239778,190.37162554786568,-11.910358393667536,189.61198334263005,-11.891851170081992,189.62673745854838,-11.32951844331557,RA---TAN,DEC--TAN,189.9987932921,-11.62017724525,2328.5,1760.5,-0.000159684922245,-3.893914399312e-06,3.971931839501e-06,-0.0001598089951926,4656,3520 4032 4032 - 2025-05-01T22-56-26_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0062.fits,2025-05-01T22:56:26.244,Sombrero Galaxy,L,30.0,189.9990297793,-11.61992352782,190.38514469035658,-11.34775034406085,190.37190539773718,-11.910124096933998,189.6121605139382,-11.8915823563734,189.62693070797494,-11.329245203972427,RA---TAN,DEC--TAN,189.9990297793,-11.61992352782,2328.5,1760.5,-0.0001597066550661,-3.898368184443e-06,3.979342174934e-06,-0.0001598102603746,4656,3520 4033 4033 - 2025-05-01T22-57-37_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0063.fits,2025-05-01T22:57:37.655,Sombrero Galaxy,L,30.0,189.9966481927,-11.62216433015,190.38273643268633,-11.35003810158107,190.36952562960536,-11.912350538964704,189.60980563128206,-11.893776180869148,189.62454742223102,-11.331500275068562,RA---TAN,DEC--TAN,189.9966481927,-11.62216433015,2328.5,1760.5,-0.0001597001248347,-3.890418607539e-06,3.986357072379e-06,-0.0001597928450186,4656,3520 4034 4034 - 2025-05-01T22-58-08_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0064.fits,2025-05-01T22:58:08.312,Sombrero Galaxy,L,30.0,189.9964806245,-11.62212937058,190.3826009768976,-11.350003321666984,190.36930442732304,-11.912274381154065,189.60960589088273,-11.893740957540043,189.6244332637716,-11.331506652406842,RA---TAN,DEC--TAN,189.9964806245,-11.62212937058,2328.5,1760.5,-0.0001596956460771,-3.914264317729e-06,3.977538472707e-06,-0.0001597810541806,4656,3520 4035 4035 - 2025-05-01T22-58-38_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0065.fits,2025-05-01T22:58:38.903,Sombrero Galaxy,L,30.0,189.9964158132,-11.62207371649,190.38250907330317,-11.349956052328832,190.3692581250112,-11.912210922207455,189.60956825170845,-11.893676993252702,189.62434995742333,-11.33145875786974,RA---TAN,DEC--TAN,189.9964158132,-11.62207371649,2328.5,1760.5,-0.0001596938619466,-3.901562470672e-06,3.977660225959e-06,-0.0001597764702987,4656,3520 4036 4036 - 2025-05-01T22-59-09_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0066.fits,2025-05-01T22:59:09.489,Sombrero Galaxy,L,30.0,189.9966226252,-11.62218442511,190.38270908851825,-11.349980114829368,190.3695128198775,-11.912388793708141,189.60978162571618,-11.893874361144706,189.62450917347093,-11.331502176829932,RA---TAN,DEC--TAN,189.9966226252,-11.62218442511,2328.5,1760.5,-0.0001597024385214,-3.886413055197e-06,3.973487204779e-06,-0.0001598202007323,4656,3520 4037 4037 - 2025-05-01T22-59-40_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0067.fits,2025-05-01T22:59:40.070,Sombrero Galaxy,L,30.0,189.9969438267,-11.62205762813,190.38304339806592,-11.349927890531026,190.3697413640069,-11.912117608463452,189.61008990918006,-11.893672962143025,189.62492244466569,-11.331520009990973,RA---TAN,DEC--TAN,189.9969438267,-11.62205762813,2328.5,1760.5,-0.0001596858138589,-3.915747081757e-06,3.958464927848e-06,-0.0001597579360768,4656,3520 4038 4038 - 2025-05-01T23-00-10_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0068.fits,2025-05-01T23:00:10.633,Sombrero Galaxy,L,30.0,189.9969371183,-11.62221160882,190.3829734637826,-11.350024291902956,190.36985638167155,-11.912496369571011,189.610146379787,-11.893884683947794,189.62479487518607,-11.331448893100529,RA---TAN,DEC--TAN,189.9969371183,-11.62221160882,2328.5,1760.5,-0.0001596979493201,-3.864389269771e-06,3.994403214549e-06,-0.0001598382470548,4656,3520 4039 4039 - 2025-05-01T23-00-41_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0069.fits,2025-05-01T23:00:41.268,Sombrero Galaxy,L,30.0,189.9967518827,-11.62208205328,190.3828681349034,-11.349935217851465,190.36961131744602,-11.912248802075535,189.60988120269525,-11.893714439587272,189.62466901919797,-11.331437507477174,RA---TAN,DEC--TAN,189.9967518827,-11.62208205328,2328.5,1760.5,-0.0001597022996178,-3.903229728026e-06,3.977751442659e-06,-0.0001597931538849,4656,3520 4040 4040 - 2025-05-01T23-01-11_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0070.fits,2025-05-01T23:01:11.832,Sombrero Galaxy,L,30.0,189.9969138656,-11.62177968505,190.3829764637958,-11.34967165280963,190.36974562965676,-11.911888603852281,189.6100970721707,-11.893373423940758,189.62485843983254,-11.331193051668597,RA---TAN,DEC--TAN,189.9969138656,-11.62177968505,2328.5,1760.5,-0.0001596853600872,-3.895936462641e-06,3.97363843554e-06,-0.0001597657018813,4656,3520 4041 4041 - 2025-05-01T23-01-42_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0071.fits,2025-05-01T23:01:42.410,Sombrero Galaxy,L,30.0,189.9969809792,-11.6217187846,190.3830439138794,-11.349607595947983,190.3698791247698,-11.9119587348281,189.6101638439287,-11.89331568154521,189.62485965624353,-11.331000952476755,RA---TAN,DEC--TAN,189.9969809792,-11.6217187846,2328.5,1760.5,-0.0001596993838157,-3.877621452056e-06,4.001128449676e-06,-0.0001598038606734,4656,3520 4042 4042 - 2025-05-01T23-02-12_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0072.fits,2025-05-01T23:02:12.970,Sombrero Galaxy,L,30.0,189.9970578272,-11.62183285302,190.3831460856114,-11.349668291607129,190.3698755960257,-11.91191582061081,189.6102151629795,-11.89348305027871,189.6250163018085,-11.331272204565396,RA---TAN,DEC--TAN,189.9970578272,-11.62183285302,2328.5,1760.5,-0.0001596878163772,-3.90699016439e-06,3.955922668388e-06,-0.0001597743769049,4656,3520 4043 4043 - 2025-05-01T23-03-05_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0073.fits,2025-05-01T23:03:05.351,Sombrero Galaxy,L,30.0,190.0000678418,-11.62246535575,190.3861378289476,-11.350359378780905,190.37294551730656,-11.912663268717536,189.61324360497306,-11.894056990969167,189.62796688516914,-11.331789584280763,RA---TAN,DEC--TAN,190.0000678418,-11.62246535575,2328.5,1760.5,-0.0001596961485011,-3.885264510113e-06,3.993219774149e-06,-0.0001597904226755,4656,3520 4044 4044 - 2025-05-01T23-03-35_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0074.fits,2025-05-01T23:03:35.904,Sombrero Galaxy,L,30.0,190.0001376755,-11.62215357034,190.38624214997247,-11.350006146415089,190.37300923251914,-11.912311397843697,189.6132787897875,-11.893786573529157,189.62804269609188,-11.331517911959175,RA---TAN,DEC--TAN,190.0001376755,-11.62215357034,2328.5,1760.5,-0.0001597023287017,-3.896574558963e-06,3.975709184093e-06,-0.0001597907946819,4656,3520 4045 4045 - 2025-05-01T23-04-06_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0075.fits,2025-05-01T23:04:06.489,Sombrero Galaxy,L,30.0,190.0002686521,-11.62213108767,190.3863688752981,-11.349970114287641,190.37310702186764,-11.912317609041324,189.61341398982063,-11.89377765253663,189.62820686581543,-11.331466821444995,RA---TAN,DEC--TAN,190.0002686521,-11.62213108767,2328.5,1760.5,-0.0001596944657972,-3.904634101726e-06,3.978951946337e-06,-0.0001598027887567,4656,3520 4046 4046 - 2025-05-01T23-04-37_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0076.fits,2025-05-01T23:04:37.119,Sombrero Galaxy,L,30.0,189.9998782228,-11.62198399549,190.38599033900152,-11.349835678563922,190.37273825841842,-11.912138938637785,189.61301168929202,-11.893617878418972,189.6277947214089,-11.33135125755352,RA---TAN,DEC--TAN,189.9998782228,-11.62198399549,2328.5,1760.5,-0.000159701614741,-3.901905932772e-06,3.974895098104e-06,-0.0001597902217181,4656,3520 4047 4047 - 2025-05-01T23-05-07_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0077.fits,2025-05-01T23:05:07.718,Sombrero Galaxy,L,30.0,189.9996972345,-11.62190168357,190.38580235998546,-11.349729704844254,190.37258177940421,-11.912076560585177,189.61283764511623,-11.893559250287588,189.6275893225511,-11.331248952208153,RA---TAN,DEC--TAN,189.9996972345,-11.62190168357,2328.5,1760.5,-0.0001597053427982,-3.893159052741e-06,3.974098480342e-06,-0.0001598026226928,4656,3520 4048 4048 - 2025-05-01T23-05-38_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0078.fits,2025-05-01T23:05:38.269,Sombrero Galaxy,L,30.0,189.999781414,-11.62178371153,190.38588310814697,-11.349639167852079,190.37268453326283,-11.91198155918504,189.6129253467164,-11.893413857386657,189.62765501970782,-11.33110796657137,RA---TAN,DEC--TAN,189.999781414,-11.62178371153,2328.5,1760.5,-0.0001597085777059,-3.887035466165e-06,3.984930513217e-06,-0.000159801362249,4656,3520 4049 4049 - 2025-05-01T23-44-07_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0079.fits,2025-05-01T23:44:07.999,Sombrero Galaxy,L,30.0,189.9983095867,-11.62067288588,190.3844040478671,-11.348555850904589,190.37124476893052,-11.910978043751731,189.6114609170194,-11.892275588945106,189.62615140671787,-11.32988979194271,RA---TAN,DEC--TAN,189.9983095867,-11.62067288588,2328.5,1760.5,-0.0001597143929077,-3.876128384328e-06,4.013891394573e-06,-0.0001598240557565,4656,3520 4050 4050 - 2025-05-01T23-44-38_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0080.fits,2025-05-01T23:44:38.610,Sombrero Galaxy,L,30.0,189.9983509277,-11.62075113663,190.38449963662072,-11.348569055246388,190.37126542958438,-11.911024483991525,189.61144771861635,-11.892418738043233,189.62621330530388,-11.329999903065428,RA---TAN,DEC--TAN,189.9983509277,-11.62075113663,2328.5,1760.5,-0.0001597214551951,-3.897007634163e-06,3.993093398075e-06,-0.0001598334730478,4656,3520 4051 4051 - 2025-05-01T23-45-09_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0081.fits,2025-05-01T23:45:09.229,Sombrero Galaxy,L,30.0,189.9982396585,-11.62097939061,190.38433451251214,-11.348870485785262,190.37116749425493,-11.911324911593113,189.61139059733526,-11.892573949667035,189.62608893855597,-11.330155940650032,RA---TAN,DEC--TAN,189.9982396585,-11.62097939061,2328.5,1760.5,-0.000159712741845,-3.878294076648e-06,4.024310008797e-06,-0.0001598332128406,4656,3520 4052 4052 - 2025-05-01T23-45-39_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0082.fits,2025-05-01T23:45:39.796,Sombrero Galaxy,L,30.0,189.9980230992,-11.62106735669,190.38415725827198,-11.348931347778558,190.37096009918798,-11.911264822453727,189.61113457519417,-11.892688911320361,189.62586284464243,-11.330391934542709,RA---TAN,DEC--TAN,189.9980230992,-11.62106735669,2328.5,1760.5,-0.0001597229463729,-3.886653102957e-06,3.986694443075e-06,-0.0001597988292577,4656,3520 4053 4053 - 2025-05-01T23-46-10_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0083.fits,2025-05-01T23:46:10.433,Sombrero Galaxy,L,30.0,189.9979480158,-11.62116649664,190.38406013189132,-11.34907197144216,190.37088279570983,-11.911478770454988,189.61108168635138,-11.89274662229088,189.6257902902281,-11.330376268683324,RA---TAN,DEC--TAN,189.9979480158,-11.62116649664,2328.5,1760.5,-0.000159717735403,-3.88115585653e-06,4.020265047032e-06,-0.000159819674185,4656,3520 4054 4054 - 2025-05-01T23-46-41_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0084.fits,2025-05-01T23:46:41.042,Sombrero Galaxy,L,30.0,189.9978178257,-11.62123634257,190.38391244292754,-11.349123925836611,190.37080709255898,-11.91159119145552,189.61096897488403,-11.89283440338881,189.62560584545804,-11.330403397310159,RA---TAN,DEC--TAN,189.9978178257,-11.62123634257,2328.5,1760.5,-0.0001597254563195,-3.861152220374e-06,4.025578983805e-06,-0.0001598368846372,4656,3520 4055 4055 - 2025-05-01T23-47-11_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0085.fits,2025-05-01T23:47:11.613,Sombrero Galaxy,L,30.0,189.9973641618,-11.62149271865,190.38347263509402,-11.349363519725488,190.3703516586761,-11.911847902207242,189.61050136418538,-11.893107513937984,189.62515396636272,-11.33065943331754,RA---TAN,DEC--TAN,189.9973641618,-11.62149271865,2328.5,1760.5,-0.0001597278605573,-3.865512987435e-06,4.022051120366e-06,-0.0001598417430808,4656,3520 4056 4056 - 2025-05-01T23-47-42_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0086.fits,2025-05-01T23:47:42.208,Sombrero Galaxy,L,30.0,189.9973486489,-11.6212158252,190.38344729922508,-11.34908456935632,190.3703251218946,-11.91158079015945,189.61049570617254,-11.892832715173318,189.62514946143702,-11.330372797493915,RA---TAN,DEC--TAN,189.9973486489,-11.6212158252,2328.5,1760.5,-0.0001597236308632,-3.865844452756e-06,4.023702334288e-06,-0.0001598451069806,4656,3520 4057 4057 - 2025-05-01T23-48-34_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0087.fits,2025-05-01T23:48:34.106,Sombrero Galaxy,L,30.0,189.9950832214,-11.62015690824,190.3811783078996,-11.348022420377376,190.36805766462342,-11.910541436669208,189.60823391113115,-11.891777084078528,189.62288603895482,-11.329294363385772,RA---TAN,DEC--TAN,189.9950832214,-11.62015690824,2328.5,1760.5,-0.0001597230562682,-3.865419137964e-06,4.027200118147e-06,-0.0001598515861317,4656,3520 4058 4058 - 2025-05-01T23-49-04_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0088.fits,2025-05-01T23:49:04.747,Sombrero Galaxy,L,30.0,189.995013186,-11.62002482312,190.38114209185443,-11.347863924606207,190.36795459916934,-11.910362022168183,189.6081299259073,-11.891671324942692,189.62284882914722,-11.32920969726483,RA---TAN,DEC--TAN,189.995013186,-11.62002482312,2328.5,1760.5,-0.0001597233333575,-3.88401878043e-06,4.011357348559e-06,-0.0001598456165664,4656,3520 4059 4059 - 2025-05-01T23-49-35_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0089.fits,2025-05-01T23:49:35.322,Sombrero Galaxy,L,30.0,189.9949964991,-11.61983446433,190.381035896785,-11.347736670806965,190.36798229072758,-11.910203078049006,189.6082031096155,-11.891418107822389,189.62278792725394,-11.328987817543148,RA---TAN,DEC--TAN,189.9949964991,-11.61983446433,2328.5,1760.5,-0.0001597138905167,-3.846725157662e-06,4.031649103462e-06,-0.0001598366604297,4656,3520 4060 4060 - 2025-05-01T23-50-05_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0090.fits,2025-05-01T23:50:05.921,Sombrero Galaxy,L,30.0,189.9951264561,-11.61949960678,190.381206848358,-11.347382800891992,190.3680838058075,-11.909832246990453,189.60829196167737,-11.891102167391702,189.6229461476944,-11.328689019260198,RA---TAN,DEC--TAN,189.9951264561,-11.61949960678,2328.5,1760.5,-0.0001597167543377,-3.866048603845e-06,4.019836874664e-06,-0.0001598318147074,4656,3520 4061 4061 - 2025-05-01T23-50-36_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0091.fits,2025-05-01T23:50:36.493,Sombrero Galaxy,L,30.0,189.9952226318,-11.61970229417,190.3813041935037,-11.347599891779584,190.36823821401438,-11.910056575802066,189.60838699212204,-11.891290439730962,189.62298428416557,-11.328869908181687,RA---TAN,DEC--TAN,189.9952226318,-11.61970229417,2328.5,1760.5,-0.0001597291151524,-3.8501853201e-06,4.027599016401e-06,-0.0001598338928521,4656,3520 4062 4062 - 2025-05-01T23-51-07_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0092.fits,2025-05-01T23:51:07.098,Sombrero Galaxy,L,30.0,189.9953814011,-11.61940575194,190.38146652471377,-11.347309665470716,190.36839189797155,-11.909753716177304,189.60854222988993,-11.890987584537319,189.62314809093243,-11.328579707859197,RA---TAN,DEC--TAN,189.9953814011,-11.61940575194,2328.5,1760.5,-0.0001597289664285,-3.852585574781e-06,4.027595686626e-06,-0.0001598302995786,4656,3520 4063 4063 - 2025-05-01T23-51-37_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0093.fits,2025-05-01T23:51:37.684,Sombrero Galaxy,L,30.0,189.9953238522,-11.61940562506,190.3814379989944,-11.34730401713114,190.36830052798294,-11.909715741054024,189.6084555859098,-11.890992901783264,189.6231241914159,-11.328617515788821,RA---TAN,DEC--TAN,189.9953238522,-11.61940562506,2328.5,1760.5,-0.0001597279825521,-3.870064985084e-06,4.018277021565e-06,-0.0001598210894496,4656,3520 4064 4064 - 2025-05-01T23-52-08_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0094.fits,2025-05-01T23:52:08.296,Sombrero Galaxy,L,30.0,189.9952531487,-11.6197333966,190.38137422577503,-11.347616118987117,190.36825359175904,-11.91008962413054,189.6083778732351,-11.89133631075224,189.6230299159617,-11.328899102321543,RA---TAN,DEC--TAN,189.9952531487,-11.6197333966,2328.5,1760.5,-0.0001597342420212,-3.865411895146e-06,4.024828413013e-06,-0.0001598386528777,4656,3520 4065 4065 - 2025-05-01T23-52-38_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0095.fits,2025-05-01T23:52:38.885,Sombrero Galaxy,L,30.0,189.9955986891,-11.61949138793,190.3816982809488,-11.347394030924987,190.36861516677334,-11.909864081430795,189.60874501221002,-11.891074448927467,189.6233594825718,-11.328640596018888,RA---TAN,DEC--TAN,189.9955986891,-11.61949138793,2328.5,1760.5,-0.0001597332154575,-3.85496394456e-06,4.032641855099e-06,-0.0001598376851684,4656,3520 4066 4066 - 2025-05-01T23-53-09_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0096.fits,2025-05-01T23:53:09.499,Sombrero Galaxy,L,30.0,189.995820622,-11.61911469126,190.38191506274583,-11.347008544534125,190.36879087249403,-11.909469821200336,189.6089721069812,-11.890706571450302,189.62362747335624,-11.32828159594419,RA---TAN,DEC--TAN,189.995820622,-11.61911469126,2328.5,1760.5,-0.0001597226365927,-3.86637800135e-06,4.026962560454e-06,-0.0001598351765762,4656,3520 4067 4067 - 2025-05-01T23-53-52_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0097.fits,2025-05-01T23:53:52.871,Sombrero Galaxy,L,30.0,189.9951009207,-11.62020202569,190.38121274805235,-11.348107122127951,190.3681261286202,-11.910578120757194,189.6082349438534,-11.891782570882441,189.6228530600887,-11.32934778228752,RA---TAN,DEC--TAN,189.9951009207,-11.62020202569,2328.5,1760.5,-0.0001597372186146,-3.85594942001e-06,4.033911741261e-06,-0.0001598379530378,4656,3520 4068 4068 - 2025-05-01T23-54-23_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0098.fits,2025-05-01T23:54:23.458,Sombrero Galaxy,L,30.0,189.9952807087,-11.6202403853,190.38139296613244,-11.34815509272097,190.3682408623356,-11.910581825418276,189.60841432506538,-11.891811316791843,189.62309767663714,-11.32942096200005,RA---TAN,DEC--TAN,189.9952807087,-11.6202403853,2328.5,1760.5,-0.0001597236191755,-3.874142357555e-06,4.028513560277e-06,-0.000159825348872,4656,3520 4069 4069 - 2025-05-01T23-54-54_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0099.fits,2025-05-01T23:54:54.061,Sombrero Galaxy,L,30.0,189.9955808595,-11.62011348453,190.38170042630327,-11.347991322932094,190.36861016062358,-11.910511323319005,189.60870705832568,-11.891721270747208,189.62332896624338,-11.329237490420395,RA---TAN,DEC--TAN,189.9955808595,-11.62011348453,2328.5,1760.5,-0.0001597397618425,-3.856985855778e-06,4.032729647851e-06,-0.0001598518772722,4656,3520 4070 4070 - 2025-05-01T23-55-24_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0100.fits,2025-05-01T23:55:24.648,Sombrero Galaxy,L,30.0,189.9957102799,-11.6200004065,190.3818165858439,-11.347892603251546,190.36868532718702,-11.910347008687024,189.60884981285633,-11.891593874488976,189.6235123825675,-11.329175792276596,RA---TAN,DEC--TAN,189.9957102799,-11.6200004065,2328.5,1760.5,-0.0001597256391039,-3.868352050077e-06,4.024786990268e-06,-0.0001598332208931,4656,3520 4071 4071 - 2025-05-01T23-55-55_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0101.fits,2025-05-01T23:55:55.268,Sombrero Galaxy,L,30.0,189.9960194402,-11.6199115922,190.38214106208827,-11.347745907175579,190.36904085314592,-11.910316625114113,189.60914347254123,-11.891562904667028,189.62377542399733,-11.329028432040925,RA---TAN,DEC--TAN,189.9960194402,-11.6199115922,2328.5,1760.5,-0.0001597386630079,-3.859770378881e-06,4.024921546387e-06,-0.0001598662867749,4656,3520 4072 4072 - 2025-05-01T23-56-25_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0102.fits,2025-05-01T23:56:25.870,Sombrero Galaxy,L,30.0,189.9961253069,-11.61951958412,190.38224621941157,-11.347381140701907,190.3691190986754,-11.909929870343563,189.6092501518112,-11.891143673396632,189.62390884129584,-11.328631256673296,RA---TAN,DEC--TAN,189.9961253069,-11.61951958412,2328.5,1760.5,-0.0001597329227631,-3.867242800897e-06,4.031891103489e-06,-0.0001598600281722,4656,3520 4073 4073 - 2025-05-01T23-56-56_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0103.fits,2025-05-01T23:56:56.491,Sombrero Galaxy,L,30.0,189.9963583748,-11.61967602582,190.3824765825616,-11.347457661540302,190.36937170205655,-11.910075800418424,189.60948569736027,-11.89138003631421,189.62412239716323,-11.328798153820461,RA---TAN,DEC--TAN,189.9963583748,-11.61967602582,2328.5,1760.5,-0.0001597363961349,-3.861084654575e-06,4.012469415258e-06,-0.0001598797613895,4656,3520 4074 4074 - 2025-05-01T23-57-27_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0104.fits,2025-05-01T23:57:27.076,Sombrero Galaxy,L,30.0,189.9966903113,-11.61984110253,190.38279771442853,-11.347673063721123,190.3697387938868,-11.910274093153427,189.6098285882945,-11.891494809608352,189.624419351824,-11.328929918095112,RA---TAN,DEC--TAN,189.9966903113,-11.61984110253,2328.5,1760.5,-0.0001597413915686,-3.848292340847e-06,4.030425165349e-06,-0.0001598749162281,4656,3520 4075 4075 - 2025-05-01T23-57-57_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0105.fits,2025-05-01T23:57:57.663,Sombrero Galaxy,L,30.0,189.9964407576,-11.61978691771,190.3825769688702,-11.347613583276765,190.36948893763153,-11.91024633819961,189.60955015918924,-11.891445845910834,189.62417016694633,-11.32884930637674,RA---TAN,DEC--TAN,189.9964407576,-11.61978691771,2328.5,1760.5,-0.0001597474211377,-3.856414948309e-06,4.034972979666e-06,-0.0001598839213845,4656,3520 4076 4076 - 2025-05-01T23-58-28_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0106.fits,2025-05-01T23:58:28.307,Sombrero Galaxy,L,30.0,189.9964764237,-11.61970771726,190.38255514297435,-11.347557665296437,190.36953894721356,-11.910194465722947,189.60964349932445,-11.89134351956318,189.62419158709082,-11.32874274434624,RA---TAN,DEC--TAN,189.9964764237,-11.61970771726,2328.5,1760.5,-0.0001597383573965,-3.836408193349e-06,4.045833045979e-06,-0.0001598850976998,4656,3520 4077 4077 - 2025-05-01T23-59-20_Sombrero Galaxy_LIGHT-L_-10.00_ZWO ASI1600MM Pro_30.00s_139_1x1_0107.fits,2025-05-01T23:59:20.691,Sombrero Galaxy,L,30.0,189.9935704114,-11.61865417983,190.37968106194805,-11.34651095241186,190.366590205526,-11.909011974283212,189.6067055827481,-11.890283116687963,189.62132779798222,-11.32781831087876,RA---TAN,DEC--TAN,189.9935704114,-11.61865417983,2328.5,1760.5,-0.0001597367396549,-3.857130989402e-06,4.019583388825e-06,-0.0001598464842525,4656,3520 4078 4078 - 2025-05-01T20-28-20_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0000.fits,2025-05-01T20:28:20.310,Sombrero Galaxy,R,60.0,189.9993317255,-11.62946513075,189.61362760511386,-11.902906787722507,189.6260203941288,-11.340656236366854,190.38427820251786,-11.35551182297356,190.37341776339784,-11.91779278506627,RA---TAN,DEC--TAN,189.9993317255,-11.62946513075,2328.5,1760.5,0.000159710557148,3.236279558393e-06,-3.194650592569e-06,0.0001597847701435,4656,3520 4079 4079 - 2025-05-01T20-29-21_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0001.fits,2025-05-01T20:29:21.531,Sombrero Galaxy,R,60.0,189.9993882486,-11.62975913216,189.61367293493367,-11.903185817519743,189.62609611201063,-11.340958773178988,190.3843459185882,-11.355820754053415,190.37345504914933,-11.918078289075535,RA---TAN,DEC--TAN,189.9993882486,-11.62975913216,2328.5,1760.5,0.000159708700297,3.24474053231e-06,-3.19603266156e-06,0.0001597781010924,4656,3520 4080 4080 - 2025-05-01T20-30-22_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0002.fits,2025-05-01T20:30:22.158,Sombrero Galaxy,R,60.0,189.9992669241,-11.62997127827,189.61352826297409,-11.903407802886946,189.62592478387143,-11.341091542654157,190.3842478541815,-11.356022990197179,190.37338405976567,-11.918369674309552,RA---TAN,DEC--TAN,189.9992669241,-11.62997127827,2328.5,1760.5,0.0001597240388527,3.237260115613e-06,-3.210949400087e-06,0.000159803446087,4656,3520 4081 4081 - 2025-05-01T20-31-22_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0003.fits,2025-05-01T20:31:22.757,Sombrero Galaxy,R,60.0,189.998811066,-11.62999202097,189.6131080558115,-11.903432051708624,189.62549100569228,-11.341161225097624,190.38375640421967,-11.356040320520432,190.3729059458751,-11.918341533554859,RA---TAN,DEC--TAN,189.998811066,-11.62999202097,2328.5,1760.5,0.0001597118668747,3.233515024374e-06,-3.199698514799e-06,0.0001597905286823,4656,3520 4082 4082 - 2025-05-01T20-32-23_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0004.fits,2025-05-01T20:32:23.381,Sombrero Galaxy,R,60.0,189.9986190104,-11.62998803094,189.6128850943848,-11.903521259924192,189.62527776769957,-11.341100211568573,190.38359493611878,-11.355943050751353,190.3727352695532,-11.91839451236513,RA---TAN,DEC--TAN,189.9986190104,-11.62998803094,2328.5,1760.5,0.0001597228167817,3.236149872741e-06,-3.191912330102e-06,0.0001598332236937,4656,3520 4083 4083 - 2025-05-01T20-33-24_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0005.fits,2025-05-01T20:33:24.054,Sombrero Galaxy,R,60.0,189.9988065597,-11.63005846683,189.61308608064746,-11.90352577422626,189.62551832576867,-11.341216233985836,190.3837692525141,-11.356079440718934,190.37286958254276,-11.91841949580183,RA---TAN,DEC--TAN,189.9988065597,-11.63005846683,2328.5,1760.5,0.0001597087923685,3.24722389994e-06,-3.196298559718e-06,0.0001598015486107,4656,3520 4084 4084 - 2025-05-01T20-34-24_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0006.fits,2025-05-01T20:34:24.763,Sombrero Galaxy,R,60.0,189.9985412892,-11.63016910686,189.61281404739262,-11.90362015838833,189.6252216365102,-11.34134694645334,190.38351076900912,-11.356206314025282,190.37263574953457,-11.918509978123144,RA---TAN,DEC--TAN,189.9985412892,-11.63016910686,2328.5,1760.5,0.0001597167676297,3.240360405965e-06,-3.195467220041e-06,0.0001597912161096,4656,3520 4085 4085 - 2025-05-01T20-35-25_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0007.fits,2025-05-01T20:35:25.385,Sombrero Galaxy,R,60.0,189.998735139,-11.63041019178,189.6130322066758,-11.903843640825084,189.62541277073225,-11.341587063018801,190.38368038970918,-11.35646505586785,190.37283233965735,-11.918752014948463,RA---TAN,DEC--TAN,189.998735139,-11.63041019178,2328.5,1760.5,0.0001597120965498,3.232842948585e-06,-3.199461107901e-06,0.0001597864786787,4656,3520 4086 4086 - 2025-05-01T20-36-26_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0008.fits,2025-05-01T20:36:26.015,Sombrero Galaxy,R,60.0,189.9987465967,-11.63046662221,189.61307529804094,-11.90392299649166,189.62544269480236,-11.341680562936132,190.38366020882262,-11.356498642734985,190.3728251969599,-11.918771421423127,RA---TAN,DEC--TAN,189.9987465967,-11.63046662221,2328.5,1760.5,0.0001597015074539,3.22919509248e-06,-3.18658603143e-06,0.0001597824534912,4656,3520 4087 4087 - 2025-05-01T20-37-26_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0009.fits,2025-05-01T20:37:26.638,Sombrero Galaxy,R,60.0,189.998821946,-11.63049983802,189.61309394984096,-11.904014660793935,189.62550203421068,-11.34160677633267,190.38379198014044,-11.356473258457816,190.37291687919543,-11.91891159669512,RA---TAN,DEC--TAN,189.998821946,-11.63049983802,2328.5,1760.5,0.0001597167924835,3.240436828714e-06,-3.196995847198e-06,0.0001598294882242,4656,3520 4088 4088 - 2025-05-01T20-38-49_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0010.fits,2025-05-01T20:38:49.494,Sombrero Galaxy,R,60.0,190.0006008296,-11.63188092516,189.61489221797456,-11.905340182037149,189.62726978817955,-11.343044886760785,190.38555157855947,-11.35790990546042,190.37470685684085,-11.920235577943417,RA---TAN,DEC--TAN,190.0006008296,-11.63188092516,2328.5,1760.5,0.0001597142697596,3.231945982999e-06,-3.196673428116e-06,0.0001597974811447,4656,3520 4089 4089 - 2025-05-01T20-39-50_Sombrero Galaxy_LIGHT-R_-10.50_ZWO ASI1600MM Pro_60.00s_139_1x1_0011.fits,2025-05-01T20:39:50.119,Sombrero Galaxy,R,60.0,190.0006993986,-11.6319246823,189.61496158386723,-11.905451395684482,189.62737656326556,-11.343107106477937,190.38567910364242,-11.357886127029955,190.37479715611641,-11.920260892018133,RA---TAN,DEC--TAN,190.0006993986,-11.6319246823,2328.5,1760.5,0.000159718630141,3.242332652596e-06,-3.178208553089e-06,0.000159811418652,4656,3520 4090 4090 - 2025-05-01T22-06-13_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0000.fits,2025-05-01T22:06:13.843,Sombrero Galaxy,R,60.0,189.999124488,-11.62325676098,190.38523828185018,-11.351029296288448,190.37190139485946,-11.913339588084744,189.61225596877773,-11.894969733586246,189.6271238367089,-11.332696302574373,RA---TAN,DEC--TAN,189.999124488,-11.62325676098,2328.5,1760.5,-0.0001596838073115,-3.92549843697e-06,3.942386771014e-06,-0.0001597921877488,4656,3520 4091 4091 - 2025-05-01T22-07-14_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0001.fits,2025-05-01T22:07:14.510,Sombrero Galaxy,R,60.0,189.9992319666,-11.62312206172,190.38535011415215,-11.350902439842129,190.3720708613593,-11.91316981969351,189.61235911595958,-11.894827185582592,189.62716935376883,-11.332596518683072,RA---TAN,DEC--TAN,189.9992319666,-11.62312206172,2328.5,1760.5,-0.0001596978394607,-3.909458067247e-06,3.936555223969e-06,-0.0001597800144492,4656,3520 4092 4092 - 2025-05-01T22-08-15_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0002.fits,2025-05-01T22:08:15.075,Sombrero Galaxy,R,60.0,189.9993121734,-11.6230474978,190.3854192627615,-11.350830575550555,190.37215551106038,-11.913059247688691,189.6124504149992,-11.894749954637323,189.6272450256212,-11.332557954225901,RA---TAN,DEC--TAN,189.9993121734,-11.6230474978,2328.5,1760.5,-0.0001596964962969,-3.905126706337e-06,3.929397005319e-06,-0.0001597690201003,4656,3520 4093 4093 - 2025-05-01T22-09-15_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM Pro_60.00s_139_1x1_0003.fits,2025-05-01T22:09:15.677,Sombrero Galaxy,R,60.0,189.9992955613,-11.62282461028,190.3854142997147,-11.350608831076427,190.37209761983627,-11.912882614885193,189.6124221491743,-11.894525902370551,189.62726971482675,-11.33228892657145,RA---TAN,DEC--TAN,189.9992955613,-11.62282461028,2328.5,1760.5,-0.0001596903872718,-3.919866500868e-06,3.939569250846e-06,-0.0001597818205129,4656,3520 4094 4094 - 2025-05-01T22-10-16_Sombrero Galaxy_LIGHT-R_-10.00_ZWO ASI1600MM 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+54 -29

footprint_calc.ipynb

··· 12 12 }, 13 13 { 14 14 "cell_type": "code", 15 15 - "execution_count": 2, 15 15 + "execution_count": 1, 16 16 "id": "2ac120b7", 17 17 "metadata": {}, 18 18 "outputs": [ ··· 20 20 "name": "stdout", 21 21 "output_type": "stream", 22 22 "text": [ 23 23 - "ASTAP astrometric solver version CLI-2023.06.24\n", 24 24 - "(C) 2018, 2022 by Han Kleijn. License MPL 2.0, Webpage: www.hnsky.org\n", 23 23 + "ASTAP astrometric solver version CLI-2025.10.11\n", 24 24 + "(C) 2018, 2025 by Han Kleijn. License MPL 2.0, Webpage: www.hnsky.org\n", 25 25 "Usage:\n", 26 26 - "-f filename {fits, tiff, png, jpg files}\n", 26 26 + "-f filename {fits, tiff, png, pbm, jpg files}\n", 27 27 "-r radius_area_to_search[degrees]\n", 28 28 - "-z downsample_factor[0,1,2,3,4] {Downsample prior to solving. 0 is auto}\n", 29 28 "-fov diameter_field[degrees] {enter zero for auto}\n", 30 30 - "-ra center_right_ascension[hours]\n", 31 31 - "-spd center_south_pole_distance[degrees]\n", 29 29 + "-ra right_ascension[hours]\n", 30 30 + "-spd south_pole_distance[degrees]\n", 32 31 "-s max_number_of_stars {default 500}\n", 33 33 - "-t tolerance {default 0.007}\n", 32 32 + "-t quad_tolerance {default 0.007}\n", 34 33 "-m minimum_star_size[\"] {default 1.5}\n", 35 35 - "-check apply[y/n] {Apply check pattern filter prior to solving. Use for raw OSC images only when binning is 1x1}\n", 36 36 - "-speed mode[auto/slow] {Slow is forcing reading a larger area from the star database (more overlap) to improve detection}\n", 37 37 - "-o file {Name the output files with this base path & file name}\n", 34 34 + "-z downsample_factor[0,1,2,3,4,..] {Downsample prior to solving. Specify 0 for auto selection}\n", 35 35 + "-check {Apply check pattern filter prior to solving. Use for raw OSC images only when binning is 1x1}\n", 38 36 "-d path {specify a path to the star database}\n", 39 39 - "-analyse snr_min {Analyse only and report median HFD and number of stars used}\n", 40 40 - "-extract snr_min {As -analyse but additionally write a .csv file with the detected stars info}\n", 41 41 - "-log {Write the solver log to file}\n", 37 37 + "-D abbreviation[d80,d50,...] {Specify a star database}\n", 38 38 + "-o file {Name the output files with this base path & file name.}\n", 39 39 + "-sip {Add SIP (Simple Image Polynomial) coefficients}\n", 40 40 + "-speed mode[auto/slow] {Slow is forcing more area overlap while searching to improve detection}\n", 41 41 + "-wcs {Write a .wcs file in similar format as Astrometry.net. Else text style}\n", 42 42 + "-log {Write the solver log to a .log text file.}\n", 43 43 + "-update {Add the solution to the input fits/tiff file header. Jpeg, png, tiff will be written as fits}\n", 42 44 "-progress {Log all progress steps and messages}\n", 43 43 - "-update {update the FITS header with the found solution. Jpeg, png, tiff will be written as fits}\n", 44 44 - "-wcs {Write a .wcs file in similar format as Astrometry.net. Else text style.}\n", 45 45 - "Preference will be given to the command line values.\n", 45 45 + "\n", 46 46 + "Analyse options:\n", 47 47 + "-analyse snr_min {Analyse only and report median HFD and number of stars used}\n", 48 48 + "-extract snr_min {As -analyse but additionally export info of all detectable stars to a .csv file}\n", 49 49 + "-extract2 snr_min {Solve and export info of all detectable stars to a .csv file including ra, dec}\n", 50 50 + "\n", 51 51 + "Preference will be given to the command-line values. CSV files are written with a dot as decimal seperator.\n", 52 52 + "Solver result will be written to filename.ini and filename.wcs.\n", 46 53 "\n" 47 54 ] 48 55 } ··· 63 70 }, 64 71 { 65 72 "cell_type": "code", 66 66 - "execution_count": 1, 73 73 + "execution_count": 2, 67 74 "id": "265bccf2", 68 75 "metadata": {}, 69 76 "outputs": [], ··· 80 87 "from astropy.wcs import WCS, FITSFixedWarning\n", 81 88 "from astropy.coordinates import SkyCoord\n", 82 89 "from astropy.visualization import ZScaleInterval, ImageNormalize\n", 90 90 + "from astropy.time import Time, TimeDelta\n", 83 91 "import warnings\n", 84 92 "warnings.simplefilter('ignore', category=FITSFixedWarning)" 85 93 ] ··· 92 100 "outputs": [], 93 101 "source": [ 94 102 "# Specify image directory and filename template\n", 95 95 - "# main_folder = \"P:\\\\Aurélien\\\\Astronomie\\\\Astrophoto\\\\01-Ciel profond\\\\NGC7331-SN2025rbs_2025-07-24_RC6_ASI1600MM_LRGB\"\n", 103 103 + "main_folder = \"P:\\\\Aurélien\\\\Astronomie\\\\Astrophoto\\\\01-Ciel profond\\\\NGC891_2025-11-18_RC6_ASI1600MM_L\\\\RAW\"\n", 96 104 "# main_folder = \"P:\\\\Aurélien\\\\Astronomie\\\\Astrophoto\\\\04-Exoplanetes\\\\HAT-P-18b_2025-05-16_RC6_ASI1600MM_R_180s\"\n", 97 105 "# main_folder = \"P:\\\\Aurélien\\\\Astronomie\\\\Astrophoto\\\\05-Asteroides\\\\3I-ATLAS_2025-07-24_RC6_ASI1600MM_L_300s\"\n", 98 98 - "main_folder = \"C:/Users/aurel/Desktop/Astro/2-Pilotage/N.I.N.A Images/2025-08-11/M 12\"\n", 99 99 - "filename_template = \"*LIGHT*ASI1600MM*.fits\"" 106 106 + "# main_folder = \"C:/Users/aurel/Desktop/Astro/2-Pilotage/N.I.N.A Images/Astro\"\n", 107 107 + "# main_folder = \"C:/Users/aurel/Desktop/Astro/5-Capture/AstroPi/M 31\"\n", 108 108 + "# filename_template = \"*LIGHT*ASI1600MM*.fits\"\n", 109 109 + "filename_template = \"*Light*.fits\"" 100 110 ] 101 111 }, 102 112 { ··· 109 119 "name": "stdout", 110 120 "output_type": "stream", 111 121 "text": [ 112 112 - "141 images found\n" 122 122 + "10 images found\n" 113 123 ] 114 124 } 115 125 ], ··· 253 263 }, 254 264 { 255 265 "cell_type": "code", 256 256 - "execution_count": 12, 266 266 + "execution_count": 5, 257 267 "id": "692133f5", 258 268 "metadata": {}, 259 269 "outputs": [], ··· 264 274 }, 265 275 { 266 276 "cell_type": "code", 267 267 - "execution_count": 13, 277 277 + "execution_count": 6, 268 278 "id": "592cf0a1", 269 279 "metadata": {}, 270 280 "outputs": [ ··· 272 282 "name": "stderr", 273 283 "output_type": "stream", 274 284 "text": [ 275 275 - " 0%| | 0/11 [00:00<?, ?it/s]" 285 285 + " 90%|█████████ | 9/10 [00:29<00:03, 3.30s/it]" 286 286 + ] 287 287 + }, 288 288 + { 289 289 + "name": "stdout", 290 290 + "output_type": "stream", 291 291 + "text": [ 292 292 + "Error processing P:\\Aurélien\\Astronomie\\Astrophoto\\01-Ciel profond\\NGC891_2025-11-18_RC6_ASI1600MM_L\\RAW\\Light\\L\\2025-11-18T20-43-24_NGC_891_Light-L_120_secs_009.fits: Command '['astap', '-f', 'P:\\\\Aurélien\\\\Astronomie\\\\Astrophoto\\\\01-Ciel profond\\\\NGC891_2025-11-18_RC6_ASI1600MM_L\\\\RAW\\\\Light\\\\L\\\\2025-11-18T20-43-24_NGC_891_Light-L_120_secs_009.fits', '-r', '1']' returned non-zero exit status 16.\n" 276 293 ] 277 294 }, 278 295 { 279 296 "name": "stderr", 280 297 "output_type": "stream", 281 298 "text": [ 282 282 - "100%|██████████| 11/11 [00:12<00:00, 1.12s/it]\n" 299 299 + "100%|██████████| 10/10 [00:35<00:00, 3.55s/it]\n" 283 300 ] 284 301 } 285 302 ], 286 303 "source": [ 287 304 "saved_list = []\n", 288 305 "# np.random.shuffle(files) # Shuffle the files for random processing\n", 289 289 - "for i, file in enumerate(tqdm(files[130:])):\n", 306 306 + "for i, file in enumerate(tqdm(files)):\n", 290 307 " # Open the image file\n", 291 308 " with fits.open(file) as hdul:\n", 292 309 " header = hdul[0].header\n", 310 310 + " data = hdul[0].data\n", 311 311 + " # Correct header\n", 312 312 + " header['OBJECT'] = 'NGC 891'\n", 313 313 + " header['TELESCOP'] = 'RC6'\n", 314 314 + " header['OBSERVER'] = 'Aurelien Genin'\n", 315 315 + " hdul = fits.HDUList([fits.PrimaryHDU(data=data, header=header)])\n", 316 316 + " os.makedirs(os.path.dirname(file), exist_ok=True)\n", 317 317 + " hdul.writeto(file, overwrite=True)\n", 293 318 " # Run platesolving of the image\n", 294 319 " astap_run = subprocess.run([\"astap\", \"-f\", file, \"-r\", \"1\"])\n", 295 320 " try:\n", ··· 361 386 ], 362 387 "metadata": { 363 388 "kernelspec": { 364 364 - "display_name": "base", 389 389 + "display_name": "Python 3", 365 390 "language": "python", 366 391 "name": "python3" 367 392 }, ··· 375 400 "name": "python", 376 401 "nbconvert_exporter": "python", 377 402 "pygments_lexer": "ipython3", 378 378 - "version": "3.11.5" 403 403 + "version": "3.14.0" 379 404 } 380 405 }, 381 406 "nbformat": 4,

+127 -49

footprint_viz.ipynb

··· 2 2 "cells": [ 3 3 { 4 4 "cell_type": "code", 5 5 - "execution_count": 2, 5 5 + "execution_count": 1, 6 6 "id": "7e251f72", 7 7 "metadata": {}, 8 8 "outputs": [], ··· 20 20 }, 21 21 { 22 22 "cell_type": "code", 23 23 - "execution_count": 5, 23 23 + "execution_count": 2, 24 24 "id": "4e580faa", 25 25 "metadata": {}, 26 26 "outputs": [], ··· 40 40 }, 41 41 { 42 42 "cell_type": "code", 43 43 - "execution_count": 6, 43 43 + "execution_count": 3, 44 44 "id": "a61301a6", 45 45 "metadata": {}, 46 46 "outputs": [ ··· 48 48 "name": "stdout", 49 49 "output_type": "stream", 50 50 "text": [ 51 51 - "Total number of observations: 5513\n", 52 52 - "Total exposure time: 303715s = 84h 21m 55s\n" 51 51 + "Total number of observations: 6723\n", 52 52 + "Total exposure time: 426575s = 118h 29m 35s\n" 53 53 ] 54 54 } 55 55 ], ··· 64 64 }, 65 65 { 66 66 "cell_type": "code", 67 67 - "execution_count": 7, 67 67 + "execution_count": 4, 68 68 "id": "d8639118", 69 69 "metadata": {}, 70 70 "outputs": [ ··· 157 157 " <td>2025-05-01</td>\n", 158 158 " </tr>\n", 159 159 " <tr>\n", 160 160 - " <th>Crab Nebula</th>\n", 161 161 - " <td>7200.0</td>\n", 162 162 - " <td>260</td>\n", 163 163 - " <td>83.632718</td>\n", 164 164 - " <td>0.005628</td>\n", 165 165 - " <td>22.013808</td>\n", 166 166 - " <td>0.003753</td>\n", 167 167 - " <td>2025-03-02</td>\n", 168 168 - " <td>2025-03-02</td>\n", 169 169 - " </tr>\n", 170 170 - " <tr>\n", 171 160 " <th>HAT-P-18 b</th>\n", 172 161 " <td>12960.0</td>\n", 173 162 " <td>72</td>\n", ··· 201 190 " <td>2025-01-12</td>\n", 202 191 " </tr>\n", 203 192 " <tr>\n", 193 193 + " <th>IC 5146</th>\n", 194 194 + " <td>28560.0</td>\n", 195 195 + " <td>188</td>\n", 196 196 + " <td>328.376034</td>\n", 197 197 + " <td>0.002451</td>\n", 198 198 + " <td>47.269067</td>\n", 199 199 + " <td>0.000869</td>\n", 200 200 + " <td>2025-09-17</td>\n", 201 201 + " <td>2025-09-18</td>\n", 202 202 + " </tr>\n", 203 203 + " <tr>\n", 204 204 + " <th>M 1</th>\n", 205 205 + " <td>7200.0</td>\n", 206 206 + " <td>260</td>\n", 207 207 + " <td>83.632718</td>\n", 208 208 + " <td>0.005628</td>\n", 209 209 + " <td>22.013808</td>\n", 210 210 + " <td>0.003753</td>\n", 211 211 + " <td>2025-03-02</td>\n", 212 212 + " <td>2025-03-02</td>\n", 213 213 + " </tr>\n", 214 214 + " <tr>\n", 204 215 " <th>M 100</th>\n", 205 216 " <td>6000.0</td>\n", 206 217 " <td>70</td>\n", ··· 212 223 " <td>2025-05-14</td>\n", 213 224 " </tr>\n", 214 225 " <tr>\n", 226 226 + " <th>M 104</th>\n", 227 227 + " <td>10500.0</td>\n", 228 228 + " <td>246</td>\n", 229 229 + " <td>189.998774</td>\n", 230 230 + " <td>0.002196</td>\n", 231 231 + " <td>-11.623271</td>\n", 232 232 + " <td>0.003964</td>\n", 233 233 + " <td>2025-05-01</td>\n", 234 234 + " <td>2025-05-01</td>\n", 235 235 + " </tr>\n", 236 236 + " <tr>\n", 237 237 + " <th>M 11</th>\n", 238 238 + " <td>1800.0</td>\n", 239 239 + " <td>30</td>\n", 240 240 + " <td>282.779163</td>\n", 241 241 + " <td>0.000439</td>\n", 242 242 + " <td>-6.270417</td>\n", 243 243 + " <td>0.000413</td>\n", 244 244 + " <td>2025-08-24</td>\n", 245 245 + " <td>2025-08-24</td>\n", 246 246 + " </tr>\n", 247 247 + " <tr>\n", 215 248 " <th>M 12</th>\n", 216 249 " <td>4710.0</td>\n", 217 250 " <td>107</td>\n", ··· 245 278 " <td>2025-04-11</td>\n", 246 279 " </tr>\n", 247 280 " <tr>\n", 281 281 + " <th>M 31</th>\n", 282 282 + " <td>61450.0</td>\n", 283 283 + " <td>773</td>\n", 284 284 + " <td>10.714578</td>\n", 285 285 + " <td>0.219654</td>\n", 286 286 + " <td>41.201854</td>\n", 287 287 + " <td>0.211270</td>\n", 288 288 + " <td>2025-09-05</td>\n", 289 289 + " <td>2025-09-27</td>\n", 290 290 + " </tr>\n", 291 291 + " <tr>\n", 292 292 + " <th>M 33</th>\n", 293 293 + " <td>27660.0</td>\n", 294 294 + " <td>178</td>\n", 295 295 + " <td>23.471198</td>\n", 296 296 + " <td>0.003910</td>\n", 297 297 + " <td>30.660270</td>\n", 298 298 + " <td>0.001148</td>\n", 299 299 + " <td>2025-11-11</td>\n", 300 300 + " <td>2025-11-12</td>\n", 301 301 + " </tr>\n", 302 302 + " <tr>\n", 248 303 " <th>M 51</th>\n", 249 249 - " <td>20730.0</td>\n", 250 250 - " <td>261</td>\n", 251 251 - " <td>202.475200</td>\n", 252 252 - " <td>0.003035</td>\n", 253 253 - " <td>47.197251</td>\n", 254 254 - " <td>0.004787</td>\n", 304 304 + " <td>22530.0</td>\n", 305 305 + " <td>276</td>\n", 306 306 + " <td>202.474466</td>\n", 307 307 + " <td>0.004260</td>\n", 308 308 + " <td>47.196874</td>\n", 309 309 + " <td>0.004914</td>\n", 255 310 " <td>2025-04-04</td>\n", 256 256 - " <td>2025-04-05</td>\n", 311 311 + " <td>2025-08-22</td>\n", 257 312 " </tr>\n", 258 313 " <tr>\n", 259 314 " <th>M 63</th>\n", ··· 265 320 " <td>0.002494</td>\n", 266 321 " <td>2025-05-14</td>\n", 267 322 " <td>2025-05-15</td>\n", 323 323 + " </tr>\n", 324 324 + " <tr>\n", 325 325 + " <th>M 8</th>\n", 326 326 + " <td>510.0</td>\n", 327 327 + " <td>17</td>\n", 328 328 + " <td>270.997793</td>\n", 329 329 + " <td>0.000374</td>\n", 330 330 + " <td>-24.363486</td>\n", 331 331 + " <td>0.000209</td>\n", 332 332 + " <td>2025-08-24</td>\n", 333 333 + " <td>2025-08-24</td>\n", 268 334 " </tr>\n", 269 335 " <tr>\n", 270 336 " <th>M 81</th>\n", ··· 344 410 " <td>2025-07-25</td>\n", 345 411 " </tr>\n", 346 412 " <tr>\n", 347 347 - " <th>Sombrero Galaxy</th>\n", 348 348 - " <td>10500.0</td>\n", 349 349 - " <td>246</td>\n", 350 350 - " <td>189.998774</td>\n", 351 351 - " <td>0.002196</td>\n", 352 352 - " <td>-11.623271</td>\n", 353 353 - " <td>0.003964</td>\n", 354 354 - " <td>2025-05-01</td>\n", 355 355 - " <td>2025-05-01</td>\n", 413 413 + " <th>NGC 891</th>\n", 414 414 + " <td>1080.0</td>\n", 415 415 + " <td>9</td>\n", 416 416 + " <td>35.639368</td>\n", 417 417 + " <td>0.000331</td>\n", 418 418 + " <td>42.349986</td>\n", 419 419 + " <td>0.000079</td>\n", 420 420 + " <td>2025-11-18</td>\n", 421 421 + " <td>2025-11-18</td>\n", 356 422 " </tr>\n", 357 423 " <tr>\n", 358 424 " <th>TIC 272758199.01</th>\n", ··· 387 453 "29/Amphitrite 4710.0 157 141.001428 0.002492 19.160669 0.004910 \n", 388 454 "3I-ATLAS 2580.0 16 257.741852 0.000445 -17.974584 0.000583 \n", 389 455 "Coma Cluster 15600.0 201 194.992092 0.003111 27.992676 0.003159 \n", 390 390 - "Crab Nebula 7200.0 260 83.632718 0.005628 22.013808 0.003753 \n", 391 456 "HAT-P-18 b 12960.0 72 256.349532 0.002627 33.010830 0.001807 \n", 392 457 "HAT-P-20b 7080.0 59 111.916106 0.003925 24.337611 0.003294 \n", 393 458 "Horsehead Nebula 17780.0 711 85.270806 0.027677 -2.471756 0.010017 \n", 459 459 + "IC 5146 28560.0 188 328.376034 0.002451 47.269067 0.000869 \n", 460 460 + "M 1 7200.0 260 83.632718 0.005628 22.013808 0.003753 \n", 394 461 "M 100 6000.0 70 185.564808 0.001740 15.719816 0.001490 \n", 462 462 + "M 104 10500.0 246 189.998774 0.002196 -11.623271 0.003964 \n", 463 463 + "M 11 1800.0 30 282.779163 0.000439 -6.270417 0.000413 \n", 395 464 "M 12 4710.0 107 251.816589 0.001971 -1.927651 0.004769 \n", 396 465 "M 27 17070.0 433 299.900746 0.004368 22.720208 0.003076 \n", 397 466 "M 3 13485.0 459 205.548879 0.016714 28.375097 0.019616 \n", 398 398 - "M 51 20730.0 261 202.475200 0.003035 47.197251 0.004787 \n", 467 467 + "M 31 61450.0 773 10.714578 0.219654 41.201854 0.211270 \n", 468 468 + "M 33 27660.0 178 23.471198 0.003910 30.660270 0.001148 \n", 469 469 + "M 51 22530.0 276 202.474466 0.004260 47.196874 0.004914 \n", 399 470 "M 63 16980.0 181 198.953536 0.006125 42.027436 0.002494 \n", 471 471 + "M 8 510.0 17 270.997793 0.000374 -24.363486 0.000209 \n", 400 472 "M 81 7740.0 69 148.892783 0.007024 69.066432 0.001888 \n", 401 473 "M 82 9000.0 105 148.866637 0.009330 69.661785 0.003611 \n", 402 474 "NGC 3842 27930.0 667 175.991423 0.003807 19.949320 0.003467 \n", ··· 404 476 "NGC 5957 31920.0 368 233.835589 0.003838 11.971021 0.012903 \n", 405 477 "NGC 7023 15000.0 97 315.407863 0.012532 68.164567 0.001907 \n", 406 478 "NGC 7331 24860.0 716 339.208511 0.049055 34.291719 0.098726 \n", 407 407 - "Sombrero Galaxy 10500.0 246 189.998774 0.002196 -11.623271 0.003964 \n", 479 479 + "NGC 891 1080.0 9 35.639368 0.000331 42.349986 0.000079 \n", 408 480 "TIC 272758199.01 12960.0 72 237.316982 0.009771 71.443202 0.003316 \n", 409 481 "TOI-2154b 12480.0 104 71.001980 0.021346 84.364972 0.003373 \n", 410 482 "\n", ··· 414 486 "29/Amphitrite 2025-03-18 2025-03-18 \n", 415 487 "3I-ATLAS 2025-07-24 2025-07-24 \n", 416 488 "Coma Cluster 2025-04-30 2025-05-01 \n", 417 417 - "Crab Nebula 2025-03-02 2025-03-02 \n", 418 489 "HAT-P-18 b 2025-05-16 2025-05-16 \n", 419 490 "HAT-P-20b 2025-03-07 2025-03-08 \n", 420 491 "Horsehead Nebula 2025-01-11 2025-01-12 \n", 492 492 + "IC 5146 2025-09-17 2025-09-18 \n", 493 493 + "M 1 2025-03-02 2025-03-02 \n", 421 494 "M 100 2025-05-14 2025-05-14 \n", 495 495 + "M 104 2025-05-01 2025-05-01 \n", 496 496 + "M 11 2025-08-24 2025-08-24 \n", 422 497 "M 12 2025-08-11 2025-08-11 \n", 423 498 "M 27 2025-07-09 2025-07-10 \n", 424 499 "M 3 2024-03-06 2025-04-11 \n", 425 425 - "M 51 2025-04-04 2025-04-05 \n", 500 500 + "M 31 2025-09-05 2025-09-27 \n", 501 501 + "M 33 2025-11-11 2025-11-12 \n", 502 502 + "M 51 2025-04-04 2025-08-22 \n", 426 503 "M 63 2025-05-14 2025-05-15 \n", 504 504 + "M 8 2025-08-24 2025-08-24 \n", 427 505 "M 81 2025-04-07 2025-04-07 \n", 428 506 "M 82 2025-04-11 2025-04-11 \n", 429 507 "NGC 3842 2025-04-02 2025-04-03 \n", ··· 431 509 "NGC 5957 2025-04-11 2025-05-14 \n", 432 510 "NGC 7023 2025-07-21 2025-07-22 \n", 433 511 "NGC 7331 2024-10-11 2025-07-25 \n", 434 434 - "Sombrero Galaxy 2025-05-01 2025-05-01 \n", 512 512 + "NGC 891 2025-11-18 2025-11-18 \n", 435 513 "TIC 272758199.01 2025-03-18 2025-03-19 \n", 436 514 "TOI-2154b 2025-03-27 2025-03-27 " 437 515 ] 438 516 }, 439 439 - "execution_count": 7, 517 517 + "execution_count": 4, 440 518 "metadata": {}, 441 519 "output_type": "execute_result" 442 520 } ··· 451 529 }, 452 530 { 453 531 "cell_type": "code", 454 454 - "execution_count": 8, 532 532 + "execution_count": 7, 455 533 "id": "a2b404e9", 456 534 "metadata": {}, 457 535 "outputs": [], ··· 484 562 }, 485 563 { 486 564 "cell_type": "code", 487 487 - "execution_count": 9, 565 565 + "execution_count": 8, 488 566 "id": "b916a131", 489 567 "metadata": {}, 490 568 "outputs": [], ··· 502 580 }, 503 581 { 504 582 "cell_type": "code", 505 505 - "execution_count": 10, 583 583 + "execution_count": 9, 506 584 "id": "b8ac19bc", 507 585 "metadata": {}, 508 586 "outputs": [], ··· 518 596 }, 519 597 { 520 598 "cell_type": "code", 521 521 - "execution_count": 11, 599 599 + "execution_count": 10, 522 600 "id": "1e619707", 523 601 "metadata": {}, 524 602 "outputs": [ 525 603 { 526 604 "data": { 527 527 - "image/png": 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", 605 605 + "image/png": 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", 528 606 "text/plain": [ 529 607 "<Figure size 1000x600 with 1 Axes>" 530 608 ] ··· 563 641 }, 564 642 { 565 643 "cell_type": "code", 566 566 - "execution_count": 12, 644 644 + "execution_count": 11, 567 645 "id": "88120ab7", 568 646 "metadata": {}, 569 647 "outputs": [ 570 648 { 571 649 "data": { 572 572 - "image/png": 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", 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", 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images/astro_target-GAL_database.png

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images/astro_target-ICRS_database.png

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