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@ -67,7 +67,7 @@ static std::string MCC_DEFAULT_IERS_BULLETIN_A_FILE = R"--(
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* *
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* Rapid Service/Prediction of Earth Orientation *
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**********************************************************************
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7 August 2025 Vol. XXXVIII No. 032
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14 August 2025 Vol. XXXVIII No. 033
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______________________________________________________________________
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GENERAL INFORMATION:
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MJD = Julian Date - 2 400 000.5 days
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@ -116,47 +116,13 @@ static std::string MCC_DEFAULT_IERS_BULLETIN_A_FILE = R"--(
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IERS Rapid Service
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MJD x error y error UT1-UTC error
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" " " " s s
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25 8 1 60888 0.21017 .00009 0.42717 .00009 0.062125 0.000021
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25 8 2 60889 0.21181 .00009 0.42627 .00009 0.062752 0.000019
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25 8 3 60890 0.21302 .00009 0.42504 .00009 0.063645 0.000016
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25 8 4 60891 0.21368 .00009 0.42383 .00009 0.064781 0.000010
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25 8 5 60892 0.21398 .00009 0.42271 .00009 0.066047 0.000009
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25 8 6 60893 0.21437 .00009 0.42152 .00009 0.067348 0.000008
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25 8 7 60894 0.21485 .00009 0.42038 .00009 0.068615 0.000055
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IERS Final Values
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MJD x y UT1-UTC
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" " s
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25 6 2 60828 0.1141 0.4380 0.02903
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25 6 3 60829 0.1154 0.4384 0.02896
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25 6 4 60830 0.1172 0.4390 0.02885
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25 6 5 60831 0.1187 0.4399 0.02874
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25 6 6 60832 0.1202 0.4403 0.02868
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25 6 7 60833 0.1217 0.4408 0.02871
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25 6 8 60834 0.1232 0.4410 0.02891
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25 6 9 60835 0.1248 0.4415 0.02936
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25 6 10 60836 0.1262 0.4420 0.03004
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25 6 11 60837 0.1276 0.4425 0.03086
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25 6 12 60838 0.1291 0.4428 0.03178
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25 6 13 60839 0.1307 0.4428 0.03273
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25 6 14 60840 0.1325 0.4426 0.03360
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25 6 15 60841 0.1347 0.4424 0.03430
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25 6 16 60842 0.1370 0.4426 0.03479
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25 6 17 60843 0.1389 0.4427 0.03506
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25 6 18 60844 0.1406 0.4429 0.03512
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25 6 19 60845 0.1420 0.4431 0.03504
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25 6 20 60846 0.1436 0.4427 0.03492
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25 6 21 60847 0.1452 0.4426 0.03489
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25 6 22 60848 0.1468 0.4423 0.03515
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25 6 23 60849 0.1486 0.4420 0.03583
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25 6 24 60850 0.1502 0.4416 0.03682
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25 6 25 60851 0.1518 0.4411 0.03797
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25 6 26 60852 0.1533 0.4407 0.03919
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25 6 27 60853 0.1548 0.4404 0.04037
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25 6 28 60854 0.1564 0.4401 0.04139
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25 6 29 60855 0.1585 0.4400 0.04222
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25 6 30 60856 0.1603 0.4401 0.04287
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25 7 1 60857 0.1621 0.4398 0.04342
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25 8 8 60895 0.21521 .00009 0.41904 .00009 0.069826 0.000016
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25 8 9 60896 0.21558 .00009 0.41771 .00009 0.070764 0.000016
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25 8 10 60897 0.21616 .00009 0.41640 .00009 0.071442 0.000017
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25 8 11 60898 0.21726 .00009 0.41513 .00009 0.071836 0.000016
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25 8 12 60899 0.21832 .00009 0.41407 .00009 0.071996 0.000017
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25 8 13 60900 0.21871 .00009 0.41314 .00009 0.072040 0.000013
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25 8 14 60901 0.21892 .00009 0.41223 .00009 0.072161 0.000011
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_______________________________________________________________________
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@ -164,493 +130,387 @@ static std::string MCC_DEFAULT_IERS_BULLETIN_A_FILE = R"--(
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The following formulas will not reproduce the predictions given below,
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but may be used to extend the predictions beyond the end of this table.
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x = 0.1420 + 0.1046 cos A + 0.1043 sin A - 0.0336 cos C - 0.0648 sin C
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y = 0.3838 + 0.1044 cos A - 0.0915 sin A - 0.0648 cos C + 0.0336 sin C
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UT1-UTC = 0.0474 + 0.00010 (MJD - 60902) - (UT2-UT1)
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x = 0.1410 + 0.1141 cos A + 0.0905 sin A - 0.0377 cos C - 0.0594 sin C
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y = 0.3821 + 0.0927 cos A - 0.1005 sin A - 0.0594 cos C + 0.0377 sin C
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UT1-UTC = 0.0478 + 0.00010 (MJD - 60909) - (UT2-UT1)
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where A = 2*pi*(MJD-60894)/365.25 and C = 2*pi*(MJD-60894)/435.
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where A = 2*pi*(MJD-60901)/365.25 and C = 2*pi*(MJD-60901)/435.
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TAI-UTC(MJD 60895) = 37.0
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TAI-UTC(MJD 60902) = 37.0
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The accuracy may be estimated from the expressions:
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S x,y = 0.00068 (MJD-60894)**0.80 S t = 0.00025 (MJD-60894)**0.75
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S x,y = 0.00068 (MJD-60901)**0.80 S t = 0.00025 (MJD-60901)**0.75
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Estimated accuracies are: Predictions 10 d 20 d 30 d 40 d
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Polar coord's 0.004 0.007 0.010 0.013
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UT1-UTC 0.0014 0.0024 0.0032 0.0040
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MJD x(arcsec) y(arcsec) UT1-UTC(sec)
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2025 8 8 60895 0.2155 0.4191 0.06979
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2025 8 9 60896 0.2161 0.4179 0.07073
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2025 8 10 60897 0.2169 0.4167 0.07137
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2025 8 11 60898 0.2176 0.4154 0.07173
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2025 8 12 60899 0.2184 0.4142 0.07190
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2025 8 13 60900 0.2191 0.4130 0.07200
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2025 8 14 60901 0.2198 0.4117 0.07218
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2025 8 15 60902 0.2204 0.4105 0.07254
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2025 8 16 60903 0.2210 0.4094 0.07316
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2025 8 17 60904 0.2216 0.4082 0.07403
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2025 8 18 60905 0.2222 0.4070 0.07507
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2025 8 19 60906 0.2227 0.4058 0.07619
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2025 8 20 60907 0.2232 0.4046 0.07725
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2025 8 21 60908 0.2237 0.4033 0.07814
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2025 8 22 60909 0.2242 0.4021 0.07878
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2025 8 23 60910 0.2247 0.4008 0.07912
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2025 8 24 60911 0.2251 0.3995 0.07921
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2025 8 25 60912 0.2255 0.3983 0.07914
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2025 8 26 60913 0.2259 0.3970 0.07899
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2025 8 27 60914 0.2263 0.3957 0.07887
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2025 8 28 60915 0.2266 0.3944 0.07884
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2025 8 29 60916 0.2269 0.3931 0.07898
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2025 8 30 60917 0.2272 0.3918 0.07930
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2025 8 31 60918 0.2275 0.3905 0.07979
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2025 9 1 60919 0.2278 0.3892 0.08042
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2025 9 2 60920 0.2280 0.3879 0.08112
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2025 9 3 60921 0.2282 0.3865 0.08182
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2025 9 4 60922 0.2283 0.3852 0.08242
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2025 9 5 60923 0.2285 0.3839 0.08283
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2025 9 6 60924 0.2286 0.3825 0.08295
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2025 9 7 60925 0.2287 0.3812 0.08277
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2025 9 8 60926 0.2287 0.3799 0.08232
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2025 9 9 60927 0.2287 0.3785 0.08173
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2025 9 10 60928 0.2288 0.3772 0.08114
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2025 9 11 60929 0.2287 0.3758 0.08072
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2025 9 12 60930 0.2287 0.3745 0.08056
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2025 9 13 60931 0.2286 0.3731 0.08070
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2025 9 14 60932 0.2285 0.3718 0.08108
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2025 9 15 60933 0.2284 0.3705 0.08159
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2025 9 16 60934 0.2282 0.3691 0.08209
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2025 9 17 60935 0.2281 0.3678 0.08247
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2025 9 18 60936 0.2279 0.3664 0.08265
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2025 9 19 60937 0.2276 0.3651 0.08260
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2025 9 20 60938 0.2274 0.3638 0.08234
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2025 9 21 60939 0.2271 0.3624 0.08194
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2025 9 22 60940 0.2268 0.3611 0.08146
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2025 9 23 60941 0.2264 0.3598 0.08101
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2025 9 24 60942 0.2261 0.3585 0.08064
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2025 9 25 60943 0.2257 0.3571 0.08042
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2025 9 26 60944 0.2253 0.3558 0.08037
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2025 9 27 60945 0.2248 0.3545 0.08049
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2025 9 28 60946 0.2244 0.3532 0.08076
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2025 9 29 60947 0.2239 0.3520 0.08112
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2025 9 30 60948 0.2234 0.3507 0.08148
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2025 10 1 60949 0.2228 0.3494 0.08177
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2025 10 2 60950 0.2223 0.3481 0.08189
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2025 10 3 60951 0.2217 0.3469 0.08176
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2025 10 4 60952 0.2211 0.3456 0.08133
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2025 10 5 60953 0.2204 0.3444 0.08059
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2025 10 6 60954 0.2198 0.3431 0.07962
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2025 10 7 60955 0.2191 0.3419 0.07856
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2025 10 8 60956 0.2184 0.3407 0.07759
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2025 10 9 60957 0.2177 0.3395 0.07687
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2025 10 10 60958 0.2169 0.3383 0.07647
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2025 10 11 60959 0.2161 0.3371 0.07637
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2025 10 12 60960 0.2153 0.3360 0.07648
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2025 10 13 60961 0.2145 0.3348 0.07665
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2025 10 14 60962 0.2137 0.3337 0.07674
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2025 10 15 60963 0.2128 0.3325 0.07667
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2025 10 16 60964 0.2119 0.3314 0.07640
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2025 10 17 60965 0.2110 0.3303 0.07594
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2025 10 18 60966 0.2101 0.3292 0.07535
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2025 10 19 60967 0.2092 0.3281 0.07470
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2025 10 20 60968 0.2082 0.3271 0.07405
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2025 10 21 60969 0.2072 0.3260 0.07350
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2025 10 22 60970 0.2062 0.3250 0.07310
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2025 10 23 60971 0.2052 0.3240 0.07289
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2025 10 24 60972 0.2041 0.3230 0.07287
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2025 10 25 60973 0.2031 0.3220 0.07302
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2025 10 26 60974 0.2020 0.3210 0.07329
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2025 10 27 60975 0.2009 0.3200 0.07360
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2025 10 28 60976 0.1998 0.3191 0.07388
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2025 10 29 60977 0.1986 0.3182 0.07405
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2025 10 30 60978 0.1975 0.3173 0.07402
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2025 10 31 60979 0.1963 0.3164 0.07372
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2025 11 1 60980 0.1951 0.3155 0.07315
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2025 11 2 60981 0.1939 0.3147 0.07232
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2025 11 3 60982 0.1927 0.3139 0.07133
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2025 11 4 60983 0.1915 0.3130 0.07034
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2025 11 5 60984 0.1902 0.3122 0.06953
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2025 11 6 60985 0.1890 0.3115 0.06901
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2025 11 7 60986 0.1877 0.3107 0.06882
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2025 11 8 60987 0.1864 0.3100 0.06889
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2025 11 9 60988 0.1851 0.3093 0.06908
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2025 11 10 60989 0.1838 0.3086 0.06924
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2025 11 11 60990 0.1825 0.3079 0.06927
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2025 11 12 60991 0.1812 0.3072 0.06910
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2025 11 13 60992 0.1798 0.3066 0.06876
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2025 11 14 60993 0.1784 0.3060 0.06828
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2025 11 15 60994 0.1771 0.3054 0.06774
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2025 11 16 60995 0.1757 0.3048 0.06722
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2025 11 17 60996 0.1743 0.3043 0.06677
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2025 11 18 60997 0.1729 0.3038 0.06647
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2025 11 19 60998 0.1715 0.3033 0.06635
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2025 11 20 60999 0.1701 0.3028 0.06642
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2025 11 21 61000 0.1687 0.3023 0.06667
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2025 11 22 61001 0.1672 0.3019 0.06705
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2025 11 23 61002 0.1658 0.3015 0.06751
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2025 11 24 61003 0.1643 0.3011 0.06788
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2025 11 25 61004 0.1629 0.3007 0.06817
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2025 11 26 61005 0.1614 0.3003 0.06829
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2025 11 27 61006 0.1600 0.3000 0.06820
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2025 11 28 61007 0.1585 0.2997 0.06785
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2025 11 29 61008 0.1570 0.2994 0.06727
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2025 11 30 61009 0.1556 0.2992 0.06650
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2025 12 1 61010 0.1541 0.2989 0.06567
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2025 12 2 61011 0.1526 0.2987 0.06494
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2025 12 3 61012 0.1511 0.2985 0.06442
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2025 12 4 61013 0.1496 0.2984 0.06421
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2025 12 5 61014 0.1481 0.2982 0.06429
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2025 12 6 61015 0.1466 0.2981 0.06454
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2025 12 7 61016 0.1451 0.2980 0.06483
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2025 12 8 61017 0.1437 0.2980 0.06500
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2025 12 9 61018 0.1422 0.2979 0.06498
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2025 12 10 61019 0.1407 0.2979 0.06476
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2025 12 11 61020 0.1392 0.2979 0.06439
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2025 12 12 61021 0.1377 0.2979 0.06395
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2025 12 13 61022 0.1362 0.2980 0.06353
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2025 12 14 61023 0.1347 0.2980 0.06319
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2025 12 15 61024 0.1332 0.2981 0.06299
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2025 12 16 61025 0.1318 0.2982 0.06297
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2025 12 17 61026 0.1303 0.2984 0.06315
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2025 12 18 61027 0.1288 0.2985 0.06351
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2025 12 19 61028 0.1274 0.2987 0.06401
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2025 12 20 61029 0.1259 0.2989 0.06461
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2025 12 21 61030 0.1245 0.2992 0.06522
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2025 12 22 61031 0.1230 0.2994 0.06575
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2025 12 23 61032 0.1216 0.2997 0.06614
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2025 12 24 61033 0.1201 0.3000 0.06632
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2025 12 25 61034 0.1187 0.3003 0.06627
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2025 12 26 61035 0.1173 0.3007 0.06599
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2025 12 27 61036 0.1159 0.3011 0.06554
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2025 12 28 61037 0.1145 0.3015 0.06500
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2025 12 29 61038 0.1131 0.3019 0.06451
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2025 12 30 61039 0.1117 0.3023 0.06418
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2025 12 31 61040 0.1103 0.3028 0.06410
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2026 1 1 61041 0.1090 0.3033 0.06429
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2026 1 2 61042 0.1076 0.3038 0.06468
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2026 1 3 61043 0.1063 0.3043 0.06514
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2026 1 4 61044 0.1050 0.3048 0.06553
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2026 1 5 61045 0.1036 0.3054 0.06573
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2026 1 6 61046 0.1023 0.3060 0.06569
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2026 1 7 61047 0.1010 0.3066 0.06545
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2026 1 8 61048 0.0998 0.3072 0.06509
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2026 1 9 61049 0.0985 0.3079 0.06472
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2026 1 10 61050 0.0973 0.3086 0.06441
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2026 1 11 61051 0.0960 0.3093 0.06423
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2026 1 12 61052 0.0948 0.3100 0.06423
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2026 1 13 61053 0.0936 0.3107 0.06442
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2026 1 14 61054 0.0924 0.3115 0.06480
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2026 1 15 61055 0.0912 0.3122 0.06532
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2026 1 16 61056 0.0901 0.3130 0.06595
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2026 1 17 61057 0.0889 0.3138 0.06660
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2026 1 18 61058 0.0878 0.3146 0.06719
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2026 1 19 61059 0.0867 0.3155 0.06763
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2026 1 20 61060 0.0856 0.3164 0.06787
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2026 1 21 61061 0.0846 0.3172 0.06785
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2026 1 22 61062 0.0835 0.3181 0.06761
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2026 1 23 61063 0.0825 0.3191 0.06717
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2026 1 24 61064 0.0815 0.3200 0.06664
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2026 1 25 61065 0.0805 0.3209 0.06615
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2026 1 26 61066 0.0795 0.3219 0.06579
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2026 1 27 61067 0.0786 0.3229 0.06566
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2026 1 28 61068 0.0776 0.3239 0.06578
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2026 1 29 61069 0.0767 0.3249 0.06612
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2026 1 30 61070 0.0758 0.3259 0.06656
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2026 1 31 61071 0.0749 0.3270 0.06697
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2026 2 1 61072 0.0741 0.3280 0.06723
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2026 2 2 61073 0.0733 0.3291 0.06725
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2026 2 3 61074 0.0725 0.3302 0.06704
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2026 2 4 61075 0.0717 0.3313 0.06666
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2026 2 5 61076 0.0709 0.3324 0.06622
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2026 2 6 61077 0.0702 0.3335 0.06583
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2026 2 7 61078 0.0695 0.3346 0.06557
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2026 2 8 61079 0.0688 0.3358 0.06552
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2026 2 9 61080 0.0681 0.3369 0.06570
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2026 2 10 61081 0.0675 0.3381 0.06610
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2026 2 11 61082 0.0668 0.3393 0.06671
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2026 2 12 61083 0.0662 0.3405 0.06747
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2026 2 13 61084 0.0657 0.3417 0.06829
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2026 2 14 61085 0.0651 0.3429 0.06910
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2026 2 15 61086 0.0646 0.3441 0.06977
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2026 2 16 61087 0.0641 0.3453 0.07023
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2026 2 17 61088 0.0636 0.3466 0.07040
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2026 2 18 61089 0.0632 0.3478 0.07026
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2026 2 19 61090 0.0627 0.3491 0.06986
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2026 2 20 61091 0.0623 0.3503 0.06930
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2026 2 21 61092 0.0620 0.3516 0.06869
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2026 2 22 61093 0.0616 0.3529 0.06818
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2026 2 23 61094 0.0613 0.3541 0.06787
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2026 2 24 61095 0.0610 0.3554 0.06779
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2026 2 25 61096 0.0607 0.3567 0.06793
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2026 2 26 61097 0.0605 0.3580 0.06818
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2026 2 27 61098 0.0602 0.3593 0.06844
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2026 2 28 61099 0.0600 0.3606 0.06858
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2026 3 1 61100 0.0599 0.3619 0.06850
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2026 3 2 61101 0.0597 0.3632 0.06818
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2026 3 3 61102 0.0596 0.3646 0.06765
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2026 3 4 61103 0.0595 0.3659 0.06699
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2026 3 5 61104 0.0595 0.3672 0.06631
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2026 3 6 61105 0.0594 0.3685 0.06572
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2026 3 7 61106 0.0594 0.3698 0.06529
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2026 3 8 61107 0.0594 0.3712 0.06505
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2026 3 9 61108 0.0595 0.3725 0.06500
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2026 3 10 61109 0.0595 0.3738 0.06511
|
||||
2026 3 11 61110 0.0596 0.3751 0.06533
|
||||
2026 3 12 61111 0.0597 0.3765 0.06562
|
||||
2026 3 13 61112 0.0599 0.3778 0.06589
|
||||
2026 3 14 61113 0.0600 0.3791 0.06606
|
||||
2026 3 15 61114 0.0602 0.3804 0.06604
|
||||
2026 3 16 61115 0.0604 0.3818 0.06576
|
||||
2026 3 17 61116 0.0607 0.3831 0.06516
|
||||
2026 3 18 61117 0.0610 0.3844 0.06423
|
||||
2026 3 19 61118 0.0613 0.3857 0.06304
|
||||
2026 3 20 61119 0.0616 0.3870 0.06180
|
||||
2026 3 21 61120 0.0619 0.3883 0.06065
|
||||
2026 3 22 61121 0.0623 0.3896 0.05966
|
||||
2026 3 23 61122 0.0627 0.3909 0.05895
|
||||
2026 3 24 61123 0.0631 0.3922 0.05844
|
||||
2026 3 25 61124 0.0636 0.3934 0.05812
|
||||
2026 3 26 61125 0.0640 0.3947 0.05791
|
||||
2026 3 27 61126 0.0645 0.3960 0.05759
|
||||
2026 3 28 61127 0.0651 0.3972 0.05717
|
||||
2026 3 29 61128 0.0656 0.3985 0.05646
|
||||
2026 3 30 61129 0.0662 0.3997 0.05548
|
||||
2026 3 31 61130 0.0668 0.4010 0.05432
|
||||
2026 4 1 61131 0.0674 0.4022 0.05306
|
||||
2026 4 2 61132 0.0680 0.4034 0.05187
|
||||
2026 4 3 61133 0.0687 0.4046 0.05076
|
||||
2026 4 4 61134 0.0694 0.4058 0.04986
|
||||
2026 4 5 61135 0.0701 0.4070 0.04920
|
||||
2026 4 6 61136 0.0708 0.4082 0.04872
|
||||
2026 4 7 61137 0.0716 0.4093 0.04838
|
||||
2026 4 8 61138 0.0724 0.4105 0.04815
|
||||
2026 4 9 61139 0.0732 0.4116 0.04795
|
||||
2026 4 10 61140 0.0740 0.4128 0.04768
|
||||
2026 4 11 61141 0.0748 0.4139 0.04735
|
||||
2026 4 12 61142 0.0757 0.4150 0.04689
|
||||
2026 4 13 61143 0.0766 0.4161 0.04620
|
||||
2026 4 14 61144 0.0775 0.4172 0.04531
|
||||
2026 4 15 61145 0.0784 0.4182 0.04419
|
||||
2026 4 16 61146 0.0794 0.4193 0.04299
|
||||
2026 4 17 61147 0.0803 0.4203 0.04183
|
||||
2026 4 18 61148 0.0813 0.4213 0.04095
|
||||
2026 4 19 61149 0.0823 0.4223 0.04036
|
||||
2026 4 20 61150 0.0833 0.4233 0.04007
|
||||
2026 4 21 61151 0.0844 0.4243 0.04013
|
||||
2026 4 22 61152 0.0854 0.4253 0.04026
|
||||
2026 4 23 61153 0.0865 0.4262 0.04040
|
||||
2026 4 24 61154 0.0876 0.4271 0.04039
|
||||
2026 4 25 61155 0.0887 0.4280 0.04013
|
||||
2026 4 26 61156 0.0899 0.4289 0.03962
|
||||
2026 4 27 61157 0.0910 0.4298 0.03894
|
||||
2026 4 28 61158 0.0922 0.4307 0.03819
|
||||
2026 4 29 61159 0.0933 0.4315 0.03743
|
||||
2026 4 30 61160 0.0945 0.4323 0.03681
|
||||
2026 5 1 61161 0.0957 0.4331 0.03639
|
||||
2026 5 2 61162 0.0970 0.4339 0.03619
|
||||
2026 5 3 61163 0.0982 0.4347 0.03616
|
||||
2026 5 4 61164 0.0994 0.4354 0.03629
|
||||
2026 5 5 61165 0.1007 0.4362 0.03660
|
||||
2026 5 6 61166 0.1020 0.4369 0.03691
|
||||
2026 5 7 61167 0.1033 0.4376 0.03721
|
||||
2026 5 8 61168 0.1046 0.4382 0.03749
|
||||
2026 5 9 61169 0.1059 0.4389 0.03763
|
||||
2026 5 10 61170 0.1072 0.4395 0.03762
|
||||
2026 5 11 61171 0.1086 0.4401 0.03744
|
||||
2026 5 12 61172 0.1099 0.4407 0.03706
|
||||
2026 5 13 61173 0.1113 0.4413 0.03652
|
||||
2026 5 14 61174 0.1126 0.4418 0.03595
|
||||
2026 5 15 61175 0.1140 0.4423 0.03555
|
||||
2026 5 16 61176 0.1154 0.4428 0.03545
|
||||
2026 5 17 61177 0.1168 0.4433 0.03561
|
||||
2026 5 18 61178 0.1182 0.4438 0.03605
|
||||
2026 5 19 61179 0.1196 0.4442 0.03672
|
||||
2026 5 20 61180 0.1210 0.4446 0.03732
|
||||
2026 5 21 61181 0.1224 0.4450 0.03779
|
||||
2026 5 22 61182 0.1239 0.4454 0.03807
|
||||
2026 5 23 61183 0.1253 0.4457 0.03818
|
||||
2026 5 24 61184 0.1267 0.4461 0.03811
|
||||
2026 5 25 61185 0.1282 0.4464 0.03802
|
||||
2026 5 26 61186 0.1296 0.4466 0.03795
|
||||
2026 5 27 61187 0.1311 0.4469 0.03798
|
||||
2026 5 28 61188 0.1326 0.4471 0.03820
|
||||
2026 5 29 61189 0.1340 0.4473 0.03862
|
||||
2026 5 30 61190 0.1355 0.4475 0.03926
|
||||
2026 5 31 61191 0.1369 0.4477 0.04005
|
||||
2026 6 1 61192 0.1384 0.4478 0.04090
|
||||
2026 6 2 61193 0.1399 0.4480 0.04191
|
||||
2026 6 3 61194 0.1414 0.4481 0.04298
|
||||
2026 6 4 61195 0.1428 0.4481 0.04399
|
||||
2026 6 5 61196 0.1443 0.4482 0.04491
|
||||
2026 6 6 61197 0.1458 0.4482 0.04568
|
||||
2026 6 7 61198 0.1472 0.4482 0.04614
|
||||
2026 6 8 61199 0.1487 0.4482 0.04638
|
||||
2026 6 9 61200 0.1502 0.4481 0.04649
|
||||
2026 6 10 61201 0.1516 0.4481 0.04648
|
||||
2026 6 11 61202 0.1531 0.4480 0.04649
|
||||
2026 6 12 61203 0.1545 0.4479 0.04661
|
||||
2026 6 13 61204 0.1560 0.4477 0.04699
|
||||
2026 6 14 61205 0.1574 0.4476 0.04756
|
||||
2026 6 15 61206 0.1589 0.4474 0.04835
|
||||
2026 6 16 61207 0.1603 0.4472 0.04924
|
||||
2026 6 17 61208 0.1618 0.4470 0.05017
|
||||
2026 6 18 61209 0.1632 0.4467 0.05089
|
||||
2026 6 19 61210 0.1646 0.4464 0.05142
|
||||
2026 6 20 61211 0.1660 0.4461 0.05178
|
||||
2026 6 21 61212 0.1674 0.4458 0.05200
|
||||
2026 6 22 61213 0.1688 0.4455 0.05221
|
||||
2026 6 23 61214 0.1702 0.4451 0.05260
|
||||
2026 6 24 61215 0.1716 0.4447 0.05320
|
||||
2026 6 25 61216 0.1730 0.4443 0.05401
|
||||
2026 6 26 61217 0.1743 0.4439 0.05511
|
||||
2026 6 27 61218 0.1757 0.4434 0.05647
|
||||
2026 6 28 61219 0.1770 0.4430 0.05798
|
||||
2026 6 29 61220 0.1783 0.4425 0.05967
|
||||
2026 6 30 61221 0.1797 0.4420 0.06128
|
||||
2026 7 1 61222 0.1810 0.4414 0.06275
|
||||
2026 7 2 61223 0.1823 0.4409 0.06403
|
||||
2026 7 3 61224 0.1836 0.4403 0.06505
|
||||
2026 7 4 61225 0.1848 0.4397 0.06585
|
||||
2026 7 5 61226 0.1861 0.4391 0.06645
|
||||
2026 7 6 61227 0.1873 0.4384 0.06686
|
||||
2026 7 7 61228 0.1886 0.4378 0.06722
|
||||
2026 7 8 61229 0.1898 0.4371 0.06760
|
||||
2026 7 9 61230 0.1910 0.4364 0.06810
|
||||
2026 7 10 61231 0.1921 0.4357 0.06889
|
||||
2026 7 11 61232 0.1933 0.4349 0.06992
|
||||
2026 7 12 61233 0.1945 0.4342 0.07122
|
||||
2026 7 13 61234 0.1956 0.4334 0.07254
|
||||
2026 7 14 61235 0.1967 0.4326 0.07391
|
||||
2026 7 15 61236 0.1978 0.4318 0.07504
|
||||
2026 7 16 61237 0.1989 0.4310 0.07591
|
||||
2026 7 17 61238 0.2000 0.4301 0.07652
|
||||
2026 7 18 61239 0.2010 0.4293 0.07702
|
||||
2026 7 19 61240 0.2021 0.4284 0.07743
|
||||
2026 7 20 61241 0.2031 0.4275 0.07799
|
||||
2026 7 21 61242 0.2041 0.4266 0.07873
|
||||
2026 7 22 61243 0.2050 0.4256 0.07969
|
||||
2026 7 23 61244 0.2060 0.4247 0.08084
|
||||
2026 7 24 61245 0.2069 0.4237 0.08212
|
||||
2026 7 25 61246 0.2078 0.4227 0.08367
|
||||
2026 7 26 61247 0.2087 0.4218 0.08531
|
||||
2026 7 27 61248 0.2096 0.4207 0.08702
|
||||
2026 7 28 61249 0.2105 0.4197 0.08862
|
||||
2026 7 29 61250 0.2113 0.4187 0.09004
|
||||
2026 7 30 61251 0.2121 0.4176 0.09130
|
||||
2026 7 31 61252 0.2129 0.4166 0.09234
|
||||
2026 8 1 61253 0.2136 0.4155 0.09321
|
||||
2026 8 2 61254 0.2144 0.4144 0.09386
|
||||
2026 8 3 61255 0.2151 0.4133 0.09435
|
||||
2026 8 4 61256 0.2158 0.4122 0.09493
|
||||
2026 8 5 61257 0.2165 0.4111 0.09554
|
||||
2026 8 6 61258 0.2171 0.4099 0.09635
|
||||
2026 8 7 61259 0.2177 0.4088 0.09737
|
||||
2025 8 15 60902 0.2191 0.4112 0.07241
|
||||
2025 8 16 60903 0.2193 0.4101 0.07289
|
||||
2025 8 17 60904 0.2196 0.4090 0.07364
|
||||
2025 8 18 60905 0.2200 0.4078 0.07462
|
||||
2025 8 19 60906 0.2205 0.4066 0.07573
|
||||
2025 8 20 60907 0.2210 0.4054 0.07685
|
||||
2025 8 21 60908 0.2215 0.4042 0.07788
|
||||
2025 8 22 60909 0.2220 0.4029 0.07870
|
||||
2025 8 23 60910 0.2225 0.4018 0.07929
|
||||
2025 8 24 60911 0.2229 0.4006 0.07964
|
||||
2025 8 25 60912 0.2233 0.3994 0.07982
|
||||
2025 8 26 60913 0.2237 0.3982 0.07994
|
||||
2025 8 27 60914 0.2241 0.3970 0.08012
|
||||
2025 8 28 60915 0.2244 0.3957 0.08043
|
||||
2025 8 29 60916 0.2247 0.3945 0.08090
|
||||
2025 8 30 60917 0.2250 0.3932 0.08154
|
||||
2025 8 31 60918 0.2253 0.3919 0.08233
|
||||
2025 9 1 60919 0.2256 0.3907 0.08321
|
||||
2025 9 2 60920 0.2258 0.3894 0.08411
|
||||
2025 9 3 60921 0.2260 0.3881 0.08494
|
||||
2025 9 4 60922 0.2262 0.3868 0.08561
|
||||
2025 9 5 60923 0.2263 0.3855 0.08601
|
||||
2025 9 6 60924 0.2265 0.3842 0.08608
|
||||
2025 9 7 60925 0.2266 0.3829 0.08580
|
||||
2025 9 8 60926 0.2267 0.3816 0.08522
|
||||
2025 9 9 60927 0.2267 0.3803 0.08448
|
||||
2025 9 10 60928 0.2267 0.3790 0.08373
|
||||
2025 9 11 60929 0.2267 0.3777 0.08314
|
||||
2025 9 12 60930 0.2267 0.3764 0.08283
|
||||
2025 9 13 60931 0.2267 0.3751 0.08283
|
||||
2025 9 14 60932 0.2266 0.3738 0.08308
|
||||
2025 9 15 60933 0.2265 0.3724 0.08349
|
||||
2025 9 16 60934 0.2263 0.3711 0.08390
|
||||
2025 9 17 60935 0.2262 0.3698 0.08421
|
||||
2025 9 18 60936 0.2260 0.3685 0.08434
|
||||
2025 9 19 60937 0.2258 0.3672 0.08426
|
||||
2025 9 20 60938 0.2256 0.3659 0.08400
|
||||
2025 9 21 60939 0.2253 0.3646 0.08360
|
||||
2025 9 22 60940 0.2250 0.3633 0.08315
|
||||
2025 9 23 60941 0.2247 0.3620 0.08272
|
||||
2025 9 24 60942 0.2244 0.3607 0.08239
|
||||
2025 9 25 60943 0.2240 0.3595 0.08220
|
||||
2025 9 26 60944 0.2236 0.3582 0.08219
|
||||
2025 9 27 60945 0.2232 0.3569 0.08235
|
||||
2025 9 28 60946 0.2228 0.3556 0.08264
|
||||
2025 9 29 60947 0.2223 0.3544 0.08302
|
||||
2025 9 30 60948 0.2218 0.3531 0.08339
|
||||
2025 10 1 60949 0.2213 0.3519 0.08369
|
||||
2025 10 2 60950 0.2208 0.3506 0.08381
|
||||
2025 10 3 60951 0.2202 0.3494 0.08367
|
||||
2025 10 4 60952 0.2196 0.3482 0.08322
|
||||
2025 10 5 60953 0.2190 0.3470 0.08244
|
||||
2025 10 6 60954 0.2184 0.3458 0.08143
|
||||
2025 10 7 60955 0.2177 0.3446 0.08031
|
||||
2025 10 8 60956 0.2171 0.3434 0.07929
|
||||
2025 10 9 60957 0.2164 0.3422 0.07851
|
||||
2025 10 10 60958 0.2156 0.3410 0.07804
|
||||
2025 10 11 60959 0.2149 0.3399 0.07788
|
||||
2025 10 12 60960 0.2141 0.3387 0.07790
|
||||
2025 10 13 60961 0.2133 0.3376 0.07799
|
||||
2025 10 14 60962 0.2125 0.3365 0.07800
|
||||
2025 10 15 60963 0.2117 0.3354 0.07785
|
||||
2025 10 16 60964 0.2108 0.3343 0.07750
|
||||
2025 10 17 60965 0.2100 0.3332 0.07696
|
||||
2025 10 18 60966 0.2091 0.3321 0.07629
|
||||
2025 10 19 60967 0.2082 0.3311 0.07556
|
||||
2025 10 20 60968 0.2072 0.3300 0.07484
|
||||
2025 10 21 60969 0.2063 0.3290 0.07422
|
||||
2025 10 22 60970 0.2053 0.3280 0.07375
|
||||
2025 10 23 60971 0.2043 0.3270 0.07347
|
||||
2025 10 24 60972 0.2033 0.3260 0.07337
|
||||
2025 10 25 60973 0.2022 0.3250 0.07345
|
||||
2025 10 26 60974 0.2012 0.3241 0.07364
|
||||
2025 10 27 60975 0.2001 0.3231 0.07388
|
||||
2025 10 28 60976 0.1990 0.3222 0.07410
|
||||
2025 10 29 60977 0.1979 0.3213 0.07419
|
||||
2025 10 30 60978 0.1968 0.3204 0.07409
|
||||
2025 10 31 60979 0.1957 0.3196 0.07374
|
||||
2025 11 1 60980 0.1945 0.3187 0.07309
|
||||
2025 11 2 60981 0.1933 0.3179 0.07220
|
||||
2025 11 3 60982 0.1922 0.3171 0.07115
|
||||
2025 11 4 60983 0.1910 0.3163 0.07011
|
||||
2025 11 5 60984 0.1898 0.3155 0.06924
|
||||
2025 11 6 60985 0.1885 0.3147 0.06866
|
||||
2025 11 7 60986 0.1873 0.3140 0.06841
|
||||
2025 11 8 60987 0.1860 0.3133 0.06842
|
||||
2025 11 9 60988 0.1848 0.3126 0.06856
|
||||
2025 11 10 60989 0.1835 0.3119 0.06868
|
||||
2025 11 11 60990 0.1822 0.3112 0.06866
|
||||
2025 11 12 60991 0.1809 0.3106 0.06845
|
||||
2025 11 13 60992 0.1796 0.3100 0.06806
|
||||
2025 11 14 60993 0.1782 0.3094 0.06755
|
||||
2025 11 15 60994 0.1769 0.3088 0.06698
|
||||
2025 11 16 60995 0.1755 0.3082 0.06643
|
||||
2025 11 17 60996 0.1742 0.3077 0.06596
|
||||
2025 11 18 60997 0.1728 0.3072 0.06564
|
||||
2025 11 19 60998 0.1714 0.3067 0.06550
|
||||
2025 11 20 60999 0.1701 0.3062 0.06555
|
||||
2025 11 21 61000 0.1687 0.3058 0.06578
|
||||
2025 11 22 61001 0.1673 0.3053 0.06615
|
||||
2025 11 23 61002 0.1659 0.3049 0.06660
|
||||
2025 11 24 61003 0.1644 0.3045 0.06704
|
||||
2025 11 25 61004 0.1630 0.3042 0.06739
|
||||
2025 11 26 61005 0.1616 0.3038 0.06759
|
||||
2025 11 27 61006 0.1602 0.3035 0.06756
|
||||
2025 11 28 61007 0.1587 0.3032 0.06728
|
||||
2025 11 29 61008 0.1573 0.3029 0.06677
|
||||
2025 11 30 61009 0.1558 0.3027 0.06607
|
||||
2025 12 1 61010 0.1544 0.3024 0.06523
|
||||
2025 12 2 61011 0.1529 0.3022 0.06448
|
||||
2025 12 3 61012 0.1515 0.3020 0.06395
|
||||
2025 12 4 61013 0.1500 0.3019 0.06373
|
||||
2025 12 5 61014 0.1486 0.3017 0.06379
|
||||
2025 12 6 61015 0.1471 0.3016 0.06403
|
||||
2025 12 7 61016 0.1456 0.3015 0.06430
|
||||
2025 12 8 61017 0.1442 0.3015 0.06446
|
||||
2025 12 9 61018 0.1427 0.3014 0.06442
|
||||
2025 12 10 61019 0.1413 0.3014 0.06419
|
||||
2025 12 11 61020 0.1398 0.3014 0.06380
|
||||
2025 12 12 61021 0.1383 0.3014 0.06335
|
||||
2025 12 13 61022 0.1369 0.3015 0.06291
|
||||
2025 12 14 61023 0.1354 0.3015 0.06256
|
||||
2025 12 15 61024 0.1340 0.3016 0.06234
|
||||
2025 12 16 61025 0.1325 0.3017 0.06230
|
||||
2025 12 17 61026 0.1311 0.3019 0.06246
|
||||
2025 12 18 61027 0.1297 0.3020 0.06279
|
||||
2025 12 19 61028 0.1282 0.3022 0.06328
|
||||
2025 12 20 61029 0.1268 0.3024 0.06386
|
||||
2025 12 21 61030 0.1254 0.3027 0.06444
|
||||
2025 12 22 61031 0.1239 0.3029 0.06496
|
||||
2025 12 23 61032 0.1225 0.3032 0.06533
|
||||
2025 12 24 61033 0.1211 0.3035 0.06550
|
||||
2025 12 25 61034 0.1197 0.3038 0.06544
|
||||
2025 12 26 61035 0.1183 0.3041 0.06515
|
||||
2025 12 27 61036 0.1170 0.3045 0.06469
|
||||
2025 12 28 61037 0.1156 0.3049 0.06414
|
||||
2025 12 29 61038 0.1142 0.3053 0.06364
|
||||
2025 12 30 61039 0.1129 0.3057 0.06331
|
||||
2025 12 31 61040 0.1115 0.3062 0.06323
|
||||
2026 1 1 61041 0.1102 0.3066 0.06342
|
||||
2026 1 2 61042 0.1089 0.3071 0.06382
|
||||
2026 1 3 61043 0.1076 0.3077 0.06429
|
||||
2026 1 4 61044 0.1063 0.3082 0.06469
|
||||
2026 1 5 61045 0.1050 0.3087 0.06489
|
||||
2026 1 6 61046 0.1037 0.3093 0.06486
|
||||
2026 1 7 61047 0.1024 0.3099 0.06463
|
||||
2026 1 8 61048 0.1012 0.3105 0.06428
|
||||
2026 1 9 61049 0.0999 0.3112 0.06391
|
||||
2026 1 10 61050 0.0987 0.3118 0.06361
|
||||
2026 1 11 61051 0.0975 0.3125 0.06344
|
||||
2026 1 12 61052 0.0963 0.3132 0.06344
|
||||
2026 1 13 61053 0.0951 0.3139 0.06364
|
||||
2026 1 14 61054 0.0940 0.3147 0.06401
|
||||
2026 1 15 61055 0.0928 0.3154 0.06454
|
||||
2026 1 16 61056 0.0917 0.3162 0.06517
|
||||
2026 1 17 61057 0.0906 0.3170 0.06582
|
||||
2026 1 18 61058 0.0895 0.3178 0.06640
|
||||
2026 1 19 61059 0.0884 0.3186 0.06684
|
||||
2026 1 20 61060 0.0874 0.3195 0.06707
|
||||
2026 1 21 61061 0.0863 0.3203 0.06706
|
||||
2026 1 22 61062 0.0853 0.3212 0.06680
|
||||
2026 1 23 61063 0.0843 0.3221 0.06636
|
||||
2026 1 24 61064 0.0833 0.3230 0.06582
|
||||
2026 1 25 61065 0.0823 0.3239 0.06531
|
||||
2026 1 26 61066 0.0814 0.3249 0.06494
|
||||
2026 1 27 61067 0.0804 0.3259 0.06479
|
||||
2026 1 28 61068 0.0795 0.3268 0.06489
|
||||
2026 1 29 61069 0.0786 0.3278 0.06520
|
||||
2026 1 30 61070 0.0778 0.3288 0.06562
|
||||
2026 1 31 61071 0.0769 0.3298 0.06599
|
||||
2026 2 1 61072 0.0761 0.3309 0.06620
|
||||
2026 2 2 61073 0.0753 0.3319 0.06617
|
||||
2026 2 3 61074 0.0745 0.3330 0.06589
|
||||
2026 2 4 61075 0.0737 0.3341 0.06543
|
||||
2026 2 5 61076 0.0730 0.3351 0.06490
|
||||
2026 2 6 61077 0.0723 0.3362 0.06439
|
||||
2026 2 7 61078 0.0716 0.3373 0.06401
|
||||
2026 2 8 61079 0.0709 0.3385 0.06379
|
||||
2026 2 9 61080 0.0703 0.3396 0.06378
|
||||
2026 2 10 61081 0.0696 0.3407 0.06396
|
||||
2026 2 11 61082 0.0690 0.3419 0.06432
|
||||
2026 2 12 61083 0.0685 0.3431 0.06481
|
||||
2026 2 13 61084 0.0679 0.3442 0.06537
|
||||
2026 2 14 61085 0.0674 0.3454 0.06590
|
||||
2026 2 15 61086 0.0669 0.3466 0.06634
|
||||
2026 2 16 61087 0.0664 0.3478 0.06660
|
||||
2026 2 17 61088 0.0659 0.3490 0.06664
|
||||
2026 2 18 61089 0.0655 0.3503 0.06646
|
||||
2026 2 19 61090 0.0651 0.3515 0.06608
|
||||
2026 2 20 61091 0.0647 0.3527 0.06560
|
||||
2026 2 21 61092 0.0643 0.3540 0.06514
|
||||
2026 2 22 61093 0.0640 0.3552 0.06482
|
||||
2026 2 23 61094 0.0637 0.3564 0.06470
|
||||
2026 2 24 61095 0.0634 0.3577 0.06483
|
||||
2026 2 25 61096 0.0632 0.3590 0.06515
|
||||
2026 2 26 61097 0.0629 0.3602 0.06557
|
||||
2026 2 27 61098 0.0627 0.3615 0.06596
|
||||
2026 2 28 61099 0.0625 0.3628 0.06620
|
||||
2026 3 1 61100 0.0624 0.3641 0.06619
|
||||
2026 3 2 61101 0.0623 0.3654 0.06591
|
||||
2026 3 3 61102 0.0622 0.3666 0.06538
|
||||
2026 3 4 61103 0.0621 0.3679 0.06470
|
||||
2026 3 5 61104 0.0620 0.3692 0.06398
|
||||
2026 3 6 61105 0.0620 0.3705 0.06332
|
||||
2026 3 7 61106 0.0620 0.3718 0.06280
|
||||
2026 3 8 61107 0.0620 0.3731 0.06247
|
||||
2026 3 9 61108 0.0621 0.3744 0.06235
|
||||
2026 3 10 61109 0.0621 0.3757 0.06241
|
||||
2026 3 11 61110 0.0622 0.3770 0.06263
|
||||
2026 3 12 61111 0.0624 0.3783 0.06293
|
||||
2026 3 13 61112 0.0625 0.3796 0.06322
|
||||
2026 3 14 61113 0.0627 0.3809 0.06341
|
||||
2026 3 15 61114 0.0629 0.3821 0.06342
|
||||
2026 3 16 61115 0.0631 0.3834 0.06320
|
||||
2026 3 17 61116 0.0634 0.3847 0.06271
|
||||
2026 3 18 61117 0.0637 0.3860 0.06199
|
||||
2026 3 19 61118 0.0640 0.3873 0.06113
|
||||
2026 3 20 61119 0.0643 0.3885 0.06024
|
||||
2026 3 21 61120 0.0647 0.3898 0.05943
|
||||
2026 3 22 61121 0.0651 0.3911 0.05880
|
||||
2026 3 23 61122 0.0655 0.3923 0.05842
|
||||
2026 3 24 61123 0.0659 0.3936 0.05830
|
||||
2026 3 25 61124 0.0664 0.3948 0.05832
|
||||
2026 3 26 61125 0.0668 0.3961 0.05841
|
||||
2026 3 27 61126 0.0673 0.3973 0.05840
|
||||
2026 3 28 61127 0.0679 0.3985 0.05821
|
||||
2026 3 29 61128 0.0684 0.3997 0.05777
|
||||
2026 3 30 61129 0.0690 0.4010 0.05709
|
||||
2026 3 31 61130 0.0696 0.4022 0.05624
|
||||
2026 4 1 61131 0.0702 0.4034 0.05523
|
||||
2026 4 2 61132 0.0709 0.4045 0.05420
|
||||
2026 4 3 61133 0.0715 0.4057 0.05330
|
||||
2026 4 4 61134 0.0722 0.4069 0.05257
|
||||
2026 4 5 61135 0.0729 0.4080 0.05202
|
||||
2026 4 6 61136 0.0737 0.4092 0.05164
|
||||
2026 4 7 61137 0.0744 0.4103 0.05137
|
||||
2026 4 8 61138 0.0752 0.4114 0.05123
|
||||
2026 4 9 61139 0.0760 0.4125 0.05118
|
||||
2026 4 10 61140 0.0768 0.4136 0.05105
|
||||
2026 4 11 61141 0.0777 0.4147 0.05087
|
||||
2026 4 12 61142 0.0786 0.4158 0.05044
|
||||
2026 4 13 61143 0.0794 0.4169 0.04970
|
||||
2026 4 14 61144 0.0803 0.4179 0.04867
|
||||
2026 4 15 61145 0.0813 0.4189 0.04739
|
||||
2026 4 16 61146 0.0822 0.4200 0.04601
|
||||
2026 4 17 61147 0.0832 0.4210 0.04462
|
||||
2026 4 18 61148 0.0842 0.4219 0.04343
|
||||
2026 4 19 61149 0.0852 0.4229 0.04254
|
||||
2026 4 20 61150 0.0862 0.4239 0.04195
|
||||
2026 4 21 61151 0.0872 0.4248 0.04156
|
||||
2026 4 22 61152 0.0883 0.4258 0.04129
|
||||
2026 4 23 61153 0.0894 0.4267 0.04098
|
||||
2026 4 24 61154 0.0905 0.4276 0.04050
|
||||
2026 4 25 61155 0.0916 0.4284 0.03988
|
||||
2026 4 26 61156 0.0927 0.4293 0.03914
|
||||
2026 4 27 61157 0.0939 0.4302 0.03829
|
||||
2026 4 28 61158 0.0950 0.4310 0.03744
|
||||
2026 4 29 61159 0.0962 0.4318 0.03659
|
||||
2026 4 30 61160 0.0974 0.4326 0.03591
|
||||
2026 5 1 61161 0.0986 0.4334 0.03540
|
||||
2026 5 2 61162 0.0998 0.4341 0.03522
|
||||
2026 5 3 61163 0.1010 0.4348 0.03525
|
||||
2026 5 4 61164 0.1023 0.4356 0.03547
|
||||
2026 5 5 61165 0.1035 0.4363 0.03594
|
||||
2026 5 6 61166 0.1048 0.4369 0.03644
|
||||
2026 5 7 61167 0.1061 0.4376 0.03697
|
||||
2026 5 8 61168 0.1074 0.4382 0.03741
|
||||
2026 5 9 61169 0.1087 0.4389 0.03765
|
||||
2026 5 10 61170 0.1100 0.4395 0.03762
|
||||
2026 5 11 61171 0.1114 0.4400 0.03733
|
||||
2026 5 12 61172 0.1127 0.4406 0.03682
|
||||
2026 5 13 61173 0.1140 0.4411 0.03611
|
||||
2026 5 14 61174 0.1154 0.4416 0.03540
|
||||
2026 5 15 61175 0.1168 0.4421 0.03481
|
||||
2026 5 16 61176 0.1182 0.4426 0.03447
|
||||
2026 5 17 61177 0.1195 0.4431 0.03440
|
||||
2026 5 18 61178 0.1209 0.4435 0.03458
|
||||
2026 5 19 61179 0.1223 0.4439 0.03496
|
||||
2026 5 20 61180 0.1237 0.4443 0.03531
|
||||
2026 5 21 61181 0.1252 0.4447 0.03553
|
||||
2026 5 22 61182 0.1266 0.4450 0.03563
|
||||
2026 5 23 61183 0.1280 0.4453 0.03555
|
||||
2026 5 24 61184 0.1294 0.4456 0.03538
|
||||
2026 5 25 61185 0.1309 0.4459 0.03522
|
||||
2026 5 26 61186 0.1323 0.4462 0.03510
|
||||
2026 5 27 61187 0.1337 0.4464 0.03509
|
||||
2026 5 28 61188 0.1352 0.4466 0.03526
|
||||
2026 5 29 61189 0.1366 0.4468 0.03571
|
||||
2026 5 30 61190 0.1381 0.4469 0.03643
|
||||
2026 5 31 61191 0.1395 0.4471 0.03730
|
||||
2026 6 1 61192 0.1410 0.4472 0.03832
|
||||
2026 6 2 61193 0.1425 0.4473 0.03948
|
||||
2026 6 3 61194 0.1439 0.4474 0.04058
|
||||
2026 6 4 61195 0.1454 0.4474 0.04160
|
||||
2026 6 5 61196 0.1468 0.4474 0.04249
|
||||
2026 6 6 61197 0.1483 0.4475 0.04322
|
||||
2026 6 7 61198 0.1497 0.4474 0.04372
|
||||
2026 6 8 61199 0.1512 0.4474 0.04404
|
||||
2026 6 9 61200 0.1526 0.4473 0.04420
|
||||
2026 6 10 61201 0.1541 0.4472 0.04427
|
||||
2026 6 11 61202 0.1555 0.4471 0.04441
|
||||
2026 6 12 61203 0.1570 0.4470 0.04471
|
||||
2026 6 13 61204 0.1584 0.4468 0.04527
|
||||
2026 6 14 61205 0.1598 0.4467 0.04607
|
||||
2026 6 15 61206 0.1613 0.4465 0.04699
|
||||
2026 6 16 61207 0.1627 0.4462 0.04805
|
||||
2026 6 17 61208 0.1641 0.4460 0.04907
|
||||
2026 6 18 61209 0.1655 0.4457 0.04991
|
||||
2026 6 19 61210 0.1669 0.4454 0.05056
|
||||
2026 6 20 61211 0.1683 0.4451 0.05105
|
||||
2026 6 21 61212 0.1697 0.4448 0.05136
|
||||
2026 6 22 61213 0.1711 0.4444 0.05165
|
||||
2026 6 23 61214 0.1725 0.4440 0.05210
|
||||
2026 6 24 61215 0.1738 0.4436 0.05266
|
||||
2026 6 25 61216 0.1752 0.4432 0.05340
|
||||
2026 6 26 61217 0.1765 0.4428 0.05430
|
||||
2026 6 27 61218 0.1779 0.4423 0.05539
|
||||
2026 6 28 61219 0.1792 0.4418 0.05654
|
||||
2026 6 29 61220 0.1805 0.4413 0.05779
|
||||
2026 6 30 61221 0.1818 0.4408 0.05910
|
||||
2026 7 1 61222 0.1831 0.4402 0.06048
|
||||
2026 7 2 61223 0.1844 0.4397 0.06171
|
||||
2026 7 3 61224 0.1856 0.4391 0.06280
|
||||
2026 7 4 61225 0.1869 0.4385 0.06369
|
||||
2026 7 5 61226 0.1881 0.4378 0.06434
|
||||
2026 7 6 61227 0.1893 0.4372 0.06480
|
||||
2026 7 7 61228 0.1905 0.4365 0.06523
|
||||
2026 7 8 61229 0.1917 0.4358 0.06572
|
||||
2026 7 9 61230 0.1929 0.4351 0.06633
|
||||
2026 7 10 61231 0.1941 0.4344 0.06723
|
||||
2026 7 11 61232 0.1952 0.4336 0.06843
|
||||
2026 7 12 61233 0.1964 0.4329 0.06985
|
||||
2026 7 13 61234 0.1975 0.4321 0.07146
|
||||
2026 7 14 61235 0.1986 0.4313 0.07292
|
||||
2026 7 15 61236 0.1996 0.4304 0.07413
|
||||
2026 7 16 61237 0.2007 0.4296 0.07502
|
||||
2026 7 17 61238 0.2018 0.4288 0.07557
|
||||
2026 7 18 61239 0.2028 0.4279 0.07596
|
||||
2026 7 19 61240 0.2038 0.4270 0.07629
|
||||
2026 7 20 61241 0.2048 0.4261 0.07668
|
||||
2026 7 21 61242 0.2058 0.4252 0.07728
|
||||
2026 7 22 61243 0.2067 0.4242 0.07807
|
||||
2026 7 23 61244 0.2076 0.4233 0.07908
|
||||
2026 7 24 61245 0.2085 0.4223 0.08036
|
||||
2026 7 25 61246 0.2094 0.4213 0.08180
|
||||
2026 7 26 61247 0.2103 0.4203 0.08338
|
||||
2026 7 27 61248 0.2112 0.4193 0.08491
|
||||
2026 7 28 61249 0.2120 0.4183 0.08647
|
||||
2026 7 29 61250 0.2128 0.4173 0.08786
|
||||
2026 7 30 61251 0.2136 0.4162 0.08904
|
||||
2026 7 31 61252 0.2143 0.4151 0.08998
|
||||
2026 8 1 61253 0.2151 0.4141 0.09076
|
||||
2026 8 2 61254 0.2158 0.4130 0.09130
|
||||
2026 8 3 61255 0.2165 0.4119 0.09180
|
||||
2026 8 4 61256 0.2172 0.4108 0.09232
|
||||
2026 8 5 61257 0.2178 0.4096 0.09294
|
||||
2026 8 6 61258 0.2184 0.4085 0.09372
|
||||
2026 8 7 61259 0.2190 0.4074 0.09466
|
||||
2026 8 8 61260 0.2196 0.4062 0.09591
|
||||
2026 8 9 61261 0.2202 0.4050 0.09728
|
||||
2026 8 10 61262 0.2207 0.4039 0.09868
|
||||
2026 8 11 61263 0.2212 0.4027 0.09988
|
||||
2026 8 12 61264 0.2217 0.4015 0.10077
|
||||
2026 8 13 61265 0.2221 0.4003 0.10141
|
||||
2026 8 14 61266 0.2226 0.3991 0.10182
|
||||
These predictions are based on all announced leap seconds.
|
||||
|
||||
CELESTIAL POLE OFFSET SERIES:
|
||||
NEOS Celestial Pole Offset Series
|
||||
MJD dpsi error deps error
|
||||
(msec. of arc)
|
||||
60868 -116.99 0.86 -10.78 0.21
|
||||
60869 -117.02 0.86 -10.71 0.30
|
||||
60870 -117.16 0.86 -10.75 0.30
|
||||
60871 -117.35 0.86 -10.82 0.34
|
||||
60872 -117.56 0.83 -10.83 0.29
|
||||
60873 -117.79 0.83 -10.77 0.29
|
||||
60874 -118.05 0.83 -10.70 0.29
|
||||
60875 -118.31 0.78 -10.66 0.17
|
||||
60876 -118.49 0.83 -10.70 0.16
|
||||
60877 -118.55 0.83 -10.81 0.16
|
||||
60878 -118.54 1.09 -10.92 0.16
|
||||
60879 -118.54 0.94 -10.97 0.15
|
||||
60880 -118.53 0.94 -10.93 0.15
|
||||
60881 -118.44 0.94 -10.81 0.15
|
||||
|
||||
IERS Celestial Pole Offset Final Series
|
||||
MJD dpsi deps
|
||||
(msec. of arc)
|
||||
60828 -111.0 -11.3
|
||||
60829 -111.7 -10.9
|
||||
60830 -112.1 -10.8
|
||||
60831 -112.0 -10.8
|
||||
60832 -111.7 -10.8
|
||||
60833 -111.7 -10.8
|
||||
60834 -111.9 -10.9
|
||||
60835 -112.2 -11.2
|
||||
60836 -112.5 -11.5
|
||||
60837 -112.7 -11.7
|
||||
60838 -112.8 -11.7
|
||||
60839 -112.7 -11.5
|
||||
60840 -112.6 -11.3
|
||||
60841 -112.5 -11.3
|
||||
60842 -112.4 -11.3
|
||||
60843 -112.3 -11.3
|
||||
60844 -112.4 -11.2
|
||||
60845 -112.6 -11.1
|
||||
60846 -113.0 -10.9
|
||||
60847 -113.6 -10.7
|
||||
60848 -114.2 -10.7
|
||||
60849 -114.6 -10.9
|
||||
60850 -114.7 -11.2
|
||||
60851 -114.6 -11.3
|
||||
60852 -114.5 -11.4
|
||||
60853 -114.3 -11.3
|
||||
60854 -114.0 -11.2
|
||||
60855 -114.1 -11.0
|
||||
60856 -114.6 -10.6
|
||||
60857 -115.3 -10.4
|
||||
|
||||
IAU2000A Celestial Pole Offset Series
|
||||
MJD dX error dY error
|
||||
(msec. of arc)
|
||||
60868 0.366 0.342 -0.270 0.206
|
||||
60869 0.360 0.343 -0.284 0.298
|
||||
60870 0.356 0.343 -0.292 0.298
|
||||
60871 0.352 0.343 -0.292 0.342
|
||||
60872 0.347 0.330 -0.282 0.288
|
||||
60873 0.343 0.330 -0.265 0.288
|
||||
60874 0.341 0.330 -0.243 0.288
|
||||
60875 0.342 0.308 -0.222 0.166
|
||||
60876 0.347 0.331 -0.202 0.164
|
||||
60877 0.352 0.331 -0.183 0.164
|
||||
60878 0.357 0.433 -0.166 0.157
|
||||
60879 0.359 0.375 -0.150 0.149
|
||||
60880 0.359 0.375 -0.135 0.149
|
||||
60881 0.358 0.375 -0.120 0.149
|
||||
|
||||
|
||||
IAU2000A Celestial Pole Offset Final Series
|
||||
MJD dX dY
|
||||
(msec. of arc)
|
||||
60828 0.30 -0.23
|
||||
60829 0.28 -0.26
|
||||
60830 0.28 -0.28
|
||||
60831 0.35 -0.27
|
||||
60832 0.43 -0.24
|
||||
60833 0.45 -0.20
|
||||
60834 0.43 -0.18
|
||||
60835 0.39 -0.16
|
||||
60836 0.34 -0.15
|
||||
60837 0.34 -0.19
|
||||
60838 0.35 -0.25
|
||||
60839 0.37 -0.30
|
||||
60840 0.41 -0.34
|
||||
60841 0.45 -0.35
|
||||
60842 0.50 -0.35
|
||||
60843 0.53 -0.34
|
||||
60844 0.52 -0.32
|
||||
60845 0.49 -0.29
|
||||
60846 0.45 -0.27
|
||||
60847 0.42 -0.25
|
||||
60848 0.41 -0.25
|
||||
60849 0.40 -0.26
|
||||
60850 0.39 -0.27
|
||||
60851 0.39 -0.29
|
||||
60852 0.39 -0.32
|
||||
60853 0.39 -0.33
|
||||
60854 0.38 -0.28
|
||||
60855 0.36 -0.19
|
||||
60856 0.35 -0.10
|
||||
60857 0.34 -0.03
|
||||
|
||||
)--";
|
||||
|
||||
|
||||
|
||||
@ -165,7 +165,7 @@ public:
|
||||
_coord2coord(target.coordPairKind, target.x, target.y, target.time_point,
|
||||
MccCoordPairKind::COORDS_KIND_HADEC_APP, ha, dec);
|
||||
|
||||
if (!doesObjectReachZone(ha)) {
|
||||
if (!doesObjectReachZone(dec)) {
|
||||
return infiniteDuration;
|
||||
}
|
||||
|
||||
@ -189,11 +189,11 @@ public:
|
||||
_coord2coord(target.coordPairKind, target.x, target.y, target.time_point,
|
||||
MccCoordPairKind::COORDS_KIND_HADEC_APP, ha, dec);
|
||||
|
||||
if (!doesObjectExitFromZone(ha)) {
|
||||
if (!doesObjectExitFromZone(dec)) {
|
||||
return infiniteDuration;
|
||||
}
|
||||
|
||||
if (!doesObjectReachZone(ha)) {
|
||||
if (!doesObjectReachZone(dec)) {
|
||||
return zeroDuration;
|
||||
}
|
||||
|
||||
|
||||
@ -39,30 +39,29 @@ find_package(spdlog CONFIG)
|
||||
|
||||
# ******* ERFA LIBRARY *******
|
||||
|
||||
ExternalProject_Add(erfalib1
|
||||
PREFIX ${CMAKE_BINARY_DIR}/erfa_lib1
|
||||
GIT_REPOSITORY "https://github.com/liberfa/erfa.git"
|
||||
GIT_TAG "v2.0.1"
|
||||
UPDATE_COMMAND ""
|
||||
PATCH_COMMAND ""
|
||||
# BINARY_DIR erfa_build
|
||||
# SOURCE_DIR erfa
|
||||
# INSTALL_DIR
|
||||
LOG_CONFIGURE 1
|
||||
CONFIGURE_COMMAND meson setup --reconfigure -Ddefault_library=static -Dbuildtype=release
|
||||
-Dprefix=${CMAKE_BINARY_DIR}/erfa_lib -Dlibdir= -Dincludedir= -Ddatadir= <SOURCE_DIR>
|
||||
# CONFIGURE_COMMAND meson setup --reconfigure -Ddefault_library=static -Dbuildtype=release -Dc_args='-march=native' -Doptimization=3
|
||||
# ExternalProject_Add(erfalib
|
||||
# PREFIX ${CMAKE_BINARY_DIR}/erfa_lib
|
||||
# GIT_REPOSITORY "https://github.com/liberfa/erfa.git"
|
||||
# GIT_TAG "v2.0.1"
|
||||
# UPDATE_COMMAND ""
|
||||
# PATCH_COMMAND ""
|
||||
# # BINARY_DIR erfa_build
|
||||
# # SOURCE_DIR erfa
|
||||
# # INSTALL_DIR
|
||||
# LOG_CONFIGURE 1
|
||||
# CONFIGURE_COMMAND meson setup --reconfigure -Ddefault_library=static -Dbuildtype=release
|
||||
# -Dprefix=${CMAKE_BINARY_DIR}/erfa_lib -Dlibdir= -Dincludedir= -Ddatadir= <SOURCE_DIR>
|
||||
BUILD_COMMAND ninja -C <BINARY_DIR>
|
||||
INSTALL_COMMAND meson install -C <BINARY_DIR>
|
||||
BUILD_BYPRODUCTS ${CMAKE_BINARY_DIR}/erfa_lib1/liberfa.a
|
||||
)
|
||||
# BUILD_COMMAND ninja -C <BINARY_DIR>
|
||||
# INSTALL_COMMAND meson install -C <BINARY_DIR>
|
||||
# BUILD_BYPRODUCTS ${CMAKE_BINARY_DIR}/erfa_lib/liberfa.a
|
||||
# )
|
||||
add_library(ERFA_LIB STATIC IMPORTED)
|
||||
set_target_properties(ERFA_LIB PROPERTIES IMPORTED_LOCATION ${CMAKE_BINARY_DIR}/erfa_lib1/liberfa.a)
|
||||
set_target_properties(ERFA_LIB PROPERTIES IMPORTED_LOCATION ${CMAKE_BINARY_DIR}/erfa_lib/liberfa.a)
|
||||
add_dependencies(ERFA_LIB erfalib)
|
||||
set(ERFA_INCLUDE_DIR ${CMAKE_BINARY_DIR}/erfa_lib1)
|
||||
include_directories(${ERFA_INCLUDE_DIR})
|
||||
set(ERFA_INCLUDE_DIR ${CMAKE_BINARY_DIR}/erfa_lib)
|
||||
# include_directories(${ERFA_INCLUDE_DIR})
|
||||
|
||||
message(STATUS ${ERFA_INCLUDE_DIR})
|
||||
|
||||
|
||||
set(MCC_LIBRARY_SRC1 mcc_generics.h mcc_defaults.h mcc_traits.h mcc_utils.h mcc_ccte_iers.h mcc_ccte_iers_default.h mcc_ccte_erfa.h)
|
||||
@ -71,3 +70,14 @@ add_library(${MCC_LIBRARY1} INTERFACE ${MCC_LIBRARY_SRC1})
|
||||
target_compile_features(${MCC_LIBRARY1} INTERFACE cxx_std_23)
|
||||
target_include_directories(${MCC_LIBRARY1} INTERFACE ${ERFA_INCLUDE_DIR})
|
||||
|
||||
|
||||
option(WITH_TESTS "Build tests" ON)
|
||||
|
||||
if (WITH_TESTS)
|
||||
set(CTTE_TEST_APP ccte_test)
|
||||
add_executable(${CTTE_TEST_APP} tests/ccte_test.cpp)
|
||||
target_include_directories(${CTTE_TEST_APP} PRIVATE ${ERFA_INCLUDE_DIR})
|
||||
target_link_libraries(${CTTE_TEST_APP} ERFA_LIB)
|
||||
|
||||
enable_testing()
|
||||
endif()
|
||||
|
||||
@ -403,9 +403,9 @@ template <std::convertible_to<MccAngle> T1, std::convertible_to<MccAngle> T2>
|
||||
static auto operator*(const T1& v1, const T2& v2)
|
||||
{
|
||||
if constexpr (std::is_arithmetic_v<T1>) {
|
||||
return v2 *= v1;
|
||||
return T2{(double)v2 * v1};
|
||||
} else if constexpr (std::is_arithmetic_v<T2>) {
|
||||
return v1 *= v2;
|
||||
return T1{(double)v1 * v2};
|
||||
} else {
|
||||
using res_t = std::conditional_t<std::convertible_to<T1, T2> && std::derived_from<T1, MccAngle>, T1, T2>;
|
||||
return res_t{(double)v1 * (double)v2};
|
||||
@ -414,13 +414,14 @@ static auto operator*(const T1& v1, const T2& v2)
|
||||
}
|
||||
|
||||
template <std::convertible_to<MccAngle> T1, typename T2>
|
||||
static auto operator/(const T1& v1, const T2& v2)
|
||||
static T1 operator/(const T1& v1, const T2& v2)
|
||||
requires std::is_arithmetic_v<T2>
|
||||
{
|
||||
return v1 /= v2;
|
||||
return (double)v1 / v2;
|
||||
}
|
||||
|
||||
|
||||
|
||||
/* */
|
||||
|
||||
class MccAngleRA_ICRS : public MccAngle
|
||||
|
||||
@ -5,6 +5,15 @@
|
||||
|
||||
/* CELESTIAL COORDINATES TRANSFORMATION ENGINE IMPLEMENTATION BASED ON ERFA LIBRARY */
|
||||
|
||||
|
||||
// NOTE: according to definition of astronomical azimuth it is counted from the South through the West, but
|
||||
// in the ERFA the azimuth is counted from the North through the East!!!
|
||||
//
|
||||
// The implementation expects input azimuth as the "South"-defined one and transforms ERFA-outputs
|
||||
// to the "South"-defined one respectively
|
||||
|
||||
|
||||
|
||||
#include <erfa.h>
|
||||
#include <erfam.h>
|
||||
#include <mutex>
|
||||
@ -115,7 +124,7 @@ inline std::error_code make_error_code(MccCCTE_ERFAErrorCode ec)
|
||||
|
||||
|
||||
|
||||
class MccCCTE_ERFA
|
||||
class MccCCTE_ERFA : public mcc_CCTE_interface_t<std::error_code>
|
||||
{
|
||||
static constexpr double PI_2 = std::numbers::pi / 2.0;
|
||||
|
||||
@ -173,6 +182,12 @@ public:
|
||||
|
||||
virtual ~MccCCTE_ERFA() = default;
|
||||
|
||||
|
||||
std::string_view name() const
|
||||
{
|
||||
return "ERFA-CCTE-ENGINE";
|
||||
}
|
||||
|
||||
// engine state related methods
|
||||
|
||||
void setState(engine_state_t state)
|
||||
@ -248,7 +263,7 @@ public:
|
||||
|
||||
error_t timepointToJulday(mcc_time_point_c auto tp, mcc_julday_c auto* julday)
|
||||
{
|
||||
auto ret = MccCCTE_ERFAErrorCode::ERROR_OK;
|
||||
error_t ret = MccCCTE_ERFAErrorCode::ERROR_OK;
|
||||
|
||||
if (julday == nullptr) {
|
||||
return ret;
|
||||
@ -259,7 +274,7 @@ public:
|
||||
|
||||
double mjd0;
|
||||
|
||||
int err = eraCal2jd(ymd.year(), (unsigned)ymd.month(), (unsigned)ymd.day(), &mjd0, &julday->mjd);
|
||||
int err = eraCal2jd((int)ymd.year(), (unsigned)ymd.month(), (unsigned)ymd.day(), &mjd0, &julday->mjd);
|
||||
|
||||
if (err != 0) {
|
||||
ret = err == -1 ? MccCCTE_ERFAErrorCode::ERROR_julday_INVALID_YEAR
|
||||
@ -277,7 +292,7 @@ public:
|
||||
|
||||
error_t timepointToAppSideral(mcc_time_point_c auto tp, mcc_angle_c auto* st, bool islocal = false)
|
||||
{
|
||||
auto ret = MccCCTE_ERFAErrorCode::ERROR_OK;
|
||||
error_t ret = MccCCTE_ERFAErrorCode::ERROR_OK;
|
||||
|
||||
if (st == nullptr) {
|
||||
return ret;
|
||||
@ -401,8 +416,9 @@ public:
|
||||
|
||||
// from apparent to apparent
|
||||
if (from_pt.time_point != to_pt->time_point) { // first, convert 'from' coordinates to ICRS
|
||||
MccCelestialPoint pt{.time_point = to_pt->time_point,
|
||||
.pair_kind = MccCoordPairKind::COORDS_KIND_RADEC_ICRS};
|
||||
MccCelestialPoint pt{.pair_kind = MccCoordPairKind::COORDS_KIND_RADEC_ICRS};
|
||||
pt.time_point = to_pt->time_point;
|
||||
|
||||
ret = obs2icrs(from_pt, &pt);
|
||||
|
||||
if (!ret) { // from ICRS to required
|
||||
@ -428,13 +444,12 @@ public:
|
||||
}
|
||||
|
||||
if (to_pt->pair_kind == MccCoordPairKind::COORDS_KIND_AZZD) {
|
||||
eraHd2ae(ha, from_pt.Y, _currentState.lat, &az, &alt);
|
||||
to_pt->X = az;
|
||||
to_pt->Y = PI_2 - alt;
|
||||
from_pt.X = ha;
|
||||
hadec2azalt(from_pt, to_pt);
|
||||
to_pt->Y = PI_2 - to_pt->Y;
|
||||
} else if (to_pt->pair_kind == MccCoordPairKind::COORDS_KIND_AZALT) {
|
||||
eraHd2ae(ha, from_pt.Y, _currentState.lat, &az, &alt);
|
||||
to_pt->X = az;
|
||||
to_pt->Y = alt;
|
||||
from_pt.X = ha;
|
||||
hadec2azalt(from_pt, to_pt);
|
||||
} else if (to_pt->pair_kind == MccCoordPairKind::COORDS_KIND_HADEC_APP) {
|
||||
to_pt->X = ha;
|
||||
to_pt->Y = from_pt.Y;
|
||||
@ -443,13 +458,10 @@ public:
|
||||
}
|
||||
} else if (from_pt.pair_kind == MccCoordPairKind::COORDS_KIND_HADEC_APP) {
|
||||
if (to_pt->pair_kind == MccCoordPairKind::COORDS_KIND_AZZD) {
|
||||
eraHd2ae(ha, from_pt.Y, _currentState.lat, &az, &alt);
|
||||
to_pt->X = az;
|
||||
to_pt->Y = PI_2 - alt;
|
||||
hadec2azalt(from_pt, to_pt);
|
||||
to_pt->Y = PI_2 - to_pt->Y;
|
||||
} else if (to_pt->pair_kind == MccCoordPairKind::COORDS_KIND_AZALT) {
|
||||
eraHd2ae(ha, from_pt.Y, _currentState.lat, &az, &alt);
|
||||
to_pt->X = az;
|
||||
to_pt->Y = alt;
|
||||
hadec2azalt(from_pt, to_pt);
|
||||
} else if (to_pt->pair_kind == MccCoordPairKind::COORDS_KIND_RADEC_APP) {
|
||||
lst_eo();
|
||||
if (!ret) {
|
||||
@ -469,18 +481,15 @@ public:
|
||||
ret = transformCoordinates(std::move(from_pt), to_pt);
|
||||
} else if (from_pt.pair_kind == MccCoordPairKind::COORDS_KIND_AZALT) {
|
||||
if (to_pt->pair_kind == MccCoordPairKind::COORDS_KIND_HADEC_APP) {
|
||||
eraAe2hd(from_pt.X, from_pt.Y, _currentState.lat, &ha, &dec);
|
||||
to_pt->X = ha;
|
||||
to_pt->Y = dec;
|
||||
azalt2hadec(from_pt, to_pt);
|
||||
} else if (to_pt->pair_kind == MccCoordPairKind::COORDS_KIND_AZZD) {
|
||||
to_pt->X = from_pt.X;
|
||||
to_pt->Y = PI_2 - from_pt.Y;
|
||||
} else if (to_pt->pair_kind == MccCoordPairKind::COORDS_KIND_RADEC_APP) {
|
||||
eraAe2hd(from_pt.X, from_pt.Y, _currentState.lat, &ha, &dec);
|
||||
azalt2hadec(from_pt, to_pt);
|
||||
lst_eo();
|
||||
if (!ret) {
|
||||
to_pt->X = lst - ha + eo;
|
||||
to_pt->Y = dec;
|
||||
to_pt->X = lst - to_pt->X + eo;
|
||||
}
|
||||
} else {
|
||||
ret = MccCCTE_ERFAErrorCode::ERROR_UNSUPPORTED_COORD_PAIR;
|
||||
@ -711,18 +720,22 @@ protected:
|
||||
ret = MccCCTE_ERFAErrorCode::ERROR_UNACCEPTABLE_DATE;
|
||||
}
|
||||
|
||||
result->AZ = az;
|
||||
|
||||
// NOTE: according to definition of astronomical azimuth it is counted from the South through the West, but
|
||||
// in the ERFA the azimuth is counted from the North through the East!!!
|
||||
//
|
||||
result->AZ = MccAngle(az + std::numbers::pi).normalize<MccAngle::NORM_KIND_0_360>();
|
||||
result->ZD = zd;
|
||||
result->HA = ha;
|
||||
result->RA_APP = ra;
|
||||
result->DEC_APP = dec;
|
||||
result->ALT = std::numbers::pi / 2.0 - zd;
|
||||
result->ALT = MccCCTE_ERFA::PI_2 - zd;
|
||||
|
||||
return ret;
|
||||
}
|
||||
|
||||
|
||||
error_t obs2icrs(mcc_celestial_point_c auto const& from_pt, mcc_celestial_point_c auto* to_pt)
|
||||
error_t obs2icrs(mcc_celestial_point_c auto from_pt, mcc_celestial_point_c auto* to_pt)
|
||||
{
|
||||
if (to_pt == nullptr) {
|
||||
return MccCCTE_ERFAErrorCode::ERROR_OK;
|
||||
@ -756,10 +769,18 @@ protected:
|
||||
std::string type;
|
||||
switch (from_pt.pair_kind) {
|
||||
case mcc::MccCoordPairKind::COORDS_KIND_AZZD:
|
||||
// NOTE: according to definition of astronomical azimuth it is counted from the South through the West,
|
||||
// but in the ERFA the azimuth is counted from the North through the East!!!
|
||||
//
|
||||
from_pt.X += std::numbers::pi;
|
||||
type = "A";
|
||||
break;
|
||||
case mcc::MccCoordPairKind::COORDS_KIND_AZALT:
|
||||
from_pt.Y = std::numbers::pi / 2.0 - from_pt.Y; // altitude to zenithal distance
|
||||
// NOTE: according to definition of astronomical azimuth it is counted from the South through the West,
|
||||
// but in the ERFA the azimuth is counted from the North through the East!!!
|
||||
//
|
||||
from_pt.X += std::numbers::pi;
|
||||
from_pt.Y = MccCCTE_ERFA::PI_2 - from_pt.Y; // altitude to zenithal distance
|
||||
type = "A";
|
||||
break;
|
||||
case mcc::MccCoordPairKind::COORDS_KIND_HADEC_APP:
|
||||
@ -778,10 +799,41 @@ protected:
|
||||
&to_pt->X, &to_pt->Y);
|
||||
|
||||
if (err == 1) {
|
||||
return MccCCTE_ERFAErrorCode::ERROR_DUBIOUS_YEAR;
|
||||
ret = MccCCTE_ERFAErrorCode::ERROR_DUBIOUS_YEAR;
|
||||
} else if (err == -1) {
|
||||
return MccCCTE_ERFAErrorCode::ERROR_UNACCEPTABLE_DATE;
|
||||
ret = MccCCTE_ERFAErrorCode::ERROR_UNACCEPTABLE_DATE;
|
||||
}
|
||||
|
||||
return ret;
|
||||
}
|
||||
|
||||
|
||||
void azalt2hadec(mcc_celestial_point_c auto const& from_pt, mcc_celestial_point_c auto* to_pt)
|
||||
{
|
||||
double ha, dec;
|
||||
|
||||
// NOTE: according to definition of astronomical azimuth it is counted from the South through the West, but
|
||||
// in the ERFA the azimuth is counted from the North through the East!!!
|
||||
//
|
||||
eraAe2hd(from_pt.X + std::numbers::pi, from_pt.Y, _currentState.lat, &ha, &dec);
|
||||
|
||||
to_pt->X = ha;
|
||||
to_pt->Y = dec;
|
||||
}
|
||||
|
||||
|
||||
void hadec2azalt(mcc_celestial_point_c auto const& from_pt, mcc_celestial_point_c auto* to_pt)
|
||||
{
|
||||
double az, alt;
|
||||
|
||||
eraHd2ae(from_pt.X, from_pt.Y, _currentState.lat, &az, &alt);
|
||||
|
||||
// NOTE: according to definition of astronomical azimuth it is counted from the South through the West, but
|
||||
// in the ERFA the azimuth is counted from the North through the East!!!
|
||||
//
|
||||
// convert it to "from the South through the West"
|
||||
to_pt->X = MccAngle(az - std::numbers::pi).normalize<MccAngle::NORM_KIND_0_360>();
|
||||
to_pt->Y = alt;
|
||||
}
|
||||
|
||||
error_t eqOrigins(mcc_time_point_c auto const& tp, double* eo)
|
||||
@ -816,4 +868,6 @@ protected:
|
||||
}
|
||||
};
|
||||
|
||||
static_assert(mcc_ccte_c<MccCCTE_ERFA>, "");
|
||||
|
||||
} // namespace mcc::ccte::erfa
|
||||
|
||||
@ -67,7 +67,7 @@ static std::string MCC_DEFAULT_IERS_BULLETIN_A_FILE = R"--(
|
||||
* *
|
||||
* Rapid Service/Prediction of Earth Orientation *
|
||||
**********************************************************************
|
||||
7 August 2025 Vol. XXXVIII No. 032
|
||||
14 August 2025 Vol. XXXVIII No. 033
|
||||
______________________________________________________________________
|
||||
GENERAL INFORMATION:
|
||||
MJD = Julian Date - 2 400 000.5 days
|
||||
@ -116,47 +116,13 @@ static std::string MCC_DEFAULT_IERS_BULLETIN_A_FILE = R"--(
|
||||
IERS Rapid Service
|
||||
MJD x error y error UT1-UTC error
|
||||
" " " " s s
|
||||
25 8 1 60888 0.21017 .00009 0.42717 .00009 0.062125 0.000021
|
||||
25 8 2 60889 0.21181 .00009 0.42627 .00009 0.062752 0.000019
|
||||
25 8 3 60890 0.21302 .00009 0.42504 .00009 0.063645 0.000016
|
||||
25 8 4 60891 0.21368 .00009 0.42383 .00009 0.064781 0.000010
|
||||
25 8 5 60892 0.21398 .00009 0.42271 .00009 0.066047 0.000009
|
||||
25 8 6 60893 0.21437 .00009 0.42152 .00009 0.067348 0.000008
|
||||
25 8 7 60894 0.21485 .00009 0.42038 .00009 0.068615 0.000055
|
||||
|
||||
IERS Final Values
|
||||
MJD x y UT1-UTC
|
||||
" " s
|
||||
25 6 2 60828 0.1141 0.4380 0.02903
|
||||
25 6 3 60829 0.1154 0.4384 0.02896
|
||||
25 6 4 60830 0.1172 0.4390 0.02885
|
||||
25 6 5 60831 0.1187 0.4399 0.02874
|
||||
25 6 6 60832 0.1202 0.4403 0.02868
|
||||
25 6 7 60833 0.1217 0.4408 0.02871
|
||||
25 6 8 60834 0.1232 0.4410 0.02891
|
||||
25 6 9 60835 0.1248 0.4415 0.02936
|
||||
25 6 10 60836 0.1262 0.4420 0.03004
|
||||
25 6 11 60837 0.1276 0.4425 0.03086
|
||||
25 6 12 60838 0.1291 0.4428 0.03178
|
||||
25 6 13 60839 0.1307 0.4428 0.03273
|
||||
25 6 14 60840 0.1325 0.4426 0.03360
|
||||
25 6 15 60841 0.1347 0.4424 0.03430
|
||||
25 6 16 60842 0.1370 0.4426 0.03479
|
||||
25 6 17 60843 0.1389 0.4427 0.03506
|
||||
25 6 18 60844 0.1406 0.4429 0.03512
|
||||
25 6 19 60845 0.1420 0.4431 0.03504
|
||||
25 6 20 60846 0.1436 0.4427 0.03492
|
||||
25 6 21 60847 0.1452 0.4426 0.03489
|
||||
25 6 22 60848 0.1468 0.4423 0.03515
|
||||
25 6 23 60849 0.1486 0.4420 0.03583
|
||||
25 6 24 60850 0.1502 0.4416 0.03682
|
||||
25 6 25 60851 0.1518 0.4411 0.03797
|
||||
25 6 26 60852 0.1533 0.4407 0.03919
|
||||
25 6 27 60853 0.1548 0.4404 0.04037
|
||||
25 6 28 60854 0.1564 0.4401 0.04139
|
||||
25 6 29 60855 0.1585 0.4400 0.04222
|
||||
25 6 30 60856 0.1603 0.4401 0.04287
|
||||
25 7 1 60857 0.1621 0.4398 0.04342
|
||||
25 8 8 60895 0.21521 .00009 0.41904 .00009 0.069826 0.000016
|
||||
25 8 9 60896 0.21558 .00009 0.41771 .00009 0.070764 0.000016
|
||||
25 8 10 60897 0.21616 .00009 0.41640 .00009 0.071442 0.000017
|
||||
25 8 11 60898 0.21726 .00009 0.41513 .00009 0.071836 0.000016
|
||||
25 8 12 60899 0.21832 .00009 0.41407 .00009 0.071996 0.000017
|
||||
25 8 13 60900 0.21871 .00009 0.41314 .00009 0.072040 0.000013
|
||||
25 8 14 60901 0.21892 .00009 0.41223 .00009 0.072161 0.000011
|
||||
|
||||
_______________________________________________________________________
|
||||
|
||||
@ -164,495 +130,390 @@ static std::string MCC_DEFAULT_IERS_BULLETIN_A_FILE = R"--(
|
||||
The following formulas will not reproduce the predictions given below,
|
||||
but may be used to extend the predictions beyond the end of this table.
|
||||
|
||||
x = 0.1420 + 0.1046 cos A + 0.1043 sin A - 0.0336 cos C - 0.0648 sin C
|
||||
y = 0.3838 + 0.1044 cos A - 0.0915 sin A - 0.0648 cos C + 0.0336 sin C
|
||||
UT1-UTC = 0.0474 + 0.00010 (MJD - 60902) - (UT2-UT1)
|
||||
x = 0.1410 + 0.1141 cos A + 0.0905 sin A - 0.0377 cos C - 0.0594 sin C
|
||||
y = 0.3821 + 0.0927 cos A - 0.1005 sin A - 0.0594 cos C + 0.0377 sin C
|
||||
UT1-UTC = 0.0478 + 0.00010 (MJD - 60909) - (UT2-UT1)
|
||||
|
||||
where A = 2*pi*(MJD-60894)/365.25 and C = 2*pi*(MJD-60894)/435.
|
||||
where A = 2*pi*(MJD-60901)/365.25 and C = 2*pi*(MJD-60901)/435.
|
||||
|
||||
TAI-UTC(MJD 60895) = 37.0
|
||||
TAI-UTC(MJD 60902) = 37.0
|
||||
The accuracy may be estimated from the expressions:
|
||||
S x,y = 0.00068 (MJD-60894)**0.80 S t = 0.00025 (MJD-60894)**0.75
|
||||
S x,y = 0.00068 (MJD-60901)**0.80 S t = 0.00025 (MJD-60901)**0.75
|
||||
Estimated accuracies are: Predictions 10 d 20 d 30 d 40 d
|
||||
Polar coord's 0.004 0.007 0.010 0.013
|
||||
UT1-UTC 0.0014 0.0024 0.0032 0.0040
|
||||
|
||||
MJD x(arcsec) y(arcsec) UT1-UTC(sec)
|
||||
2025 8 8 60895 0.2155 0.4191 0.06979
|
||||
2025 8 9 60896 0.2161 0.4179 0.07073
|
||||
2025 8 10 60897 0.2169 0.4167 0.07137
|
||||
2025 8 11 60898 0.2176 0.4154 0.07173
|
||||
2025 8 12 60899 0.2184 0.4142 0.07190
|
||||
2025 8 13 60900 0.2191 0.4130 0.07200
|
||||
2025 8 14 60901 0.2198 0.4117 0.07218
|
||||
2025 8 15 60902 0.2204 0.4105 0.07254
|
||||
2025 8 16 60903 0.2210 0.4094 0.07316
|
||||
2025 8 17 60904 0.2216 0.4082 0.07403
|
||||
2025 8 18 60905 0.2222 0.4070 0.07507
|
||||
2025 8 19 60906 0.2227 0.4058 0.07619
|
||||
2025 8 20 60907 0.2232 0.4046 0.07725
|
||||
2025 8 21 60908 0.2237 0.4033 0.07814
|
||||
2025 8 22 60909 0.2242 0.4021 0.07878
|
||||
2025 8 23 60910 0.2247 0.4008 0.07912
|
||||
2025 8 24 60911 0.2251 0.3995 0.07921
|
||||
2025 8 25 60912 0.2255 0.3983 0.07914
|
||||
2025 8 26 60913 0.2259 0.3970 0.07899
|
||||
2025 8 27 60914 0.2263 0.3957 0.07887
|
||||
2025 8 28 60915 0.2266 0.3944 0.07884
|
||||
2025 8 29 60916 0.2269 0.3931 0.07898
|
||||
2025 8 30 60917 0.2272 0.3918 0.07930
|
||||
2025 8 31 60918 0.2275 0.3905 0.07979
|
||||
2025 9 1 60919 0.2278 0.3892 0.08042
|
||||
2025 9 2 60920 0.2280 0.3879 0.08112
|
||||
2025 9 3 60921 0.2282 0.3865 0.08182
|
||||
2025 9 4 60922 0.2283 0.3852 0.08242
|
||||
2025 9 5 60923 0.2285 0.3839 0.08283
|
||||
2025 9 6 60924 0.2286 0.3825 0.08295
|
||||
2025 9 7 60925 0.2287 0.3812 0.08277
|
||||
2025 9 8 60926 0.2287 0.3799 0.08232
|
||||
2025 9 9 60927 0.2287 0.3785 0.08173
|
||||
2025 9 10 60928 0.2288 0.3772 0.08114
|
||||
2025 9 11 60929 0.2287 0.3758 0.08072
|
||||
2025 9 12 60930 0.2287 0.3745 0.08056
|
||||
2025 9 13 60931 0.2286 0.3731 0.08070
|
||||
2025 9 14 60932 0.2285 0.3718 0.08108
|
||||
2025 9 15 60933 0.2284 0.3705 0.08159
|
||||
2025 9 16 60934 0.2282 0.3691 0.08209
|
||||
2025 9 17 60935 0.2281 0.3678 0.08247
|
||||
2025 9 18 60936 0.2279 0.3664 0.08265
|
||||
2025 9 19 60937 0.2276 0.3651 0.08260
|
||||
2025 9 20 60938 0.2274 0.3638 0.08234
|
||||
2025 9 21 60939 0.2271 0.3624 0.08194
|
||||
2025 9 22 60940 0.2268 0.3611 0.08146
|
||||
2025 9 23 60941 0.2264 0.3598 0.08101
|
||||
2025 9 24 60942 0.2261 0.3585 0.08064
|
||||
2025 9 25 60943 0.2257 0.3571 0.08042
|
||||
2025 9 26 60944 0.2253 0.3558 0.08037
|
||||
2025 9 27 60945 0.2248 0.3545 0.08049
|
||||
2025 9 28 60946 0.2244 0.3532 0.08076
|
||||
2025 9 29 60947 0.2239 0.3520 0.08112
|
||||
2025 9 30 60948 0.2234 0.3507 0.08148
|
||||
2025 10 1 60949 0.2228 0.3494 0.08177
|
||||
2025 10 2 60950 0.2223 0.3481 0.08189
|
||||
2025 10 3 60951 0.2217 0.3469 0.08176
|
||||
2025 10 4 60952 0.2211 0.3456 0.08133
|
||||
2025 10 5 60953 0.2204 0.3444 0.08059
|
||||
2025 10 6 60954 0.2198 0.3431 0.07962
|
||||
2025 10 7 60955 0.2191 0.3419 0.07856
|
||||
2025 10 8 60956 0.2184 0.3407 0.07759
|
||||
2025 10 9 60957 0.2177 0.3395 0.07687
|
||||
2025 10 10 60958 0.2169 0.3383 0.07647
|
||||
2025 10 11 60959 0.2161 0.3371 0.07637
|
||||
2025 10 12 60960 0.2153 0.3360 0.07648
|
||||
2025 10 13 60961 0.2145 0.3348 0.07665
|
||||
2025 10 14 60962 0.2137 0.3337 0.07674
|
||||
2025 10 15 60963 0.2128 0.3325 0.07667
|
||||
2025 10 16 60964 0.2119 0.3314 0.07640
|
||||
2025 10 17 60965 0.2110 0.3303 0.07594
|
||||
2025 10 18 60966 0.2101 0.3292 0.07535
|
||||
2025 10 19 60967 0.2092 0.3281 0.07470
|
||||
2025 10 20 60968 0.2082 0.3271 0.07405
|
||||
2025 10 21 60969 0.2072 0.3260 0.07350
|
||||
2025 10 22 60970 0.2062 0.3250 0.07310
|
||||
2025 10 23 60971 0.2052 0.3240 0.07289
|
||||
2025 10 24 60972 0.2041 0.3230 0.07287
|
||||
2025 10 25 60973 0.2031 0.3220 0.07302
|
||||
2025 10 26 60974 0.2020 0.3210 0.07329
|
||||
2025 10 27 60975 0.2009 0.3200 0.07360
|
||||
2025 10 28 60976 0.1998 0.3191 0.07388
|
||||
2025 10 29 60977 0.1986 0.3182 0.07405
|
||||
2025 10 30 60978 0.1975 0.3173 0.07402
|
||||
2025 10 31 60979 0.1963 0.3164 0.07372
|
||||
2025 11 1 60980 0.1951 0.3155 0.07315
|
||||
2025 11 2 60981 0.1939 0.3147 0.07232
|
||||
2025 11 3 60982 0.1927 0.3139 0.07133
|
||||
2025 11 4 60983 0.1915 0.3130 0.07034
|
||||
2025 11 5 60984 0.1902 0.3122 0.06953
|
||||
2025 11 6 60985 0.1890 0.3115 0.06901
|
||||
2025 11 7 60986 0.1877 0.3107 0.06882
|
||||
2025 11 8 60987 0.1864 0.3100 0.06889
|
||||
2025 11 9 60988 0.1851 0.3093 0.06908
|
||||
2025 11 10 60989 0.1838 0.3086 0.06924
|
||||
2025 11 11 60990 0.1825 0.3079 0.06927
|
||||
2025 11 12 60991 0.1812 0.3072 0.06910
|
||||
2025 11 13 60992 0.1798 0.3066 0.06876
|
||||
2025 11 14 60993 0.1784 0.3060 0.06828
|
||||
2025 11 15 60994 0.1771 0.3054 0.06774
|
||||
2025 11 16 60995 0.1757 0.3048 0.06722
|
||||
2025 11 17 60996 0.1743 0.3043 0.06677
|
||||
2025 11 18 60997 0.1729 0.3038 0.06647
|
||||
2025 11 19 60998 0.1715 0.3033 0.06635
|
||||
2025 11 20 60999 0.1701 0.3028 0.06642
|
||||
2025 11 21 61000 0.1687 0.3023 0.06667
|
||||
2025 11 22 61001 0.1672 0.3019 0.06705
|
||||
2025 11 23 61002 0.1658 0.3015 0.06751
|
||||
2025 11 24 61003 0.1643 0.3011 0.06788
|
||||
2025 11 25 61004 0.1629 0.3007 0.06817
|
||||
2025 11 26 61005 0.1614 0.3003 0.06829
|
||||
2025 11 27 61006 0.1600 0.3000 0.06820
|
||||
2025 11 28 61007 0.1585 0.2997 0.06785
|
||||
2025 11 29 61008 0.1570 0.2994 0.06727
|
||||
2025 11 30 61009 0.1556 0.2992 0.06650
|
||||
2025 12 1 61010 0.1541 0.2989 0.06567
|
||||
2025 12 2 61011 0.1526 0.2987 0.06494
|
||||
2025 12 3 61012 0.1511 0.2985 0.06442
|
||||
2025 12 4 61013 0.1496 0.2984 0.06421
|
||||
2025 12 5 61014 0.1481 0.2982 0.06429
|
||||
2025 12 6 61015 0.1466 0.2981 0.06454
|
||||
2025 12 7 61016 0.1451 0.2980 0.06483
|
||||
2025 12 8 61017 0.1437 0.2980 0.06500
|
||||
2025 12 9 61018 0.1422 0.2979 0.06498
|
||||
2025 12 10 61019 0.1407 0.2979 0.06476
|
||||
2025 12 11 61020 0.1392 0.2979 0.06439
|
||||
2025 12 12 61021 0.1377 0.2979 0.06395
|
||||
2025 12 13 61022 0.1362 0.2980 0.06353
|
||||
2025 12 14 61023 0.1347 0.2980 0.06319
|
||||
2025 12 15 61024 0.1332 0.2981 0.06299
|
||||
2025 12 16 61025 0.1318 0.2982 0.06297
|
||||
2025 12 17 61026 0.1303 0.2984 0.06315
|
||||
2025 12 18 61027 0.1288 0.2985 0.06351
|
||||
2025 12 19 61028 0.1274 0.2987 0.06401
|
||||
2025 12 20 61029 0.1259 0.2989 0.06461
|
||||
2025 12 21 61030 0.1245 0.2992 0.06522
|
||||
2025 12 22 61031 0.1230 0.2994 0.06575
|
||||
2025 12 23 61032 0.1216 0.2997 0.06614
|
||||
2025 12 24 61033 0.1201 0.3000 0.06632
|
||||
2025 12 25 61034 0.1187 0.3003 0.06627
|
||||
2025 12 26 61035 0.1173 0.3007 0.06599
|
||||
2025 12 27 61036 0.1159 0.3011 0.06554
|
||||
2025 12 28 61037 0.1145 0.3015 0.06500
|
||||
2025 12 29 61038 0.1131 0.3019 0.06451
|
||||
2025 12 30 61039 0.1117 0.3023 0.06418
|
||||
2025 12 31 61040 0.1103 0.3028 0.06410
|
||||
2026 1 1 61041 0.1090 0.3033 0.06429
|
||||
2026 1 2 61042 0.1076 0.3038 0.06468
|
||||
2026 1 3 61043 0.1063 0.3043 0.06514
|
||||
2026 1 4 61044 0.1050 0.3048 0.06553
|
||||
2026 1 5 61045 0.1036 0.3054 0.06573
|
||||
2026 1 6 61046 0.1023 0.3060 0.06569
|
||||
2026 1 7 61047 0.1010 0.3066 0.06545
|
||||
2026 1 8 61048 0.0998 0.3072 0.06509
|
||||
2026 1 9 61049 0.0985 0.3079 0.06472
|
||||
2026 1 10 61050 0.0973 0.3086 0.06441
|
||||
2026 1 11 61051 0.0960 0.3093 0.06423
|
||||
2026 1 12 61052 0.0948 0.3100 0.06423
|
||||
2026 1 13 61053 0.0936 0.3107 0.06442
|
||||
2026 1 14 61054 0.0924 0.3115 0.06480
|
||||
2026 1 15 61055 0.0912 0.3122 0.06532
|
||||
2026 1 16 61056 0.0901 0.3130 0.06595
|
||||
2026 1 17 61057 0.0889 0.3138 0.06660
|
||||
2026 1 18 61058 0.0878 0.3146 0.06719
|
||||
2026 1 19 61059 0.0867 0.3155 0.06763
|
||||
2026 1 20 61060 0.0856 0.3164 0.06787
|
||||
2026 1 21 61061 0.0846 0.3172 0.06785
|
||||
2026 1 22 61062 0.0835 0.3181 0.06761
|
||||
2026 1 23 61063 0.0825 0.3191 0.06717
|
||||
2026 1 24 61064 0.0815 0.3200 0.06664
|
||||
2026 1 25 61065 0.0805 0.3209 0.06615
|
||||
2026 1 26 61066 0.0795 0.3219 0.06579
|
||||
2026 1 27 61067 0.0786 0.3229 0.06566
|
||||
2026 1 28 61068 0.0776 0.3239 0.06578
|
||||
2026 1 29 61069 0.0767 0.3249 0.06612
|
||||
2026 1 30 61070 0.0758 0.3259 0.06656
|
||||
2026 1 31 61071 0.0749 0.3270 0.06697
|
||||
2026 2 1 61072 0.0741 0.3280 0.06723
|
||||
2026 2 2 61073 0.0733 0.3291 0.06725
|
||||
2026 2 3 61074 0.0725 0.3302 0.06704
|
||||
2026 2 4 61075 0.0717 0.3313 0.06666
|
||||
2026 2 5 61076 0.0709 0.3324 0.06622
|
||||
2026 2 6 61077 0.0702 0.3335 0.06583
|
||||
2026 2 7 61078 0.0695 0.3346 0.06557
|
||||
2026 2 8 61079 0.0688 0.3358 0.06552
|
||||
2026 2 9 61080 0.0681 0.3369 0.06570
|
||||
2026 2 10 61081 0.0675 0.3381 0.06610
|
||||
2026 2 11 61082 0.0668 0.3393 0.06671
|
||||
2026 2 12 61083 0.0662 0.3405 0.06747
|
||||
2026 2 13 61084 0.0657 0.3417 0.06829
|
||||
2026 2 14 61085 0.0651 0.3429 0.06910
|
||||
2026 2 15 61086 0.0646 0.3441 0.06977
|
||||
2026 2 16 61087 0.0641 0.3453 0.07023
|
||||
2026 2 17 61088 0.0636 0.3466 0.07040
|
||||
2026 2 18 61089 0.0632 0.3478 0.07026
|
||||
2026 2 19 61090 0.0627 0.3491 0.06986
|
||||
2026 2 20 61091 0.0623 0.3503 0.06930
|
||||
2026 2 21 61092 0.0620 0.3516 0.06869
|
||||
2026 2 22 61093 0.0616 0.3529 0.06818
|
||||
2026 2 23 61094 0.0613 0.3541 0.06787
|
||||
2026 2 24 61095 0.0610 0.3554 0.06779
|
||||
2026 2 25 61096 0.0607 0.3567 0.06793
|
||||
2026 2 26 61097 0.0605 0.3580 0.06818
|
||||
2026 2 27 61098 0.0602 0.3593 0.06844
|
||||
2026 2 28 61099 0.0600 0.3606 0.06858
|
||||
2026 3 1 61100 0.0599 0.3619 0.06850
|
||||
2026 3 2 61101 0.0597 0.3632 0.06818
|
||||
2026 3 3 61102 0.0596 0.3646 0.06765
|
||||
2026 3 4 61103 0.0595 0.3659 0.06699
|
||||
2026 3 5 61104 0.0595 0.3672 0.06631
|
||||
2026 3 6 61105 0.0594 0.3685 0.06572
|
||||
2026 3 7 61106 0.0594 0.3698 0.06529
|
||||
2026 3 8 61107 0.0594 0.3712 0.06505
|
||||
2026 3 9 61108 0.0595 0.3725 0.06500
|
||||
2026 3 10 61109 0.0595 0.3738 0.06511
|
||||
2026 3 11 61110 0.0596 0.3751 0.06533
|
||||
2026 3 12 61111 0.0597 0.3765 0.06562
|
||||
2026 3 13 61112 0.0599 0.3778 0.06589
|
||||
2026 3 14 61113 0.0600 0.3791 0.06606
|
||||
2026 3 15 61114 0.0602 0.3804 0.06604
|
||||
2026 3 16 61115 0.0604 0.3818 0.06576
|
||||
2026 3 17 61116 0.0607 0.3831 0.06516
|
||||
2026 3 18 61117 0.0610 0.3844 0.06423
|
||||
2026 3 19 61118 0.0613 0.3857 0.06304
|
||||
2026 3 20 61119 0.0616 0.3870 0.06180
|
||||
2026 3 21 61120 0.0619 0.3883 0.06065
|
||||
2026 3 22 61121 0.0623 0.3896 0.05966
|
||||
2026 3 23 61122 0.0627 0.3909 0.05895
|
||||
2026 3 24 61123 0.0631 0.3922 0.05844
|
||||
2026 3 25 61124 0.0636 0.3934 0.05812
|
||||
2026 3 26 61125 0.0640 0.3947 0.05791
|
||||
2026 3 27 61126 0.0645 0.3960 0.05759
|
||||
2026 3 28 61127 0.0651 0.3972 0.05717
|
||||
2026 3 29 61128 0.0656 0.3985 0.05646
|
||||
2026 3 30 61129 0.0662 0.3997 0.05548
|
||||
2026 3 31 61130 0.0668 0.4010 0.05432
|
||||
2026 4 1 61131 0.0674 0.4022 0.05306
|
||||
2026 4 2 61132 0.0680 0.4034 0.05187
|
||||
2026 4 3 61133 0.0687 0.4046 0.05076
|
||||
2026 4 4 61134 0.0694 0.4058 0.04986
|
||||
2026 4 5 61135 0.0701 0.4070 0.04920
|
||||
2026 4 6 61136 0.0708 0.4082 0.04872
|
||||
2026 4 7 61137 0.0716 0.4093 0.04838
|
||||
2026 4 8 61138 0.0724 0.4105 0.04815
|
||||
2026 4 9 61139 0.0732 0.4116 0.04795
|
||||
2026 4 10 61140 0.0740 0.4128 0.04768
|
||||
2026 4 11 61141 0.0748 0.4139 0.04735
|
||||
2026 4 12 61142 0.0757 0.4150 0.04689
|
||||
2026 4 13 61143 0.0766 0.4161 0.04620
|
||||
2026 4 14 61144 0.0775 0.4172 0.04531
|
||||
2026 4 15 61145 0.0784 0.4182 0.04419
|
||||
2026 4 16 61146 0.0794 0.4193 0.04299
|
||||
2026 4 17 61147 0.0803 0.4203 0.04183
|
||||
2026 4 18 61148 0.0813 0.4213 0.04095
|
||||
2026 4 19 61149 0.0823 0.4223 0.04036
|
||||
2026 4 20 61150 0.0833 0.4233 0.04007
|
||||
2026 4 21 61151 0.0844 0.4243 0.04013
|
||||
2026 4 22 61152 0.0854 0.4253 0.04026
|
||||
2026 4 23 61153 0.0865 0.4262 0.04040
|
||||
2026 4 24 61154 0.0876 0.4271 0.04039
|
||||
2026 4 25 61155 0.0887 0.4280 0.04013
|
||||
2026 4 26 61156 0.0899 0.4289 0.03962
|
||||
2026 4 27 61157 0.0910 0.4298 0.03894
|
||||
2026 4 28 61158 0.0922 0.4307 0.03819
|
||||
2026 4 29 61159 0.0933 0.4315 0.03743
|
||||
2026 4 30 61160 0.0945 0.4323 0.03681
|
||||
2026 5 1 61161 0.0957 0.4331 0.03639
|
||||
2026 5 2 61162 0.0970 0.4339 0.03619
|
||||
2026 5 3 61163 0.0982 0.4347 0.03616
|
||||
2026 5 4 61164 0.0994 0.4354 0.03629
|
||||
2026 5 5 61165 0.1007 0.4362 0.03660
|
||||
2026 5 6 61166 0.1020 0.4369 0.03691
|
||||
2026 5 7 61167 0.1033 0.4376 0.03721
|
||||
2026 5 8 61168 0.1046 0.4382 0.03749
|
||||
2026 5 9 61169 0.1059 0.4389 0.03763
|
||||
2026 5 10 61170 0.1072 0.4395 0.03762
|
||||
2026 5 11 61171 0.1086 0.4401 0.03744
|
||||
2026 5 12 61172 0.1099 0.4407 0.03706
|
||||
2026 5 13 61173 0.1113 0.4413 0.03652
|
||||
2026 5 14 61174 0.1126 0.4418 0.03595
|
||||
2026 5 15 61175 0.1140 0.4423 0.03555
|
||||
2026 5 16 61176 0.1154 0.4428 0.03545
|
||||
2026 5 17 61177 0.1168 0.4433 0.03561
|
||||
2026 5 18 61178 0.1182 0.4438 0.03605
|
||||
2026 5 19 61179 0.1196 0.4442 0.03672
|
||||
2026 5 20 61180 0.1210 0.4446 0.03732
|
||||
2026 5 21 61181 0.1224 0.4450 0.03779
|
||||
2026 5 22 61182 0.1239 0.4454 0.03807
|
||||
2026 5 23 61183 0.1253 0.4457 0.03818
|
||||
2026 5 24 61184 0.1267 0.4461 0.03811
|
||||
2026 5 25 61185 0.1282 0.4464 0.03802
|
||||
2026 5 26 61186 0.1296 0.4466 0.03795
|
||||
2026 5 27 61187 0.1311 0.4469 0.03798
|
||||
2026 5 28 61188 0.1326 0.4471 0.03820
|
||||
2026 5 29 61189 0.1340 0.4473 0.03862
|
||||
2026 5 30 61190 0.1355 0.4475 0.03926
|
||||
2026 5 31 61191 0.1369 0.4477 0.04005
|
||||
2026 6 1 61192 0.1384 0.4478 0.04090
|
||||
2026 6 2 61193 0.1399 0.4480 0.04191
|
||||
2026 6 3 61194 0.1414 0.4481 0.04298
|
||||
2026 6 4 61195 0.1428 0.4481 0.04399
|
||||
2026 6 5 61196 0.1443 0.4482 0.04491
|
||||
2026 6 6 61197 0.1458 0.4482 0.04568
|
||||
2026 6 7 61198 0.1472 0.4482 0.04614
|
||||
2026 6 8 61199 0.1487 0.4482 0.04638
|
||||
2026 6 9 61200 0.1502 0.4481 0.04649
|
||||
2026 6 10 61201 0.1516 0.4481 0.04648
|
||||
2026 6 11 61202 0.1531 0.4480 0.04649
|
||||
2026 6 12 61203 0.1545 0.4479 0.04661
|
||||
2026 6 13 61204 0.1560 0.4477 0.04699
|
||||
2026 6 14 61205 0.1574 0.4476 0.04756
|
||||
2026 6 15 61206 0.1589 0.4474 0.04835
|
||||
2026 6 16 61207 0.1603 0.4472 0.04924
|
||||
2026 6 17 61208 0.1618 0.4470 0.05017
|
||||
2026 6 18 61209 0.1632 0.4467 0.05089
|
||||
2026 6 19 61210 0.1646 0.4464 0.05142
|
||||
2026 6 20 61211 0.1660 0.4461 0.05178
|
||||
2026 6 21 61212 0.1674 0.4458 0.05200
|
||||
2026 6 22 61213 0.1688 0.4455 0.05221
|
||||
2026 6 23 61214 0.1702 0.4451 0.05260
|
||||
2026 6 24 61215 0.1716 0.4447 0.05320
|
||||
2026 6 25 61216 0.1730 0.4443 0.05401
|
||||
2026 6 26 61217 0.1743 0.4439 0.05511
|
||||
2026 6 27 61218 0.1757 0.4434 0.05647
|
||||
2026 6 28 61219 0.1770 0.4430 0.05798
|
||||
2026 6 29 61220 0.1783 0.4425 0.05967
|
||||
2026 6 30 61221 0.1797 0.4420 0.06128
|
||||
2026 7 1 61222 0.1810 0.4414 0.06275
|
||||
2026 7 2 61223 0.1823 0.4409 0.06403
|
||||
2026 7 3 61224 0.1836 0.4403 0.06505
|
||||
2026 7 4 61225 0.1848 0.4397 0.06585
|
||||
2026 7 5 61226 0.1861 0.4391 0.06645
|
||||
2026 7 6 61227 0.1873 0.4384 0.06686
|
||||
2026 7 7 61228 0.1886 0.4378 0.06722
|
||||
2026 7 8 61229 0.1898 0.4371 0.06760
|
||||
2026 7 9 61230 0.1910 0.4364 0.06810
|
||||
2026 7 10 61231 0.1921 0.4357 0.06889
|
||||
2026 7 11 61232 0.1933 0.4349 0.06992
|
||||
2026 7 12 61233 0.1945 0.4342 0.07122
|
||||
2026 7 13 61234 0.1956 0.4334 0.07254
|
||||
2026 7 14 61235 0.1967 0.4326 0.07391
|
||||
2026 7 15 61236 0.1978 0.4318 0.07504
|
||||
2026 7 16 61237 0.1989 0.4310 0.07591
|
||||
2026 7 17 61238 0.2000 0.4301 0.07652
|
||||
2026 7 18 61239 0.2010 0.4293 0.07702
|
||||
2026 7 19 61240 0.2021 0.4284 0.07743
|
||||
2026 7 20 61241 0.2031 0.4275 0.07799
|
||||
2026 7 21 61242 0.2041 0.4266 0.07873
|
||||
2026 7 22 61243 0.2050 0.4256 0.07969
|
||||
2026 7 23 61244 0.2060 0.4247 0.08084
|
||||
2026 7 24 61245 0.2069 0.4237 0.08212
|
||||
2026 7 25 61246 0.2078 0.4227 0.08367
|
||||
2026 7 26 61247 0.2087 0.4218 0.08531
|
||||
2026 7 27 61248 0.2096 0.4207 0.08702
|
||||
2026 7 28 61249 0.2105 0.4197 0.08862
|
||||
2026 7 29 61250 0.2113 0.4187 0.09004
|
||||
2026 7 30 61251 0.2121 0.4176 0.09130
|
||||
2026 7 31 61252 0.2129 0.4166 0.09234
|
||||
2026 8 1 61253 0.2136 0.4155 0.09321
|
||||
2026 8 2 61254 0.2144 0.4144 0.09386
|
||||
2026 8 3 61255 0.2151 0.4133 0.09435
|
||||
2026 8 4 61256 0.2158 0.4122 0.09493
|
||||
2026 8 5 61257 0.2165 0.4111 0.09554
|
||||
2026 8 6 61258 0.2171 0.4099 0.09635
|
||||
2026 8 7 61259 0.2177 0.4088 0.09737
|
||||
2025 8 15 60902 0.2191 0.4112 0.07241
|
||||
2025 8 16 60903 0.2193 0.4101 0.07289
|
||||
2025 8 17 60904 0.2196 0.4090 0.07364
|
||||
2025 8 18 60905 0.2200 0.4078 0.07462
|
||||
2025 8 19 60906 0.2205 0.4066 0.07573
|
||||
2025 8 20 60907 0.2210 0.4054 0.07685
|
||||
2025 8 21 60908 0.2215 0.4042 0.07788
|
||||
2025 8 22 60909 0.2220 0.4029 0.07870
|
||||
2025 8 23 60910 0.2225 0.4018 0.07929
|
||||
2025 8 24 60911 0.2229 0.4006 0.07964
|
||||
2025 8 25 60912 0.2233 0.3994 0.07982
|
||||
2025 8 26 60913 0.2237 0.3982 0.07994
|
||||
2025 8 27 60914 0.2241 0.3970 0.08012
|
||||
2025 8 28 60915 0.2244 0.3957 0.08043
|
||||
2025 8 29 60916 0.2247 0.3945 0.08090
|
||||
2025 8 30 60917 0.2250 0.3932 0.08154
|
||||
2025 8 31 60918 0.2253 0.3919 0.08233
|
||||
2025 9 1 60919 0.2256 0.3907 0.08321
|
||||
2025 9 2 60920 0.2258 0.3894 0.08411
|
||||
2025 9 3 60921 0.2260 0.3881 0.08494
|
||||
2025 9 4 60922 0.2262 0.3868 0.08561
|
||||
2025 9 5 60923 0.2263 0.3855 0.08601
|
||||
2025 9 6 60924 0.2265 0.3842 0.08608
|
||||
2025 9 7 60925 0.2266 0.3829 0.08580
|
||||
2025 9 8 60926 0.2267 0.3816 0.08522
|
||||
2025 9 9 60927 0.2267 0.3803 0.08448
|
||||
2025 9 10 60928 0.2267 0.3790 0.08373
|
||||
2025 9 11 60929 0.2267 0.3777 0.08314
|
||||
2025 9 12 60930 0.2267 0.3764 0.08283
|
||||
2025 9 13 60931 0.2267 0.3751 0.08283
|
||||
2025 9 14 60932 0.2266 0.3738 0.08308
|
||||
2025 9 15 60933 0.2265 0.3724 0.08349
|
||||
2025 9 16 60934 0.2263 0.3711 0.08390
|
||||
2025 9 17 60935 0.2262 0.3698 0.08421
|
||||
2025 9 18 60936 0.2260 0.3685 0.08434
|
||||
2025 9 19 60937 0.2258 0.3672 0.08426
|
||||
2025 9 20 60938 0.2256 0.3659 0.08400
|
||||
2025 9 21 60939 0.2253 0.3646 0.08360
|
||||
2025 9 22 60940 0.2250 0.3633 0.08315
|
||||
2025 9 23 60941 0.2247 0.3620 0.08272
|
||||
2025 9 24 60942 0.2244 0.3607 0.08239
|
||||
2025 9 25 60943 0.2240 0.3595 0.08220
|
||||
2025 9 26 60944 0.2236 0.3582 0.08219
|
||||
2025 9 27 60945 0.2232 0.3569 0.08235
|
||||
2025 9 28 60946 0.2228 0.3556 0.08264
|
||||
2025 9 29 60947 0.2223 0.3544 0.08302
|
||||
2025 9 30 60948 0.2218 0.3531 0.08339
|
||||
2025 10 1 60949 0.2213 0.3519 0.08369
|
||||
2025 10 2 60950 0.2208 0.3506 0.08381
|
||||
2025 10 3 60951 0.2202 0.3494 0.08367
|
||||
2025 10 4 60952 0.2196 0.3482 0.08322
|
||||
2025 10 5 60953 0.2190 0.3470 0.08244
|
||||
2025 10 6 60954 0.2184 0.3458 0.08143
|
||||
2025 10 7 60955 0.2177 0.3446 0.08031
|
||||
2025 10 8 60956 0.2171 0.3434 0.07929
|
||||
2025 10 9 60957 0.2164 0.3422 0.07851
|
||||
2025 10 10 60958 0.2156 0.3410 0.07804
|
||||
2025 10 11 60959 0.2149 0.3399 0.07788
|
||||
2025 10 12 60960 0.2141 0.3387 0.07790
|
||||
2025 10 13 60961 0.2133 0.3376 0.07799
|
||||
2025 10 14 60962 0.2125 0.3365 0.07800
|
||||
2025 10 15 60963 0.2117 0.3354 0.07785
|
||||
2025 10 16 60964 0.2108 0.3343 0.07750
|
||||
2025 10 17 60965 0.2100 0.3332 0.07696
|
||||
2025 10 18 60966 0.2091 0.3321 0.07629
|
||||
2025 10 19 60967 0.2082 0.3311 0.07556
|
||||
2025 10 20 60968 0.2072 0.3300 0.07484
|
||||
2025 10 21 60969 0.2063 0.3290 0.07422
|
||||
2025 10 22 60970 0.2053 0.3280 0.07375
|
||||
2025 10 23 60971 0.2043 0.3270 0.07347
|
||||
2025 10 24 60972 0.2033 0.3260 0.07337
|
||||
2025 10 25 60973 0.2022 0.3250 0.07345
|
||||
2025 10 26 60974 0.2012 0.3241 0.07364
|
||||
2025 10 27 60975 0.2001 0.3231 0.07388
|
||||
2025 10 28 60976 0.1990 0.3222 0.07410
|
||||
2025 10 29 60977 0.1979 0.3213 0.07419
|
||||
2025 10 30 60978 0.1968 0.3204 0.07409
|
||||
2025 10 31 60979 0.1957 0.3196 0.07374
|
||||
2025 11 1 60980 0.1945 0.3187 0.07309
|
||||
2025 11 2 60981 0.1933 0.3179 0.07220
|
||||
2025 11 3 60982 0.1922 0.3171 0.07115
|
||||
2025 11 4 60983 0.1910 0.3163 0.07011
|
||||
2025 11 5 60984 0.1898 0.3155 0.06924
|
||||
2025 11 6 60985 0.1885 0.3147 0.06866
|
||||
2025 11 7 60986 0.1873 0.3140 0.06841
|
||||
2025 11 8 60987 0.1860 0.3133 0.06842
|
||||
2025 11 9 60988 0.1848 0.3126 0.06856
|
||||
2025 11 10 60989 0.1835 0.3119 0.06868
|
||||
2025 11 11 60990 0.1822 0.3112 0.06866
|
||||
2025 11 12 60991 0.1809 0.3106 0.06845
|
||||
2025 11 13 60992 0.1796 0.3100 0.06806
|
||||
2025 11 14 60993 0.1782 0.3094 0.06755
|
||||
2025 11 15 60994 0.1769 0.3088 0.06698
|
||||
2025 11 16 60995 0.1755 0.3082 0.06643
|
||||
2025 11 17 60996 0.1742 0.3077 0.06596
|
||||
2025 11 18 60997 0.1728 0.3072 0.06564
|
||||
2025 11 19 60998 0.1714 0.3067 0.06550
|
||||
2025 11 20 60999 0.1701 0.3062 0.06555
|
||||
2025 11 21 61000 0.1687 0.3058 0.06578
|
||||
2025 11 22 61001 0.1673 0.3053 0.06615
|
||||
2025 11 23 61002 0.1659 0.3049 0.06660
|
||||
2025 11 24 61003 0.1644 0.3045 0.06704
|
||||
2025 11 25 61004 0.1630 0.3042 0.06739
|
||||
2025 11 26 61005 0.1616 0.3038 0.06759
|
||||
2025 11 27 61006 0.1602 0.3035 0.06756
|
||||
2025 11 28 61007 0.1587 0.3032 0.06728
|
||||
2025 11 29 61008 0.1573 0.3029 0.06677
|
||||
2025 11 30 61009 0.1558 0.3027 0.06607
|
||||
2025 12 1 61010 0.1544 0.3024 0.06523
|
||||
2025 12 2 61011 0.1529 0.3022 0.06448
|
||||
2025 12 3 61012 0.1515 0.3020 0.06395
|
||||
2025 12 4 61013 0.1500 0.3019 0.06373
|
||||
2025 12 5 61014 0.1486 0.3017 0.06379
|
||||
2025 12 6 61015 0.1471 0.3016 0.06403
|
||||
2025 12 7 61016 0.1456 0.3015 0.06430
|
||||
2025 12 8 61017 0.1442 0.3015 0.06446
|
||||
2025 12 9 61018 0.1427 0.3014 0.06442
|
||||
2025 12 10 61019 0.1413 0.3014 0.06419
|
||||
2025 12 11 61020 0.1398 0.3014 0.06380
|
||||
2025 12 12 61021 0.1383 0.3014 0.06335
|
||||
2025 12 13 61022 0.1369 0.3015 0.06291
|
||||
2025 12 14 61023 0.1354 0.3015 0.06256
|
||||
2025 12 15 61024 0.1340 0.3016 0.06234
|
||||
2025 12 16 61025 0.1325 0.3017 0.06230
|
||||
2025 12 17 61026 0.1311 0.3019 0.06246
|
||||
2025 12 18 61027 0.1297 0.3020 0.06279
|
||||
2025 12 19 61028 0.1282 0.3022 0.06328
|
||||
2025 12 20 61029 0.1268 0.3024 0.06386
|
||||
2025 12 21 61030 0.1254 0.3027 0.06444
|
||||
2025 12 22 61031 0.1239 0.3029 0.06496
|
||||
2025 12 23 61032 0.1225 0.3032 0.06533
|
||||
2025 12 24 61033 0.1211 0.3035 0.06550
|
||||
2025 12 25 61034 0.1197 0.3038 0.06544
|
||||
2025 12 26 61035 0.1183 0.3041 0.06515
|
||||
2025 12 27 61036 0.1170 0.3045 0.06469
|
||||
2025 12 28 61037 0.1156 0.3049 0.06414
|
||||
2025 12 29 61038 0.1142 0.3053 0.06364
|
||||
2025 12 30 61039 0.1129 0.3057 0.06331
|
||||
2025 12 31 61040 0.1115 0.3062 0.06323
|
||||
2026 1 1 61041 0.1102 0.3066 0.06342
|
||||
2026 1 2 61042 0.1089 0.3071 0.06382
|
||||
2026 1 3 61043 0.1076 0.3077 0.06429
|
||||
2026 1 4 61044 0.1063 0.3082 0.06469
|
||||
2026 1 5 61045 0.1050 0.3087 0.06489
|
||||
2026 1 6 61046 0.1037 0.3093 0.06486
|
||||
2026 1 7 61047 0.1024 0.3099 0.06463
|
||||
2026 1 8 61048 0.1012 0.3105 0.06428
|
||||
2026 1 9 61049 0.0999 0.3112 0.06391
|
||||
2026 1 10 61050 0.0987 0.3118 0.06361
|
||||
2026 1 11 61051 0.0975 0.3125 0.06344
|
||||
2026 1 12 61052 0.0963 0.3132 0.06344
|
||||
2026 1 13 61053 0.0951 0.3139 0.06364
|
||||
2026 1 14 61054 0.0940 0.3147 0.06401
|
||||
2026 1 15 61055 0.0928 0.3154 0.06454
|
||||
2026 1 16 61056 0.0917 0.3162 0.06517
|
||||
2026 1 17 61057 0.0906 0.3170 0.06582
|
||||
2026 1 18 61058 0.0895 0.3178 0.06640
|
||||
2026 1 19 61059 0.0884 0.3186 0.06684
|
||||
2026 1 20 61060 0.0874 0.3195 0.06707
|
||||
2026 1 21 61061 0.0863 0.3203 0.06706
|
||||
2026 1 22 61062 0.0853 0.3212 0.06680
|
||||
2026 1 23 61063 0.0843 0.3221 0.06636
|
||||
2026 1 24 61064 0.0833 0.3230 0.06582
|
||||
2026 1 25 61065 0.0823 0.3239 0.06531
|
||||
2026 1 26 61066 0.0814 0.3249 0.06494
|
||||
2026 1 27 61067 0.0804 0.3259 0.06479
|
||||
2026 1 28 61068 0.0795 0.3268 0.06489
|
||||
2026 1 29 61069 0.0786 0.3278 0.06520
|
||||
2026 1 30 61070 0.0778 0.3288 0.06562
|
||||
2026 1 31 61071 0.0769 0.3298 0.06599
|
||||
2026 2 1 61072 0.0761 0.3309 0.06620
|
||||
2026 2 2 61073 0.0753 0.3319 0.06617
|
||||
2026 2 3 61074 0.0745 0.3330 0.06589
|
||||
2026 2 4 61075 0.0737 0.3341 0.06543
|
||||
2026 2 5 61076 0.0730 0.3351 0.06490
|
||||
2026 2 6 61077 0.0723 0.3362 0.06439
|
||||
2026 2 7 61078 0.0716 0.3373 0.06401
|
||||
2026 2 8 61079 0.0709 0.3385 0.06379
|
||||
2026 2 9 61080 0.0703 0.3396 0.06378
|
||||
2026 2 10 61081 0.0696 0.3407 0.06396
|
||||
2026 2 11 61082 0.0690 0.3419 0.06432
|
||||
2026 2 12 61083 0.0685 0.3431 0.06481
|
||||
2026 2 13 61084 0.0679 0.3442 0.06537
|
||||
2026 2 14 61085 0.0674 0.3454 0.06590
|
||||
2026 2 15 61086 0.0669 0.3466 0.06634
|
||||
2026 2 16 61087 0.0664 0.3478 0.06660
|
||||
2026 2 17 61088 0.0659 0.3490 0.06664
|
||||
2026 2 18 61089 0.0655 0.3503 0.06646
|
||||
2026 2 19 61090 0.0651 0.3515 0.06608
|
||||
2026 2 20 61091 0.0647 0.3527 0.06560
|
||||
2026 2 21 61092 0.0643 0.3540 0.06514
|
||||
2026 2 22 61093 0.0640 0.3552 0.06482
|
||||
2026 2 23 61094 0.0637 0.3564 0.06470
|
||||
2026 2 24 61095 0.0634 0.3577 0.06483
|
||||
2026 2 25 61096 0.0632 0.3590 0.06515
|
||||
2026 2 26 61097 0.0629 0.3602 0.06557
|
||||
2026 2 27 61098 0.0627 0.3615 0.06596
|
||||
2026 2 28 61099 0.0625 0.3628 0.06620
|
||||
2026 3 1 61100 0.0624 0.3641 0.06619
|
||||
2026 3 2 61101 0.0623 0.3654 0.06591
|
||||
2026 3 3 61102 0.0622 0.3666 0.06538
|
||||
2026 3 4 61103 0.0621 0.3679 0.06470
|
||||
2026 3 5 61104 0.0620 0.3692 0.06398
|
||||
2026 3 6 61105 0.0620 0.3705 0.06332
|
||||
2026 3 7 61106 0.0620 0.3718 0.06280
|
||||
2026 3 8 61107 0.0620 0.3731 0.06247
|
||||
2026 3 9 61108 0.0621 0.3744 0.06235
|
||||
2026 3 10 61109 0.0621 0.3757 0.06241
|
||||
2026 3 11 61110 0.0622 0.3770 0.06263
|
||||
2026 3 12 61111 0.0624 0.3783 0.06293
|
||||
2026 3 13 61112 0.0625 0.3796 0.06322
|
||||
2026 3 14 61113 0.0627 0.3809 0.06341
|
||||
2026 3 15 61114 0.0629 0.3821 0.06342
|
||||
2026 3 16 61115 0.0631 0.3834 0.06320
|
||||
2026 3 17 61116 0.0634 0.3847 0.06271
|
||||
2026 3 18 61117 0.0637 0.3860 0.06199
|
||||
2026 3 19 61118 0.0640 0.3873 0.06113
|
||||
2026 3 20 61119 0.0643 0.3885 0.06024
|
||||
2026 3 21 61120 0.0647 0.3898 0.05943
|
||||
2026 3 22 61121 0.0651 0.3911 0.05880
|
||||
2026 3 23 61122 0.0655 0.3923 0.05842
|
||||
2026 3 24 61123 0.0659 0.3936 0.05830
|
||||
2026 3 25 61124 0.0664 0.3948 0.05832
|
||||
2026 3 26 61125 0.0668 0.3961 0.05841
|
||||
2026 3 27 61126 0.0673 0.3973 0.05840
|
||||
2026 3 28 61127 0.0679 0.3985 0.05821
|
||||
2026 3 29 61128 0.0684 0.3997 0.05777
|
||||
2026 3 30 61129 0.0690 0.4010 0.05709
|
||||
2026 3 31 61130 0.0696 0.4022 0.05624
|
||||
2026 4 1 61131 0.0702 0.4034 0.05523
|
||||
2026 4 2 61132 0.0709 0.4045 0.05420
|
||||
2026 4 3 61133 0.0715 0.4057 0.05330
|
||||
2026 4 4 61134 0.0722 0.4069 0.05257
|
||||
2026 4 5 61135 0.0729 0.4080 0.05202
|
||||
2026 4 6 61136 0.0737 0.4092 0.05164
|
||||
2026 4 7 61137 0.0744 0.4103 0.05137
|
||||
2026 4 8 61138 0.0752 0.4114 0.05123
|
||||
2026 4 9 61139 0.0760 0.4125 0.05118
|
||||
2026 4 10 61140 0.0768 0.4136 0.05105
|
||||
2026 4 11 61141 0.0777 0.4147 0.05087
|
||||
2026 4 12 61142 0.0786 0.4158 0.05044
|
||||
2026 4 13 61143 0.0794 0.4169 0.04970
|
||||
2026 4 14 61144 0.0803 0.4179 0.04867
|
||||
2026 4 15 61145 0.0813 0.4189 0.04739
|
||||
2026 4 16 61146 0.0822 0.4200 0.04601
|
||||
2026 4 17 61147 0.0832 0.4210 0.04462
|
||||
2026 4 18 61148 0.0842 0.4219 0.04343
|
||||
2026 4 19 61149 0.0852 0.4229 0.04254
|
||||
2026 4 20 61150 0.0862 0.4239 0.04195
|
||||
2026 4 21 61151 0.0872 0.4248 0.04156
|
||||
2026 4 22 61152 0.0883 0.4258 0.04129
|
||||
2026 4 23 61153 0.0894 0.4267 0.04098
|
||||
2026 4 24 61154 0.0905 0.4276 0.04050
|
||||
2026 4 25 61155 0.0916 0.4284 0.03988
|
||||
2026 4 26 61156 0.0927 0.4293 0.03914
|
||||
2026 4 27 61157 0.0939 0.4302 0.03829
|
||||
2026 4 28 61158 0.0950 0.4310 0.03744
|
||||
2026 4 29 61159 0.0962 0.4318 0.03659
|
||||
2026 4 30 61160 0.0974 0.4326 0.03591
|
||||
2026 5 1 61161 0.0986 0.4334 0.03540
|
||||
2026 5 2 61162 0.0998 0.4341 0.03522
|
||||
2026 5 3 61163 0.1010 0.4348 0.03525
|
||||
2026 5 4 61164 0.1023 0.4356 0.03547
|
||||
2026 5 5 61165 0.1035 0.4363 0.03594
|
||||
2026 5 6 61166 0.1048 0.4369 0.03644
|
||||
2026 5 7 61167 0.1061 0.4376 0.03697
|
||||
2026 5 8 61168 0.1074 0.4382 0.03741
|
||||
2026 5 9 61169 0.1087 0.4389 0.03765
|
||||
2026 5 10 61170 0.1100 0.4395 0.03762
|
||||
2026 5 11 61171 0.1114 0.4400 0.03733
|
||||
2026 5 12 61172 0.1127 0.4406 0.03682
|
||||
2026 5 13 61173 0.1140 0.4411 0.03611
|
||||
2026 5 14 61174 0.1154 0.4416 0.03540
|
||||
2026 5 15 61175 0.1168 0.4421 0.03481
|
||||
2026 5 16 61176 0.1182 0.4426 0.03447
|
||||
2026 5 17 61177 0.1195 0.4431 0.03440
|
||||
2026 5 18 61178 0.1209 0.4435 0.03458
|
||||
2026 5 19 61179 0.1223 0.4439 0.03496
|
||||
2026 5 20 61180 0.1237 0.4443 0.03531
|
||||
2026 5 21 61181 0.1252 0.4447 0.03553
|
||||
2026 5 22 61182 0.1266 0.4450 0.03563
|
||||
2026 5 23 61183 0.1280 0.4453 0.03555
|
||||
2026 5 24 61184 0.1294 0.4456 0.03538
|
||||
2026 5 25 61185 0.1309 0.4459 0.03522
|
||||
2026 5 26 61186 0.1323 0.4462 0.03510
|
||||
2026 5 27 61187 0.1337 0.4464 0.03509
|
||||
2026 5 28 61188 0.1352 0.4466 0.03526
|
||||
2026 5 29 61189 0.1366 0.4468 0.03571
|
||||
2026 5 30 61190 0.1381 0.4469 0.03643
|
||||
2026 5 31 61191 0.1395 0.4471 0.03730
|
||||
2026 6 1 61192 0.1410 0.4472 0.03832
|
||||
2026 6 2 61193 0.1425 0.4473 0.03948
|
||||
2026 6 3 61194 0.1439 0.4474 0.04058
|
||||
2026 6 4 61195 0.1454 0.4474 0.04160
|
||||
2026 6 5 61196 0.1468 0.4474 0.04249
|
||||
2026 6 6 61197 0.1483 0.4475 0.04322
|
||||
2026 6 7 61198 0.1497 0.4474 0.04372
|
||||
2026 6 8 61199 0.1512 0.4474 0.04404
|
||||
2026 6 9 61200 0.1526 0.4473 0.04420
|
||||
2026 6 10 61201 0.1541 0.4472 0.04427
|
||||
2026 6 11 61202 0.1555 0.4471 0.04441
|
||||
2026 6 12 61203 0.1570 0.4470 0.04471
|
||||
2026 6 13 61204 0.1584 0.4468 0.04527
|
||||
2026 6 14 61205 0.1598 0.4467 0.04607
|
||||
2026 6 15 61206 0.1613 0.4465 0.04699
|
||||
2026 6 16 61207 0.1627 0.4462 0.04805
|
||||
2026 6 17 61208 0.1641 0.4460 0.04907
|
||||
2026 6 18 61209 0.1655 0.4457 0.04991
|
||||
2026 6 19 61210 0.1669 0.4454 0.05056
|
||||
2026 6 20 61211 0.1683 0.4451 0.05105
|
||||
2026 6 21 61212 0.1697 0.4448 0.05136
|
||||
2026 6 22 61213 0.1711 0.4444 0.05165
|
||||
2026 6 23 61214 0.1725 0.4440 0.05210
|
||||
2026 6 24 61215 0.1738 0.4436 0.05266
|
||||
2026 6 25 61216 0.1752 0.4432 0.05340
|
||||
2026 6 26 61217 0.1765 0.4428 0.05430
|
||||
2026 6 27 61218 0.1779 0.4423 0.05539
|
||||
2026 6 28 61219 0.1792 0.4418 0.05654
|
||||
2026 6 29 61220 0.1805 0.4413 0.05779
|
||||
2026 6 30 61221 0.1818 0.4408 0.05910
|
||||
2026 7 1 61222 0.1831 0.4402 0.06048
|
||||
2026 7 2 61223 0.1844 0.4397 0.06171
|
||||
2026 7 3 61224 0.1856 0.4391 0.06280
|
||||
2026 7 4 61225 0.1869 0.4385 0.06369
|
||||
2026 7 5 61226 0.1881 0.4378 0.06434
|
||||
2026 7 6 61227 0.1893 0.4372 0.06480
|
||||
2026 7 7 61228 0.1905 0.4365 0.06523
|
||||
2026 7 8 61229 0.1917 0.4358 0.06572
|
||||
2026 7 9 61230 0.1929 0.4351 0.06633
|
||||
2026 7 10 61231 0.1941 0.4344 0.06723
|
||||
2026 7 11 61232 0.1952 0.4336 0.06843
|
||||
2026 7 12 61233 0.1964 0.4329 0.06985
|
||||
2026 7 13 61234 0.1975 0.4321 0.07146
|
||||
2026 7 14 61235 0.1986 0.4313 0.07292
|
||||
2026 7 15 61236 0.1996 0.4304 0.07413
|
||||
2026 7 16 61237 0.2007 0.4296 0.07502
|
||||
2026 7 17 61238 0.2018 0.4288 0.07557
|
||||
2026 7 18 61239 0.2028 0.4279 0.07596
|
||||
2026 7 19 61240 0.2038 0.4270 0.07629
|
||||
2026 7 20 61241 0.2048 0.4261 0.07668
|
||||
2026 7 21 61242 0.2058 0.4252 0.07728
|
||||
2026 7 22 61243 0.2067 0.4242 0.07807
|
||||
2026 7 23 61244 0.2076 0.4233 0.07908
|
||||
2026 7 24 61245 0.2085 0.4223 0.08036
|
||||
2026 7 25 61246 0.2094 0.4213 0.08180
|
||||
2026 7 26 61247 0.2103 0.4203 0.08338
|
||||
2026 7 27 61248 0.2112 0.4193 0.08491
|
||||
2026 7 28 61249 0.2120 0.4183 0.08647
|
||||
2026 7 29 61250 0.2128 0.4173 0.08786
|
||||
2026 7 30 61251 0.2136 0.4162 0.08904
|
||||
2026 7 31 61252 0.2143 0.4151 0.08998
|
||||
2026 8 1 61253 0.2151 0.4141 0.09076
|
||||
2026 8 2 61254 0.2158 0.4130 0.09130
|
||||
2026 8 3 61255 0.2165 0.4119 0.09180
|
||||
2026 8 4 61256 0.2172 0.4108 0.09232
|
||||
2026 8 5 61257 0.2178 0.4096 0.09294
|
||||
2026 8 6 61258 0.2184 0.4085 0.09372
|
||||
2026 8 7 61259 0.2190 0.4074 0.09466
|
||||
2026 8 8 61260 0.2196 0.4062 0.09591
|
||||
2026 8 9 61261 0.2202 0.4050 0.09728
|
||||
2026 8 10 61262 0.2207 0.4039 0.09868
|
||||
2026 8 11 61263 0.2212 0.4027 0.09988
|
||||
2026 8 12 61264 0.2217 0.4015 0.10077
|
||||
2026 8 13 61265 0.2221 0.4003 0.10141
|
||||
2026 8 14 61266 0.2226 0.3991 0.10182
|
||||
These predictions are based on all announced leap seconds.
|
||||
|
||||
CELESTIAL POLE OFFSET SERIES:
|
||||
NEOS Celestial Pole Offset Series
|
||||
MJD dpsi error deps error
|
||||
(msec. of arc)
|
||||
60868 -116.99 0.86 -10.78 0.21
|
||||
60869 -117.02 0.86 -10.71 0.30
|
||||
60870 -117.16 0.86 -10.75 0.30
|
||||
60871 -117.35 0.86 -10.82 0.34
|
||||
60872 -117.56 0.83 -10.83 0.29
|
||||
60873 -117.79 0.83 -10.77 0.29
|
||||
60874 -118.05 0.83 -10.70 0.29
|
||||
60875 -118.31 0.78 -10.66 0.17
|
||||
60876 -118.49 0.83 -10.70 0.16
|
||||
60877 -118.55 0.83 -10.81 0.16
|
||||
60878 -118.54 1.09 -10.92 0.16
|
||||
60879 -118.54 0.94 -10.97 0.15
|
||||
60880 -118.53 0.94 -10.93 0.15
|
||||
60881 -118.44 0.94 -10.81 0.15
|
||||
|
||||
IERS Celestial Pole Offset Final Series
|
||||
MJD dpsi deps
|
||||
(msec. of arc)
|
||||
60828 -111.0 -11.3
|
||||
60829 -111.7 -10.9
|
||||
60830 -112.1 -10.8
|
||||
60831 -112.0 -10.8
|
||||
60832 -111.7 -10.8
|
||||
60833 -111.7 -10.8
|
||||
60834 -111.9 -10.9
|
||||
60835 -112.2 -11.2
|
||||
60836 -112.5 -11.5
|
||||
60837 -112.7 -11.7
|
||||
60838 -112.8 -11.7
|
||||
60839 -112.7 -11.5
|
||||
60840 -112.6 -11.3
|
||||
60841 -112.5 -11.3
|
||||
60842 -112.4 -11.3
|
||||
60843 -112.3 -11.3
|
||||
60844 -112.4 -11.2
|
||||
60845 -112.6 -11.1
|
||||
60846 -113.0 -10.9
|
||||
60847 -113.6 -10.7
|
||||
60848 -114.2 -10.7
|
||||
60849 -114.6 -10.9
|
||||
60850 -114.7 -11.2
|
||||
60851 -114.6 -11.3
|
||||
60852 -114.5 -11.4
|
||||
60853 -114.3 -11.3
|
||||
60854 -114.0 -11.2
|
||||
60855 -114.1 -11.0
|
||||
60856 -114.6 -10.6
|
||||
60857 -115.3 -10.4
|
||||
|
||||
IAU2000A Celestial Pole Offset Series
|
||||
MJD dX error dY error
|
||||
(msec. of arc)
|
||||
60868 0.366 0.342 -0.270 0.206
|
||||
60869 0.360 0.343 -0.284 0.298
|
||||
60870 0.356 0.343 -0.292 0.298
|
||||
60871 0.352 0.343 -0.292 0.342
|
||||
60872 0.347 0.330 -0.282 0.288
|
||||
60873 0.343 0.330 -0.265 0.288
|
||||
60874 0.341 0.330 -0.243 0.288
|
||||
60875 0.342 0.308 -0.222 0.166
|
||||
60876 0.347 0.331 -0.202 0.164
|
||||
60877 0.352 0.331 -0.183 0.164
|
||||
60878 0.357 0.433 -0.166 0.157
|
||||
60879 0.359 0.375 -0.150 0.149
|
||||
60880 0.359 0.375 -0.135 0.149
|
||||
60881 0.358 0.375 -0.120 0.149
|
||||
|
||||
|
||||
IAU2000A Celestial Pole Offset Final Series
|
||||
MJD dX dY
|
||||
(msec. of arc)
|
||||
60828 0.30 -0.23
|
||||
60829 0.28 -0.26
|
||||
60830 0.28 -0.28
|
||||
60831 0.35 -0.27
|
||||
60832 0.43 -0.24
|
||||
60833 0.45 -0.20
|
||||
60834 0.43 -0.18
|
||||
60835 0.39 -0.16
|
||||
60836 0.34 -0.15
|
||||
60837 0.34 -0.19
|
||||
60838 0.35 -0.25
|
||||
60839 0.37 -0.30
|
||||
60840 0.41 -0.34
|
||||
60841 0.45 -0.35
|
||||
60842 0.50 -0.35
|
||||
60843 0.53 -0.34
|
||||
60844 0.52 -0.32
|
||||
60845 0.49 -0.29
|
||||
60846 0.45 -0.27
|
||||
60847 0.42 -0.25
|
||||
60848 0.41 -0.25
|
||||
60849 0.40 -0.26
|
||||
60850 0.39 -0.27
|
||||
60851 0.39 -0.29
|
||||
60852 0.39 -0.32
|
||||
60853 0.39 -0.33
|
||||
60854 0.38 -0.28
|
||||
60855 0.36 -0.19
|
||||
60856 0.35 -0.10
|
||||
60857 0.34 -0.03
|
||||
|
||||
)--";
|
||||
|
||||
|
||||
|
||||
} // namespace mcc::ccte::iers::defaults
|
||||
|
||||
|
||||
@ -61,6 +61,8 @@ template <mcc_angle_c CoordT>
|
||||
struct MccGenericEqtHrzCoords : MccGenericCelestialPoint<CoordT> {
|
||||
using typename MccGenericCelestialPoint<CoordT>::coord_t;
|
||||
|
||||
using MccGenericCelestialPoint<CoordT>::time_point;
|
||||
|
||||
coord_t RA_APP{}, DEC_APP{}, HA{}, AZ{}, ZD{}, ALT{};
|
||||
};
|
||||
|
||||
|
||||
@ -102,6 +102,7 @@ concept mcc_celestial_point_c = requires(T t) {
|
||||
};
|
||||
|
||||
|
||||
|
||||
/* CELESTIAL POINT WITH APPARENT EQUATORIAL AND HORIZONTAL CLASS CONCEPT */
|
||||
|
||||
template <typename T>
|
||||
@ -109,7 +110,8 @@ concept mcc_eqt_hrz_coord_c = mcc_celestial_point_c<T> && requires(T t) {
|
||||
requires mcc_angle_c<decltype(t.RA_APP)>; // right ascension
|
||||
requires mcc_angle_c<decltype(t.DEC_APP)>; // declination
|
||||
requires mcc_angle_c<decltype(t.HA)>; // hour angle
|
||||
requires mcc_angle_c<decltype(t.AZ)>; // azimuth
|
||||
requires mcc_angle_c<decltype(t.AZ)>; // azimuth (NOTE: ASSUMING THE AZINUTH IS COUNTED FROM THE SOUTH THROUGH THE
|
||||
// WEST!!!)
|
||||
requires mcc_angle_c<decltype(t.ZD)>; // zenithal distance
|
||||
requires mcc_angle_c<decltype(t.ALT)>; // altitude
|
||||
};
|
||||
@ -136,12 +138,14 @@ struct mcc_CCTE_interface_t {
|
||||
return std::forward<SelfT>(self).timepointToAppSideral(std::move(tp), st, islocal);
|
||||
}
|
||||
|
||||
// NOTE: ASSUMING THE AZINUTH IS COUNTED FROM THE SOUTH THROUGH THE WEST!!!
|
||||
template <std::derived_from<mcc_CCTE_interface_t> SelfT>
|
||||
RetT transformCoordinates(this SelfT&& self, mcc_celestial_point_c auto from_pt, mcc_celestial_point_c auto* to_pt)
|
||||
{
|
||||
return std::forward<SelfT>(self).transformCoordinates(std::move(from_pt), to_pt);
|
||||
}
|
||||
|
||||
// NOTE: ASSUMING THE AZINUTH IS COUNTED FROM THE SOUTH THROUGH THE WEST!!!
|
||||
template <std::derived_from<mcc_CCTE_interface_t> SelfT>
|
||||
RetT transformCoordinates(this SelfT&& self, mcc_celestial_point_c auto from_pt, mcc_eqt_hrz_coord_c auto* to_pt)
|
||||
{
|
||||
|
||||
358
mcc/mcc_pzone.h
358
mcc/mcc_pzone.h
@ -5,6 +5,7 @@
|
||||
|
||||
/* IMPLEMENTATION OF SOME SIMPLE PROHIBITED ZONES */
|
||||
|
||||
#include "mcc_defaults.h"
|
||||
#include "mcc_generics.h"
|
||||
|
||||
namespace mcc
|
||||
@ -13,31 +14,105 @@ namespace mcc
|
||||
static constexpr double mcc_sideral_to_UT1_ratio = 1.002737909350795; // sideral/UT1
|
||||
|
||||
|
||||
enum MccAltLimitPZErrorCode : int { ERROR_OK, ERROR_COORD_TRANSFROM };
|
||||
|
||||
} // namespace mcc
|
||||
|
||||
namespace std
|
||||
{
|
||||
|
||||
template <>
|
||||
class is_error_code_enum<mcc::MccAltLimitPZErrorCode> : public true_type
|
||||
{
|
||||
};
|
||||
|
||||
} // namespace std
|
||||
|
||||
|
||||
|
||||
namespace mcc
|
||||
{
|
||||
|
||||
/* MINIMAL OR MAXIMAL ALTITUDE PROHIBITED ZONES */
|
||||
|
||||
|
||||
/* error category definition */
|
||||
|
||||
// error category
|
||||
struct MccAltLimitPZCategory : public std::error_category {
|
||||
MccAltLimitPZCategory() : std::error_category() {}
|
||||
|
||||
const char* name() const noexcept
|
||||
{
|
||||
return "ALTITUDE-LIMIT-PZ";
|
||||
}
|
||||
|
||||
std::string message(int ec) const
|
||||
{
|
||||
MccAltLimitPZErrorCode err = static_cast<MccAltLimitPZErrorCode>(ec);
|
||||
|
||||
switch (err) {
|
||||
case MccAltLimitPZErrorCode::ERROR_OK:
|
||||
return "OK";
|
||||
case MccAltLimitPZErrorCode::ERROR_COORD_TRANSFROM:
|
||||
return "coordinate transformation error";
|
||||
default:
|
||||
return "UNKNOWN";
|
||||
}
|
||||
}
|
||||
|
||||
static const MccAltLimitPZCategory& get()
|
||||
{
|
||||
static const MccAltLimitPZCategory constInst;
|
||||
return constInst;
|
||||
}
|
||||
};
|
||||
|
||||
|
||||
inline std::error_code make_error_code(MccAltLimitPZErrorCode ec)
|
||||
{
|
||||
return std::error_code(static_cast<int>(ec), MccAltLimitPZCategory::get());
|
||||
}
|
||||
|
||||
|
||||
|
||||
enum class MccAltLimitKind { MIN_ALT_LIMIT, MAX_ALT_LIMIT };
|
||||
|
||||
template <mcc_ccte_c CCTE_T, MccAltLimitKind KIND = MccAltLimitKind::MIN_ALT_LIMIT>
|
||||
template <MccAltLimitKind KIND = MccAltLimitKind::MIN_ALT_LIMIT>
|
||||
class MccAltLimitPZ : public mcc_pzone_interface_t<std::error_code>
|
||||
{
|
||||
protected:
|
||||
double _altLimit, _cosALim, _sinAlim;
|
||||
double _cosLat, _sinLat, _absLat;
|
||||
static constexpr auto pi2 = std::numbers::pi * 2.0;
|
||||
|
||||
CCTE_T* _ccteEngine;
|
||||
template <traits::mcc_time_duration_c T>
|
||||
static constexpr T infiniteDuration =
|
||||
std::integral<typename T::rep> ? T{std::numeric_limits<typename T::rep>::max()}
|
||||
: T{std::numeric_limits<typename T::rep>::infinity()};
|
||||
|
||||
public:
|
||||
typedef std::error_code error_t;
|
||||
|
||||
MccAltLimitPZ(mcc_angle_c auto const& alt_limit, mcc_angle_c auto const& latitude, CCTE_T* ccte_engine)
|
||||
: _altLimit(alt_limit),
|
||||
MccAltLimitPZ(mcc_angle_c auto const& alt_limit, mcc_angle_c auto const& latitude, mcc_ccte_c auto* ccte_engine)
|
||||
: _altLimit(MccAngle(alt_limit).normalize<MccAngle::NORM_KIND_90_90>()),
|
||||
_cosALim(cos(_altLimit)),
|
||||
_sinAlim(sin(_altLimit)),
|
||||
_cosLat(cos(latitude)),
|
||||
_sinLat(sin(latitude)),
|
||||
_absLat(abs(latitude)),
|
||||
_ccteEngine(ccte_engine)
|
||||
_latLim(MccAltLimitPZ::pi2 - _altLimit)
|
||||
{
|
||||
_transformCoordinates = [ccte_engine](MccCelestialPoint from_pt, MccCelestialPoint* to_pt) -> error_t {
|
||||
auto err = ccte_engine->transformCoordinates(from_pt, to_pt);
|
||||
if (!err) {
|
||||
return MccAltLimitPZErrorCode::ERROR_OK;
|
||||
}
|
||||
|
||||
if (std::same_as<decltype(err), error_t>) {
|
||||
return err;
|
||||
} else {
|
||||
return MccAltLimitPZErrorCode::ERROR_COORD_TRANSFROM;
|
||||
}
|
||||
};
|
||||
}
|
||||
|
||||
consteval std::string_view name() const
|
||||
@ -52,26 +127,291 @@ public:
|
||||
error_t inPZone(InputT coords, bool* result)
|
||||
requires(mcc_eqt_hrz_coord_c<InputT> || mcc_celestial_point_c<InputT>)
|
||||
{
|
||||
// auto ret =
|
||||
// return ret;
|
||||
double alt;
|
||||
|
||||
error_t ret = MccAltLimitPZErrorCode::ERROR_OK;
|
||||
|
||||
if constexpr (mcc_eqt_hrz_coord_c<InputT>) {
|
||||
alt = coords.ALT;
|
||||
} else {
|
||||
MccCelestialPoint to_pt{.pair_kind = MccCoordPairKind::COORDS_KIND_AZALT, .time_point = coords.time_point};
|
||||
ret = getCoord(coords, &to_pt);
|
||||
if (ret) {
|
||||
return ret;
|
||||
}
|
||||
|
||||
alt = to_pt.Y;
|
||||
}
|
||||
|
||||
if constexpr (KIND == MccAltLimitKind::MIN_ALT_LIMIT) {
|
||||
*result = alt <= _altLimit;
|
||||
} else if constexpr (KIND == MccAltLimitKind::MAX_ALT_LIMIT) {
|
||||
*result = alt >= _altLimit;
|
||||
}
|
||||
|
||||
return ret;
|
||||
}
|
||||
|
||||
template <typename InputT>
|
||||
error_t timeToPZone(InputT coords, traits::mcc_time_duration_c auto* res_time)
|
||||
requires(mcc_eqt_hrz_coord_c<InputT> || mcc_celestial_point_c<InputT>)
|
||||
{
|
||||
using res_t = std::remove_cvref_t<decltype(*res_time)>;
|
||||
|
||||
double ha, dec;
|
||||
|
||||
error_t ret = MccAltLimitPZErrorCode::ERROR_OK;
|
||||
|
||||
bool inzone;
|
||||
ret = inPZone(coords, &inzone);
|
||||
if (ret) {
|
||||
return ret;
|
||||
}
|
||||
|
||||
if (inzone) {
|
||||
*res_time = res_t{0};
|
||||
return ret;
|
||||
}
|
||||
|
||||
if constexpr (mcc_eqt_hrz_coord_c<InputT>) {
|
||||
ha = coords.HA;
|
||||
dec = coords.DEC_APP;
|
||||
} else {
|
||||
MccCelestialPoint to_pt{.pair_kind = MccCoordPairKind::COORDS_KIND_HADEC_APP,
|
||||
.time_point = coords.time_point};
|
||||
ret = getCoord(coords, &to_pt);
|
||||
if (ret) {
|
||||
return ret;
|
||||
}
|
||||
|
||||
ha = to_pt.X;
|
||||
dec = to_pt.Y;
|
||||
}
|
||||
|
||||
if (!doesObjectReachZone(dec)) {
|
||||
*res_time = infiniteDuration<res_t>;
|
||||
return ret;
|
||||
}
|
||||
|
||||
if constexpr (KIND ==
|
||||
MccAltLimitKind::MIN_ALT_LIMIT) { // the closest time point is one after upper culmination
|
||||
compute(ha, dec, false, res_time);
|
||||
} else if constexpr (KIND == MccAltLimitKind::MAX_ALT_LIMIT) { // the closest time point is one before upper
|
||||
// culmination
|
||||
compute(ha, dec, true, res_time);
|
||||
}
|
||||
|
||||
return ret;
|
||||
}
|
||||
|
||||
template <typename InputT>
|
||||
error_t timeFromPZone(InputT coords, traits::mcc_time_duration_c auto* res_time)
|
||||
requires(mcc_eqt_hrz_coord_c<InputT> || mcc_celestial_point_c<InputT>)
|
||||
{
|
||||
using res_t = std::remove_cvref_t<decltype(*res_time)>;
|
||||
|
||||
double ha, dec;
|
||||
|
||||
error_t ret = MccAltLimitPZErrorCode::ERROR_OK;
|
||||
|
||||
bool inzone;
|
||||
ret = inPZone(coords, &inzone);
|
||||
if (ret) {
|
||||
return ret;
|
||||
}
|
||||
|
||||
if (!inzone) {
|
||||
*res_time = res_t{0};
|
||||
return ret;
|
||||
}
|
||||
|
||||
if constexpr (mcc_eqt_hrz_coord_c<InputT>) {
|
||||
ha = coords.HA;
|
||||
dec = coords.DEC_APP;
|
||||
} else {
|
||||
MccCelestialPoint to_pt{.pair_kind = MccCoordPairKind::COORDS_KIND_HADEC_APP,
|
||||
.time_point = coords.time_point};
|
||||
ret = getCoord(coords, &to_pt);
|
||||
if (ret) {
|
||||
return ret;
|
||||
}
|
||||
|
||||
ha = to_pt.X;
|
||||
dec = to_pt.Y;
|
||||
}
|
||||
|
||||
if (!doesObjectExitFromZone(dec)) {
|
||||
*res_time = infiniteDuration<res_t>;
|
||||
return ret;
|
||||
}
|
||||
|
||||
if (!doesObjectReachZone(dec)) {
|
||||
*res_time = res_t{0};
|
||||
return ret;
|
||||
}
|
||||
|
||||
if constexpr (KIND ==
|
||||
MccAltLimitKind::MIN_ALT_LIMIT) { // the closest time point is one before upper culmination
|
||||
compute(ha, dec, true, res_time);
|
||||
} else if constexpr (KIND == MccAltLimitKind::MAX_ALT_LIMIT) { // the closest time point is one after upper
|
||||
// culmination
|
||||
compute(ha, dec, false, res_time);
|
||||
}
|
||||
|
||||
return ret;
|
||||
}
|
||||
|
||||
template <typename InputT>
|
||||
error_t intersectPZone(InputT coords, mcc_celestial_point_c auto* point)
|
||||
requires(mcc_eqt_hrz_coord_c<InputT> || mcc_celestial_point_c<InputT>)
|
||||
{
|
||||
double ha, dec, az;
|
||||
|
||||
error_t ret = MccAltLimitPZErrorCode::ERROR_OK;
|
||||
|
||||
if constexpr (mcc_eqt_hrz_coord_c<InputT>) {
|
||||
ha = coords.HA;
|
||||
dec = coords.DEC_APP;
|
||||
} else {
|
||||
MccCelestialPoint to_pt{.pair_kind = MccCoordPairKind::COORDS_KIND_HADEC_APP,
|
||||
.time_point = coords.time_point};
|
||||
ret = getCoord(coords, &to_pt);
|
||||
if (ret) {
|
||||
return ret;
|
||||
}
|
||||
|
||||
ha = to_pt.X;
|
||||
dec = to_pt.Y;
|
||||
}
|
||||
|
||||
double sinDec = sin(dec), cosDec = cos(dec);
|
||||
|
||||
auto cos_ha = (_sinAlim - sinDec * _sinLat) / cosDec / _cosLat;
|
||||
|
||||
if (cos_ha > 1.0) { // no intersection
|
||||
// compute culmination points?
|
||||
return ret;
|
||||
}
|
||||
|
||||
// WARNNIG: THE EXPRESSION ASSUMES THAT AZIMUTH IS COUNTED FROM THE SOUTH THROUGH THE WEST!!!
|
||||
double cosA = (-sinDec * _cosLat + cosDec * _sinLat * cos_ha) / _cosALim;
|
||||
|
||||
if constexpr (KIND ==
|
||||
MccAltLimitKind::MIN_ALT_LIMIT) { // the closest time point is one after upper culmination
|
||||
az = std::acos(cosA);
|
||||
} else if constexpr (KIND == MccAltLimitKind::MAX_ALT_LIMIT) { // the closest time point is one before upper
|
||||
// culmination
|
||||
az = -std::acos(cosA);
|
||||
}
|
||||
|
||||
MccCelestialPoint pt{
|
||||
.pair_kind = MccCoordPairKind::COORDS_KIND_AZALT, .time_point = coords.time_point, .X = az, .Y = _altLimit},
|
||||
to_pt{.pair_kind = point->pair_kind, .time_point = point->time_point};
|
||||
|
||||
ret = _transformCoordinates(pt, &to_pt);
|
||||
if (!ret) {
|
||||
point->X = to_pt.X;
|
||||
point->Y = to_pt.Y;
|
||||
}
|
||||
|
||||
return ret;
|
||||
}
|
||||
|
||||
protected:
|
||||
double _altLimit, _cosALim, _sinAlim;
|
||||
double _cosLat, _sinLat, _absLat, _latLim;
|
||||
|
||||
std::function<error_t(MccCelestialPoint, MccCelestialPoint*)> _transformCoordinates{};
|
||||
|
||||
error_t getCoord(mcc_celestial_point_c auto const& from_pt, MccCelestialPoint* to_pt)
|
||||
{
|
||||
MccCelestialPoint pt{
|
||||
.pair_kind = from_pt.pair_kind, .time_point = from_pt.time_point, .X = from_pt.X, .Y = from_pt.Y};
|
||||
|
||||
return _transformCoordinates(pt, to_pt);
|
||||
}
|
||||
|
||||
bool doesObjectReachZone(const double& dec_app)
|
||||
{
|
||||
// check for limit conditions
|
||||
auto dd = std::abs(dec_app);
|
||||
|
||||
if constexpr (KIND == MccAltLimitKind::MIN_ALT_LIMIT) {
|
||||
dd += _altLimit;
|
||||
|
||||
if (dd > _latLim) { // never fall below altitude limit
|
||||
return false;
|
||||
}
|
||||
} else if constexpr (KIND == MccAltLimitKind::MAX_ALT_LIMIT) {
|
||||
if ((dd < (_absLat - _altLimit)) || (dd > (_absLat + _altLimit))) { // never rise above altitude limit
|
||||
return false;
|
||||
}
|
||||
} else {
|
||||
static_assert(false, "UNKNOWN ALTITUDE LIMIT TYPE!");
|
||||
}
|
||||
|
||||
return true;
|
||||
}
|
||||
|
||||
|
||||
bool doesObjectExitFromZone(const double& dec_app)
|
||||
{
|
||||
// check for limit conditions
|
||||
auto dd = std::abs(dec_app);
|
||||
|
||||
if constexpr (KIND == MccAltLimitKind::MIN_ALT_LIMIT) {
|
||||
dd -= _altLimit;
|
||||
|
||||
if (-dd <= -_latLim) { // always below altitude limit
|
||||
return false;
|
||||
}
|
||||
} else if constexpr (KIND == MccAltLimitKind::MAX_ALT_LIMIT) {
|
||||
if ((dd >= (_absLat - _altLimit)) || (dd <= (_absLat + _altLimit))) { // always above altitude limit
|
||||
return false;
|
||||
}
|
||||
} else {
|
||||
static_assert(false, "UNKNOWN ALTITUDE LIMIT TYPE!");
|
||||
}
|
||||
|
||||
return true;
|
||||
}
|
||||
|
||||
|
||||
void compute(const double& ha_app,
|
||||
const double& dec_app,
|
||||
bool before_upper_culm,
|
||||
traits::mcc_time_duration_c auto* result)
|
||||
{
|
||||
using res_t = std::remove_cvref_t<decltype(*result)>;
|
||||
using period_t = typename res_t::period;
|
||||
|
||||
double cos_ha = (_sinAlim - std::sin(dec_app) * _sinLat) / std::cos(dec_app) / _cosLat;
|
||||
|
||||
if (cos_ha > 1.0) { // should not be!
|
||||
*result = infiniteDuration<res_t>;
|
||||
}
|
||||
|
||||
double ha;
|
||||
// WARNING: what about south hemisphere?!!!
|
||||
if (before_upper_culm) {
|
||||
ha = -std::acos(cos_ha); // HA before upper culmination
|
||||
} else {
|
||||
ha = std::acos(cos_ha); // HA after upper culmination!!
|
||||
}
|
||||
|
||||
auto time_ang = ha - ha_app; // in sideral time scale
|
||||
|
||||
if (time_ang < 0.0) { // next day
|
||||
time_ang += MccAltLimitPZ::pi2;
|
||||
}
|
||||
|
||||
time_ang /= mcc_sideral_to_UT1_ratio; // to UT1 time scale
|
||||
|
||||
std::chrono::nanoseconds ns{
|
||||
static_cast<std::chrono::nanoseconds::rep>(time_ang * 43200.0 / std::numbers::pi * 1.0E9)};
|
||||
|
||||
period_t rat;
|
||||
*result = res_t{static_cast<typename res_t::rep>(time_ang * 43200.0 / std::numbers::pi * rat.den / rat.num)};
|
||||
}
|
||||
};
|
||||
|
||||
|
||||
79
mcc/tests/ccte_test.cpp
Normal file
79
mcc/tests/ccte_test.cpp
Normal file
@ -0,0 +1,79 @@
|
||||
#include <iostream>
|
||||
|
||||
#include "../mcc_ccte_erfa.h"
|
||||
#include "../mcc_pzone.h"
|
||||
|
||||
using namespace mcc::ccte::erfa;
|
||||
|
||||
int main()
|
||||
{
|
||||
MccCCTE_ERFA::engine_state_t state{.lat = 43.646711_degs, .lon = 41.440732_degs, .elev = 2100.0};
|
||||
state.meteo = {10.0, 0.5, 1010.0};
|
||||
|
||||
MccCCTE_ERFA erfa(state);
|
||||
|
||||
std::cout << "LAT = " << mcc::MccAngle(state.lat).sexagesimal() << "\n";
|
||||
std::cout << "LON = " << mcc::MccAngle(state.lon).sexagesimal() << "\n";
|
||||
|
||||
auto now = std::chrono::system_clock::now();
|
||||
|
||||
mcc::MccCelestialPoint cp{
|
||||
.pair_kind = mcc::MccCoordPairKind::COORDS_KIND_RADEC_ICRS, .X = "10:20:30.44"_hms, .Y = "20:30:40.55"_dms};
|
||||
|
||||
mcc::MccEqtHrzCoords eqhrz;
|
||||
eqhrz.time_point = now;
|
||||
|
||||
|
||||
auto ret = erfa.transformCoordinates(cp, &eqhrz);
|
||||
|
||||
std::cout << "ret = " << ret.message() << "\n";
|
||||
|
||||
std::cout << "RA_ICRS = " << mcc::MccAngle(cp.X).sexagesimal(true) << "\n";
|
||||
std::cout << "DEC_ICRS = " << mcc::MccAngle(cp.Y).sexagesimal() << "\n\n";
|
||||
|
||||
std::cout << "time point = " << eqhrz.time_point << "\n";
|
||||
std::cout << "RA_APP = " << mcc::MccAngle(eqhrz.RA_APP).sexagesimal(true) << "\n";
|
||||
std::cout << "DEC_APP = " << mcc::MccAngle(eqhrz.DEC_APP).sexagesimal() << "\n";
|
||||
std::cout << "HA = " << mcc::MccAngle(eqhrz.HA).sexagesimal(true) << "\n";
|
||||
std::cout << "AZ = " << mcc::MccAngle(eqhrz.AZ).sexagesimal() << "\n";
|
||||
std::cout << "ZD = " << mcc::MccAngle(eqhrz.ZD).sexagesimal() << "\n";
|
||||
std::cout << "ALT = " << mcc::MccAngle(eqhrz.ALT).sexagesimal() << "\n";
|
||||
|
||||
std::cout << "\n\n";
|
||||
|
||||
mcc::MccJulianDay jd;
|
||||
ret = erfa.timepointToJulday(now, &jd);
|
||||
std::cout << "ret = " << ret.message() << "\n";
|
||||
|
||||
std::cout << "JD = " << std::setprecision(12) << (double)jd << "\n";
|
||||
|
||||
mcc::MccAngle lst;
|
||||
ret = erfa.timepointToAppSideral(now, &lst, true);
|
||||
std::cout << "LST = " << lst.sexagesimal(true) << "\n";
|
||||
|
||||
|
||||
std::cout << "\n\n";
|
||||
|
||||
mcc::MccAltLimitPZ<mcc::MccAltLimitKind::MIN_ALT_LIMIT> altmin(10.0_degs, state.lat, &erfa);
|
||||
|
||||
bool inzone;
|
||||
|
||||
std::cout << "time point = " << eqhrz.time_point << "\n";
|
||||
ret = altmin.inPZone(eqhrz, &inzone);
|
||||
std::cout << "ret = " << ret.message() << "\n";
|
||||
std::cout << "ALTMIN: inZone = " << std::boolalpha << inzone << "\n";
|
||||
|
||||
std::chrono::duration<double> dsec;
|
||||
ret = altmin.timeToPZone(eqhrz, &dsec);
|
||||
std::cout << "ret = " << ret.message() << "\n";
|
||||
std::cout << "TIME TO ZONE: " << dsec << " ("
|
||||
<< now + std::chrono::duration_cast<std::chrono::system_clock::duration>(dsec) << ")\n";
|
||||
|
||||
mcc::MccCelestialPoint icp{.pair_kind = mcc::MccCoordPairKind::COORDS_KIND_AZALT, .time_point = now};
|
||||
ret = altmin.intersectPZone(eqhrz, &icp);
|
||||
std::cout << "ret = " << ret.message() << "\n";
|
||||
std::cout << "INTERSEC AZ = " << mcc::MccAngle(icp.X).sexagesimal() << "\n";
|
||||
std::cout << "INTERSEC ALT = " << mcc::MccAngle(icp.Y).sexagesimal() << "\n";
|
||||
|
||||
return 0;
|
||||
}
|
||||
36
mcc/update_iers_data.sh
Executable file
36
mcc/update_iers_data.sh
Executable file
@ -0,0 +1,36 @@
|
||||
#!/bin/bash
|
||||
|
||||
#
|
||||
# $1 - output filename
|
||||
#
|
||||
|
||||
if [[ $# -eq 0 ]]; then
|
||||
res_file="mcc_ccte_iers_default.h"
|
||||
else
|
||||
res_file=$1
|
||||
fi
|
||||
|
||||
|
||||
echo -e '#pragma once\n
|
||||
|
||||
#include <string>\n
|
||||
|
||||
namespace mcc::ccte::iers::defaults\n
|
||||
{
|
||||
|
||||
// https://hpiers.obspm.fr/iers/bul/bulc/Leap_Second.dat\n
|
||||
static std::string MCC_DEFAULT_LEAP_SECONDS_FILE = R"--(\n' > $res_file
|
||||
|
||||
wget --quiet https://hpiers.obspm.fr/iers/bul/bulc/Leap_Second.dat -O - >> $res_file
|
||||
|
||||
echo -e ')--";\n\n' >> $res_file
|
||||
|
||||
echo -e '// https://datacenter.iers.org/data/latestVersion/bulletinA.txt\n
|
||||
static std::string MCC_DEFAULT_IERS_BULLETIN_A_FILE = R"--(\n' >> $res_file
|
||||
|
||||
wget --quiet https://datacenter.iers.org/data/latestVersion/bulletinA.txt -O - >> $res_file
|
||||
|
||||
echo -e ')--";\n
|
||||
|
||||
|
||||
} // namespace mcc::ccte::iers::defaults\n' >> $res_file
|
||||
Loading…
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Reference in New Issue
Block a user