Locating noise-dominated data in quadrant 0
    : Time   totcounts   fraction
    : 408992075.0  2572  0.917
    : 408992076.0  2844  0.948
    : 408992077.0  2463  0.962
    : 408992078.0  2674  0.955
    : 408992079.0  2828  0.959
    : 408992080.0  2698  0.933
    : 408992082.0  2544  0.943
    : 408992083.0  2578  0.947
    : 408992084.0  2564  0.944
    : 408992085.0  2605  0.936
    : 408992086.0  2826  0.947
    : 408992087.0  2722  0.943
    : 408992088.0  2514  0.953
    : 408992089.0  2681  0.968
    : 408992090.0  2918  0.962
    : 408992091.0  2390  0.956
    : 408992092.0  2381  0.947
    : 408992093.0  2590  0.919
    : 408992094.0  2517  0.884
    : 408992095.0  2549  0.941
    : 408992096.0  2695  0.960
    : 408992097.0  2659  0.946
    : 408992098.0  2556  0.946
    : 408992099.0  2785  0.957
    : 408992100.0  2511  0.942
    : 408992101.0  2703  0.943
    : 408992102.0  2625  0.936
    : 408992103.0  2187  0.929
    : 408992104.0  2737  0.928
    : 408992105.0  2301  0.920
    : 408992106.0  2699  0.949
    : 408992107.0  2406  0.940
    : 408992108.0  2473  0.943
    : 408992109.0  2714  0.961
    : 408992110.0  2562  0.949
    : 408992111.0  2760  0.954
    : 408992112.0  2534  0.940
    : 408992113.0  2309  0.941
    : 408992114.0  2734  0.936
    : 408992115.0  2485  0.942
    : 408992116.0  2574  0.940
    : 408992117.0  2827  0.941
    : 408992118.0  2773  0.946
    : 408992119.0  2464  0.936
    : 408992120.0  2592  0.937
    : 408992121.0  3032  0.943
    : 408992122.0  2037  0.961
    : 408992123.0  2808  0.951
    : 408992124.0  2239  0.944
    : 408992125.0  2391  0.959
    : 408992126.0  2532  0.951
    : 408992127.0  2263  0.912
    : 408992128.0  2420  0.882
    : 408992129.0  2548  0.921
    : 408992130.0  2687  0.937
    : 408992131.0  2636  0.948
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    : 408992133.0  2720  0.942
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    : 408992135.0  2766  0.944
    : 408992136.0  2190  0.903
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    : 408992138.0  2582  0.940
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    : 408992141.0  2540  0.940
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    : 408992143.0  2721  0.949
    : 408992144.0  2687  0.950
    : 408992145.0  2082  0.934
    : 408992146.0  2964  0.936
    : 408992147.0  2448  0.934
    : 408992148.0  2634  0.942
    : 408992149.0  2952  0.963
    : 408992150.0  2138  0.885
    : 408992151.0  2853  0.930
    : 408992152.0  2775  0.950
    : 408992153.0  2694  0.955
    : 408992154.0  2372  0.941
    : 408992155.0  2642  0.944
    : 408992156.0  2592  0.954
    : 408992157.0  2526  0.945
    : 408992158.0  2317  0.938
    : 408992159.0  2752  0.940
    : 408992160.0  2694  0.952
    : 408992161.0  2796  0.938
    : 408992162.0  2612  0.957
    : 408992163.0  2421  0.936
    : 408992164.0  2133  0.817
    : 408992165.0  2334  0.856
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    : 408992167.0  2552  0.935
    : 408992168.0  2361  0.924
    : 408992169.0  2517  0.878
    : 408992170.0  2342  0.943
    : 408992171.0  2470  0.866
    : 408992172.0  2826  0.960
    : 408992173.0  2244  0.936
    : 408992174.0  2934  0.944
    : 408992175.0  2146  0.946
    : 408992176.0  3136  0.937
    : 408992177.0  2722  0.957
    : 408992178.0  2907  0.948
    : 408992179.0  2571  0.931
    : 408992180.0  2151  0.943
    : 408992182.0  2630  0.898
    : 408992183.0  2654  0.936
    : 408992184.0  2428  0.923
    : 408992185.0  2706  0.947
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    : 408992187.0  2541  0.943
    : 408992188.0  2448  0.937
    : 408992189.0  2940  0.945
    : 408992190.0  2168  0.935
    : 408992191.0  2703  0.911
    : 408992192.0  2290  0.864
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    : 408992194.0  2438  0.926
    : 408992195.0  2500  0.941
    : 408992196.0  2631  0.927
    : 408992197.0  2908  0.937
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    : 408992199.0  2710  0.941
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    : 408992203.0  2271  0.903
    : 408992204.0  2422  0.916
    : 408992205.0  2396  0.904
    : 408992206.0  2174  0.855
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    : 408992209.0  2659  0.928
    : 408992210.0  2031  0.907
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    : 408992212.0  2672  0.901
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    : 408992214.0  2197  0.898
    : 408992216.0  2659  0.929
    : 408992217.0  2204  0.863
    : 408992218.0  2891  0.898
    : 408992219.0  2348  0.938
    : 408992220.0  2344  0.910
    : 408992221.0  2678  0.903
    : 408992222.0  2443  0.937
    : 408992223.0  2347  0.918
    : 408992224.0  2504  0.917
    : 408992225.0  2546  0.916
    : 408992226.0  2423  0.921
    : 408992227.0  2448  0.938
    : 408992228.0  2316  0.904
    : 408992229.0  2155  0.892
    : 408992230.0  2680  0.906
    : 408992231.0  2658  0.937
    : 408992232.0  2391  0.924
    : 408992233.0  2540  0.902
    : 408992234.0  2001  0.909
    : 408992235.0  2588  0.935
    : 408992236.0  2523  0.920
    : 408992237.0  2452  0.914
    : 408992238.0  2518  0.903
    : 408992239.0  2553  0.860
    : 408992240.0  2248  0.952
    : 408992241.0  2488  0.915
    : 408992242.0  2612  0.905
    : 408992243.0  2352  0.881
    : 408992245.0  2297  0.836
    : 408992246.0  2678  0.932
    : 408992247.0  2768  0.913
    : 408992248.0  2770  0.955
    : 408992249.0  2613  0.959
    : 408992250.0  2563  0.961
    : 408992251.0  2661  0.928
    : 408992252.0  2605  0.916
    : 408992253.0  2364  0.908
    : 408992254.0  2399  0.895
    : 408992255.0  2500  0.924
    : 408992256.0  2408  0.915
    : 408992257.0  2443  0.905
    : 408992258.0  2544  0.910
    : 408992259.0  2313  0.923
    : 408992260.0  2474  0.850
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    : 408992263.0  2459  0.883
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    : 408992265.0  2596  0.951
    : 408992268.0  2037  0.854
    : 408992269.0  2300  0.882
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    : 408992274.0  2599  0.930
    : 408992275.0  2217  0.900
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    : 408992289.0  2628  0.952
    : 408992290.0  2513  0.927
    : 408992291.0  2572  0.917
    : 408992292.0  2699  0.933
    : 408992293.0  2751  0.932
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    : 408992295.0  2651  0.962
    : 408992296.0  2654  0.937
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    : 408992303.0  2604  0.935
    : 408992304.0  2803  0.941
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    : 408992309.0  2575  0.927
    : 408992310.0  2045  0.816
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    : 408992316.0  2550  0.915
    : 408992317.0  2388  0.899
    : 408992318.0  2611  0.944
    : 408992319.0  2651  0.934
    : 408992320.0  2757  0.952
    : 408992321.0  2235  0.872
    : 408992322.0  2030  0.835
    : 408992324.0  2959  0.931
    : 408992325.0  2670  0.940
    : 408992326.0  2896  0.954
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    : 408992335.0  2959  0.891
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    : 408992340.0  2693  0.930
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    : 408993091.0  2088  0.915
    : 408993092.0  2895  0.930
    : 408993093.0  2489  0.887
    : 408993094.0  2223  0.875
    : 408993095.0  2383  0.876
    : 408993096.0  3065  0.939
    : 408993097.0  2843  0.956
    : 408993098.0  2985  0.965
    : 408993099.0  2220  0.964
    : 408993100.0  2236  0.967
    : 408993101.0  2573  0.886
    : 408993253.0  2209  0.819
    : 408993263.0  2470  0.853
    : 408993269.0  2386  0.861
    : 408993277.0  2209  0.839
    : 408993278.0  2291  0.860
    : 408993284.0  2136  0.821
    : 408993286.0  2490  0.890
    : 408993287.0  2185  0.850
    : 408993390.0  2236  0.909
    : 408993391.0  2605  0.922
    : 408993447.0  2300  0.891
    : 408993448.0  2292  0.857
    : 408993450.0  2383  0.848
    : 408993451.0  2103  0.851
    : 408993453.0  2184  0.820
    : 408993454.0  2306  0.877
    : 408993456.0  2054  0.809
    : 408993458.0  2318  0.862
    : 408993459.0  2037  0.871
    : 408993461.0  2285  0.877
    : 408993462.0  2136  0.868
    : 408993463.0  2133  0.859
    : 408993466.0  2123  0.842
    : 408993467.0  2623  0.884
    : 408993468.0  2119  0.856
    : 408993470.0  2269  0.881
    : 408993471.0  2559  0.887
    : 408993473.0  2090  0.846
    : 408993479.0  2183  0.834
    : 408993481.0  2153  0.827
    : 408993490.0  2089  0.823
    : 408993507.0  2460  0.867
    : 408998345.0  2629  0.897
    : 408998346.0  2334  0.888
    : 408998347.0  2189  0.876
    : 408998348.0  2319  0.880
    : 408998349.0  2184  0.848
    : 408998350.0  2165  0.853
    : 408998363.0  2596  0.878
    : 408998366.0  2109  0.819
    : 408998372.0  2359  0.851
    : 408998380.0  2139  0.823
    : 408998382.0  2194  0.842
    : 408998384.0  2036  0.845
    : 408998385.0  2073  0.803
    : 408998387.0  2145  0.823
    : 408998388.0  2111  0.826
    : 408998389.0  2189  0.847
    : 408998392.0  2555  0.912
    : 408998443.0  2206  0.879
    : 408998508.0  2038  0.811
    : 408998547.0  2183  0.935
    : 408998557.0  3194  0.915
    : 408998709.0  2113  0.860
    : 408998716.0  2724  0.892
    : 408998717.0  2223  0.951
    : 408998734.0  2033  0.817
    : 408998883.0  2360  0.843
    : 408998884.0  2187  0.893
    : 408998890.0  2325  0.899
    : 408998894.0  2834  0.898
    : 408998895.0  2497  0.918
    : 408998896.0  2592  0.911
    : 408998905.0  2745  0.890
    : 408998906.0  2430  0.895
    : 408998907.0  2522  0.885
    : 408998918.0  2666  0.918
    : 408998919.0  2654  0.907
    : 408998920.0  2306  0.859
    : 408998938.0  2153  0.830
    : 408998946.0  2035  0.808
    : 408998958.0  2069  0.830
    : 408999000.0  2262  0.897
    : 408999015.0  2225  0.947
    Total number of 1 second bins: 6945
    Bins with >0 counts          : 4853
    Bins with >2000 counts       : 1023
    1023 of 1023 high count rate bins were dominated by noise
    Noise dominated 14.73% of total time, 21.08% of detector on time (defined as non-zero counts)


Locating noise-dominated data in quadrant 1
    : Time   totcounts   fraction
    : 408994354.0  2520  0.919
    : 408994357.0  2619  0.952
    : 408994358.0  2022  0.951
    : 408994864.0  2082  0.841
    Total number of 1 second bins: 6945
    Bins with >0 counts          : 4853
    Bins with >2000 counts       : 4
    4 of 4 high count rate bins were dominated by noise
    Noise dominated 0.06% of total time, 0.08% of detector on time (defined as non-zero counts)


Locating noise-dominated data in quadrant 2
    : Time   totcounts   fraction
    : 408992076.0  2281  0.848
    : 408998345.0  2126  0.782
    Total number of 1 second bins: 6945
    Bins with >0 counts          : 4853
    Bins with >2000 counts       : 2
    2 of 2 high count rate bins were dominated by noise
    Noise dominated 0.03% of total time, 0.04% of detector on time (defined as non-zero counts)


Locating noise-dominated data in quadrant 3
    : Time   totcounts   fraction
    : 408992075.0  2277  0.831
    : 408992076.0  2470  0.921
    : 408992181.0  2111  0.835
    : 408992183.0  2099  0.805
    : 408992203.0  2014  0.806
    : 408992208.0  2167  0.949
    : 408992932.0  2381  0.875
    : 408993251.0  3026  0.932
    : 408993394.0  2607  0.959
    : 408993395.0  2033  0.912
    : 408994603.0  3301  0.967
    : 408994673.0  2610  0.918
    : 408994674.0  2552  0.947
    : 408994867.0  2463  0.893
    : 408994868.0  2679  0.903
    : 408994869.0  2472  0.884
    : 408994872.0  2073  0.845
    : 408994884.0  2294  0.870
    : 408994885.0  3162  0.952
    : 408994888.0  2757  0.918
    : 408994901.0  2278  0.865
    : 408996137.0  2219  0.852
    : 408996165.0  2369  0.841
    : 408998347.0  2025  0.821
    : 408998348.0  2052  0.853
    : 408998349.0  2894  0.910
    : 408998421.0  2489  0.944
    : 408998425.0  2115  0.853
    : 408998447.0  2305  0.805
    : 408998456.0  2582  0.857
    : 408998460.0  2448  0.880
    : 408998461.0  2138  0.852
    : 408998475.0  2120  0.813
    : 408998477.0  2517  0.952
    : 408998478.0  2529  0.912
    : 408998517.0  2271  0.846
    : 408998518.0  2637  0.946
    : 408998519.0  2210  0.956
    : 408998520.0  2699  0.927
    : 408998530.0  2351  0.870
    : 408998536.0  2102  0.833
    : 408998537.0  2313  0.848
    : 408998551.0  2140  0.836
    : 408998554.0  2062  0.796
    : 408998555.0  2357  0.886
    : 408998556.0  2278  0.848
    : 408998561.0  2120  0.846
    : 408998578.0  2582  0.921
    : 408998579.0  3310  0.927
    : 408998580.0  2536  0.957
    : 408998581.0  2537  0.950
    : 408998582.0  2481  0.952
    : 408998593.0  2332  0.845
    : 408998595.0  2422  0.870
    : 408998596.0  2371  0.842
    Total number of 1 second bins: 6945
    Bins with >0 counts          : 4853
    Bins with >2000 counts       : 55
    55 of 55 high count rate bins were dominated by noise
    Noise dominated 0.79% of total time, 1.13% of detector on time (defined as non-zero counts)