Photometric systemDetector type. 0:Energy counter, 1:Photon counter.InstrumentObservational facilityTransmission componentsReference wavelength. Defined as the same than the pivot wavelength.Mean wavelength. Defined as integ[x*filter(x) dx]/integ[filter(x) dx]Effective wavelength. Defined as integ[x*filter(x)*vega(x) dx]/integ[filter(x)*vega(x) dx]Minimum filter wavelength. Defined as the first lambda value with a transmission at least 1% of maximum transmissionMaximum filter wavelength. Defined as the last lambda value with a transmission at least 1% of maximum transmissionEffective width. Defined as integ[x*filter(x) dx].\nEquivalent to the horizontal size of a rectangle with height equal to maximum transmission and with the same area that the one covered by the filter transmission curve.Central wavelength. Defined as the central wavelength between the two points defining FWMHPeak wavelength. Defined as sqrt{integ[x*filter(x) dx]/integ[filter(x) dx/x]}Peak wavelength. Defined as the lambda value with larger transmissionPhoton distribution based effective wavelength. Defined as integ[x^2*filter(x)*vega(x) dx]/integ[x*filter(x)*vega(x) dx]Full width at half maximum. Defined as the difference between the two wavelengths for which filter transmission is half maximumSun flux

8180	0.00053
8185	0.00068
8190	0.00088
8195	0.0012
8200	0.0015
8205	0.002
8210	0.0027
8215	0.0037
8220	0.0049
8225	0.0067
8230	0.0094
8235	0.013
8240	0.0183
8245	0.0261
8250	0.0371
8255	0.0532
8260	0.0773
8265	0.111
8270	0.16
8275	0.226
8280	0.309
8285	0.408
8290	0.511
8295	0.609
8300	0.687
8305	0.744
8310	0.778
8315	0.797
8320	0.805
8325	0.807
8330	0.808
8335	0.808
8340	0.807
8345	0.807
8350	0.807
8355	0.806
8360	0.805
8365	0.803
8370	0.802
8375	0.799
8380	0.798
8385	0.796
8390	0.795
8395	0.793
8400	0.793
8405	0.793
8410	0.795
8415	0.796
8420	0.798
8425	0.802
8430	0.805
8435	0.809
8440	0.815
8445	0.82
8450	0.826
8455	0.831
8460	0.837
8465	0.843
8470	0.848
8475	0.852
8480	0.857
8485	0.86
8490	0.863
8495	0.865
8500	0.866
8505	0.867
8510	0.868
8515	0.866
8520	0.865
8525	0.863
8530	0.861
8535	0.858
8540	0.855
8545	0.852
8550	0.848
8555	0.844
8560	0.84
8565	0.837
8570	0.832
8575	0.829
8580	0.826
8585	0.822
8590	0.82
8595	0.816
8600	0.815
8605	0.813
8610	0.81
8615	0.81
8620	0.81
8625	0.81
8630	0.809
8635	0.81
8640	0.81
8645	0.812
8650	0.814
8655	0.815
8660	0.817
8665	0.819
8670	0.823
8675	0.826
8680	0.83
8685	0.832
8690	0.835
8695	0.838
8700	0.842
8705	0.847
8710	0.849
8715	0.851
8720	0.856
8725	0.861
8730	0.861
8735	0.865
8740	0.868
8745	0.868
8750	0.871
8755	0.871
8760	0.875
8765	0.873
8770	0.872
8775	0.871
8780	0.872
8785	0.87
8790	0.868
8795	0.866
8800	0.868
8805	0.861
8810	0.862
8815	0.859
8820	0.858
8825	0.855
8830	0.85
8835	0.847
8840	0.847
8845	0.844
8850	0.841
8855	0.84
8860	0.839
8865	0.837
8870	0.838
8875	0.834
8880	0.834
8885	0.832
8890	0.829
8895	0.833
8900	0.837
8905	0.838
8910	0.838
8915	0.839
8920	0.84
8925	0.842
8930	0.843
8935	0.845
8940	0.847
8945	0.849
8950	0.852
8955	0.853
8960	0.856
8965	0.858
8970	0.86
8975	0.862
8980	0.864
8985	0.866
8990	0.868
8995	0.869
9000	0.871
9005	0.872
9010	0.873
9015	0.874
9020	0.875
9025	0.875
9030	0.875
9035	0.875
9040	0.875
9045	0.874
9050	0.874
9055	0.873
9060	0.872
9065	0.871
9070	0.869
9075	0.868
9080	0.866
9085	0.865
9090	0.864
9095	0.862
9100	0.861
9105	0.859
9110	0.858
9115	0.857
9120	0.856
9125	0.855
9130	0.854
9135	0.853
9140	0.853
9145	0.852
9150	0.852
9155	0.853
9160	0.853
9165	0.853
9170	0.854
9175	0.854
9180	0.855
9185	0.856
9190	0.857
9195	0.858
9200	0.86
9205	0.861
9210	0.862
9215	0.864
9220	0.866
9225	0.867
9230	0.868
9235	0.87
9240	0.871
9245	0.873
9250	0.874
9255	0.875
9260	0.876
9265	0.876
9270	0.877
9275	0.877
9280	0.878
9285	0.878
9290	0.877
9295	0.877
9300	0.876
9305	0.875
9310	0.875
9315	0.873
9320	0.872
9325	0.87
9330	0.869
9335	0.867
9340	0.865
9345	0.863
9350	0.861
9355	0.859
9360	0.857
9365	0.855
9370	0.853
9375	0.851
9380	0.849
9385	0.847
9390	0.845
9395	0.843
9400	0.842
9405	0.84
9410	0.839
9415	0.838
9420	0.837
9425	0.836
9430	0.836
9435	0.835
9440	0.835
9445	0.835
9450	0.836
9455	0.836
9460	0.837
9465	0.837
9470	0.838
9475	0.84
9480	0.841
9485	0.842
9490	0.844
9495	0.846
9500	0.847
9505	0.849
9510	0.851
9515	0.853
9520	0.855
9525	0.857
9530	0.859
9535	0.861
9540	0.863
9545	0.865
9550	0.867
9555	0.869
9560	0.87
9565	0.872
9570	0.873
9575	0.874
9580	0.875
9585	0.876
9590	0.877
9595	0.877
9600	0.878
9605	0.878
9610	0.878
9615	0.878
9620	0.878
9625	0.878
9630	0.877
9635	0.876
9640	0.876
9645	0.875
9650	0.874
9655	0.872
9660	0.871
9665	0.87
9670	0.869
9675	0.867
9680	0.866
9685	0.865
9690	0.863
9695	0.862
9700	0.861
9705	0.86
9710	0.858
9715	0.857
9720	0.856
9725	0.855
9730	0.854
9735	0.854
9740	0.853
9745	0.853
9750	0.852
9755	0.852
9760	0.852
9765	0.852
9770	0.851
9775	0.851
9780	0.852
9785	0.852
9790	0.852
9795	0.853
9800	0.853
9805	0.854
9810	0.854
9815	0.855
9820	0.856
9825	0.856
9830	0.857
9835	0.857
9840	0.858
9845	0.859
9850	0.86
9855	0.86
9860	0.861
9865	0.861
9870	0.862
9875	0.862
9880	0.863
9885	0.863
9890	0.863
9895	0.863
9900	0.864
9905	0.864
9910	0.863
9915	0.863
9920	0.863
9925	0.863
9930	0.863
9935	0.862
9940	0.862
9945	0.861
9950	0.861
9955	0.86
9960	0.859
9965	0.859
9970	0.858
9975	0.857
9980	0.856
9985	0.855
9990	0.854
9995	0.853
10000	0.852
10005	0.85
10010	0.849
10015	0.848
10020	0.847
10025	0.846
10030	0.844
10035	0.843
10040	0.841
10045	0.84
10050	0.838
10055	0.836
10060	0.835
10065	0.833
10070	0.832
10075	0.83
10080	0.828
10085	0.827
10090	0.825
10095	0.823
10100	0.822
10105	0.82
10110	0.818
10115	0.816
10120	0.815
10125	0.813
10130	0.811
10135	0.81
10140	0.808
10145	0.807
10150	0.806
10155	0.804
10160	0.803
10165	0.802
10170	0.801
10175	0.8
10180	0.799
10185	0.799
10190	0.798
10195	0.798
10200	0.798
10205	0.798
10210	0.798
10215	0.798
10220	0.798
10225	0.799
10230	0.799
10235	0.8
10240	0.801
10245	0.802
10250	0.803
10255	0.804
10260	0.805
10265	0.807
10270	0.808
10275	0.809
10280	0.811
10285	0.812
10290	0.814
10295	0.815
10300	0.816
10305	0.817
10310	0.818
10315	0.82
10320	0.821
10325	0.822
10330	0.823
10335	0.823
10340	0.824
10345	0.824
10350	0.824
10355	0.824
10360	0.825
10365	0.824
10370	0.824
10375	0.824
10380	0.823
10385	0.823
10390	0.822
10395	0.821
10400	0.82
10405	0.819
10410	0.818
10415	0.816
10420	0.815
10425	0.813
10430	0.811
10435	0.81
10440	0.807
10445	0.805
10450	0.802
10455	0.799
10460	0.796
10465	0.793
10470	0.789
10475	0.785
10480	0.781
10485	0.777
10490	0.772
10495	0.767
10500	0.763
10505	0.757
10510	0.752
10515	0.748
10520	0.743
10525	0.739
10530	0.735
10535	0.733
10540	0.73
10545	0.73
10550	0.73
10555	0.732
10560	0.735
10565	0.741
10570	0.748
10575	0.757
10580	0.769
10585	0.783
10590	0.798
10595	0.812
10600	0.828
10605	0.84
10610	0.847
10615	0.844
10620	0.83
10625	0.8
10630	0.758
10635	0.694
10640	0.62
10645	0.539
10650	0.453
10655	0.382
10660	0.312
10665	0.253
10670	0.201
10675	0.159
10680	0.128
10685	0.101
10690	0.0822
10695	0.0653
10700	0.0525
10705	0.0427
10710	0.0342
10715	0.0284
10720	0.0233
10725	0.0193
10730	0.0159
10735	0.0133
10740	0.011
10745	0.0093
10750	0.008
10755	0.0068
10760	0.0058
10765	0.0048
10770	0.0043
10775	0.0036
10780	0.0032
10785	0.0027
10790	0.0026
10795	0.0023
10800	0.0019
10805	0.0017
10810	0.0015
10815	0.0014
10820	0.0012
10825	0.0012
10830	0.00098
10835	0.00096
10840	0.00085
10845	0.00074
10850	0.00072
10855	0.00071
10860	0.00056
10865	0.00075
10870	0.00047