Locating noise-dominated data in quadrant 0
    : Time   totcounts   fraction
    : 397302607.0  2037  0.786
    Total number of 1 second bins: 7395
    Bins with >0 counts          : 5722
    Bins with >2000 counts       : 1
    1 of 1 high count rate bins were dominated by noise
    Noise dominated 0.01% of total time, 0.02% of detector on time (defined as non-zero counts)


Locating noise-dominated data in quadrant 1
    : Time   totcounts   fraction
    : 397296853.0  2058  0.805
    : 397297201.0  2503  0.833
    : 397297352.0  2362  0.867
    : 397298064.0  2883  0.888
    : 397298066.0  2633  0.884
    : 397298073.0  2107  0.848
    : 397298074.0  2776  0.886
    : 397298077.0  3063  0.883
    : 397298079.0  2276  0.884
    : 397298080.0  2119  0.866
    : 397298081.0  2191  0.849
    : 397298082.0  3104  0.897
    : 397298083.0  2347  0.903
    : 397298084.0  2535  0.916
    : 397298086.0  2618  0.908
    : 397298088.0  2227  0.868
    : 397298090.0  2041  0.844
    : 397298091.0  2074  0.853
    : 397298092.0  2518  0.875
    : 397298094.0  2376  0.867
    : 397298095.0  2969  0.921
    : 397298096.0  2599  0.916
    : 397298097.0  2332  0.905
    : 397298098.0  2082  0.874
    : 397298099.0  2180  0.895
    : 397298100.0  2301  0.875
    : 397298101.0  3236  0.921
    : 397298102.0  2001  0.876
    : 397298103.0  3022  0.948
    : 397298104.0  2362  0.911
    : 397298106.0  2356  0.894
    : 397298107.0  2523  0.908
    : 397298108.0  2432  0.908
    : 397298109.0  2646  0.935
    : 397298110.0  2646  0.937
    : 397298111.0  2692  0.934
    : 397298112.0  2629  0.925
    : 397298115.0  2137  0.846
    : 397298116.0  2251  0.850
    : 397298117.0  2091  0.846
    : 397298120.0  2954  0.903
    : 397298121.0  2697  0.900
    : 397298122.0  2024  0.869
    : 397298123.0  2025  0.875
    : 397298124.0  2065  0.864
    : 397298125.0  2434  0.898
    : 397298131.0  2253  0.844
    : 397298134.0  2842  0.888
    : 397298136.0  2535  0.892
    : 397298137.0  2343  0.914
    : 397298138.0  2737  0.959
    : 397298139.0  2647  0.967
    : 397298140.0  2756  0.977
    : 397298141.0  2702  0.950
    : 397298142.0  2359  0.957
    : 397298143.0  2582  0.934
    : 397298144.0  2197  0.888
    : 397298145.0  2678  0.954
    : 397298154.0  3807  0.952
    : 397298156.0  3144  0.932
    : 397298157.0  2434  0.937
    : 397298158.0  2426  0.883
    : 397298159.0  2476  0.960
    : 397298160.0  2408  0.954
    : 397298161.0  2623  0.920
    : 397298162.0  2307  0.953
    : 397298163.0  2243  0.900
    : 397298164.0  2372  0.901
    : 397298165.0  2445  0.886
    : 397298166.0  2533  0.896
    : 397298167.0  2809  0.937
    : 397298168.0  2593  0.959
    : 397298169.0  2687  0.967
    : 397298170.0  2860  0.976
    : 397298171.0  2810  0.964
    : 397298172.0  2634  0.969
    : 397298173.0  2845  0.969
    : 397298174.0  2524  0.945
    : 397298175.0  2592  0.961
    : 397298176.0  2543  0.928
    : 397298177.0  2757  0.948
    : 397298178.0  2525  0.958
    : 397298179.0  2745  0.947
    : 397298180.0  2746  0.954
    : 397298181.0  2725  0.945
    : 397298182.0  2387  0.912
    : 397298183.0  2429  0.909
    : 397298184.0  2513  0.922
    : 397298185.0  2739  0.946
    : 397298186.0  2133  0.891
    : 397298187.0  2715  0.943
    : 397298188.0  2792  0.940
    : 397298189.0  2636  0.921
    : 397298191.0  3477  0.925
    : 397298192.0  2403  0.944
    : 397298193.0  2575  0.953
    : 397298194.0  2691  0.940
    : 397298195.0  2677  0.938
    : 397298196.0  2554  0.929
    : 397298197.0  2232  0.931
    : 397298198.0  2547  0.938
    : 397298199.0  2564  0.947
    : 397298200.0  2367  0.932
    : 397298201.0  2282  0.955
    : 397298202.0  2307  0.887
    : 397298203.0  2429  0.899
    : 397298204.0  3060  0.938
    : 397298205.0  2576  0.917
    : 397298206.0  2539  0.909
    : 397298207.0  2581  0.931
    : 397298208.0  2729  0.945
    : 397298209.0  2618  0.965
    : 397298210.0  2731  0.958
    : 397298211.0  2394  0.949
    : 397298212.0  2677  0.957
    : 397298213.0  2750  0.969
    : 397298214.0  2258  0.901
    : 397298215.0  2639  0.934
    : 397298216.0  2620  0.944
    : 397298217.0  2074  0.900
    : 397298218.0  2724  0.948
    : 397298219.0  2630  0.941
    : 397298221.0  2124  0.878
    : 397298222.0  2692  0.887
    : 397298223.0  2426  0.909
    : 397298224.0  2745  0.915
    : 397298233.0  2431  0.842
    : 397298234.0  2653  0.916
    : 397298235.0  2570  0.945
    : 397298237.0  2628  0.901
    : 397298238.0  2628  0.917
    : 397298239.0  2373  0.903
    : 397298240.0  2664  0.913
    : 397298241.0  2714  0.934
    : 397298242.0  2364  0.933
    : 397298245.0  3201  0.929
    : 397298246.0  2557  0.936
    : 397298247.0  2255  0.927
    : 397298248.0  2640  0.947
    : 397298249.0  2644  0.936
    : 397298250.0  2368  0.918
    : 397298251.0  2649  0.948
    : 397298252.0  2616  0.951
    : 397298253.0  2458  0.939
    : 397298254.0  2472  0.940
    : 397298255.0  2431  0.946
    : 397298256.0  2252  0.931
    : 397298257.0  2463  0.950
    : 397298258.0  2617  0.934
    : 397298259.0  2724  0.946
    : 397298260.0  2479  0.927
    : 397298261.0  2662  0.937
    : 397298262.0  2442  0.928
    : 397298263.0  2635  0.942
    : 397298264.0  2201  0.912
    : 397298266.0  2250  0.839
    : 397298268.0  2141  0.842
    : 397298270.0  2011  0.831
    : 397298271.0  2103  0.839
    : 397298283.0  2935  0.910
    : 397298293.0  4040  0.945
    : 397298294.0  2724  0.953
    : 397298295.0  2335  0.923
    : 397298296.0  2509  0.911
    : 397298297.0  2676  0.920
    : 397298298.0  2665  0.949
    : 397298299.0  2694  0.948
    : 397298300.0  2586  0.940
    : 397298302.0  2830  0.898
    : 397298305.0  3202  0.893
    : 397298306.0  2496  0.929
    : 397298307.0  2589  0.945
    : 397298308.0  2744  0.948
    : 397298312.0  2028  0.845
    : 397298313.0  2874  0.912
    : 397298314.0  2686  0.941
    : 397298315.0  2357  0.921
    : 397298316.0  2711  0.938
    : 397298317.0  2589  0.940
    : 397298319.0  2986  0.932
    : 397298320.0  2660  0.938
    : 397298321.0  2533  0.924
    : 397298323.0  2370  0.870
    : 397298324.0  2160  0.865
    : 397298325.0  2541  0.870
    : 397298331.0  2193  0.860
    : 397298335.0  2316  0.867
    : 397298338.0  2294  0.858
    : 397298339.0  2569  0.896
    : 397298340.0  2735  0.938
    : 397298341.0  2708  0.931
    : 397298342.0  2208  0.899
    : 397298345.0  2977  0.889
    : 397298346.0  2008  0.866
    : 397298347.0  2613  0.882
    : 397298349.0  2334  0.878
    : 397298359.0  2590  0.898
    : 397298361.0  2234  0.866
    : 397298362.0  2758  0.883
    : 397298363.0  2346  0.908
    : 397298364.0  2555  0.888
    : 397298366.0  2871  0.898
    : 397298367.0  2638  0.913
    : 397298368.0  2285  0.889
    : 397298369.0  2312  0.901
    : 397298370.0  2244  0.912
    : 397298371.0  2530  0.930
    : 397298372.0  2267  0.884
    : 397298373.0  2099  0.892
    : 397298374.0  2289  0.875
    : 397298375.0  2161  0.875
    : 397298376.0  2621  0.906
    : 397298377.0  2720  0.905
    : 397298378.0  2469  0.929
    : 397298379.0  2684  0.939
    : 397298380.0  2637  0.934
    : 397298381.0  2809  0.954
    : 397298382.0  2524  0.931
    : 397298389.0  3170  0.900
    : 397298396.0  2961  0.903
    : 397298397.0  2465  0.938
    : 397298398.0  2477  0.928
    : 397298399.0  2430  0.932
    : 397298400.0  2670  0.942
    : 397298401.0  2659  0.941
    : 397298404.0  2245  0.867
    : 397298407.0  2294  0.853
    : 397298408.0  2965  0.927
    : 397298410.0  2079  0.860
    : 397298411.0  2274  0.869
    : 397298415.0  3708  0.949
    : 397298416.0  2602  0.924
    : 397298417.0  2670  0.924
    : 397298421.0  3201  0.911
    : 397298422.0  2469  0.907
    : 397298426.0  3368  0.936
    : 397298427.0  2676  0.934
    : 397298428.0  2786  0.945
    : 397298429.0  2791  0.958
    : 397298431.0  3222  0.918
    : 397298432.0  2230  0.893
    : 397298433.0  2296  0.865
    : 397298434.0  2372  0.884
    : 397298435.0  2087  0.876
    : 397298436.0  2385  0.888
    : 397298440.0  2915  0.866
    : 397298446.0  2478  0.880
    : 397298450.0  2369  0.860
    : 397298452.0  2375  0.856
    : 397298453.0  2092  0.853
    : 397298456.0  2907  0.894
    : 397298457.0  2546  0.909
    : 397298459.0  2043  0.844
    : 397298460.0  2926  0.872
    : 397298463.0  3285  0.914
    : 397298464.0  2826  0.943
    : 397298465.0  2635  0.932
    : 397298466.0  2568  0.929
    : 397298467.0  2364  0.918
    : 397298468.0  2470  0.932
    : 397298470.0  2324  0.870
    : 397298471.0  2354  0.938
    : 397298477.0  2673  0.876
    : 397298479.0  2572  0.880
    : 397298483.0  2523  0.874
    : 397298489.0  2081  0.873
    : 397298495.0  2926  0.905
    : 397298496.0  2460  0.926
    : 397298497.0  2620  0.930
    : 397298498.0  2147  0.919
    : 397298499.0  2124  0.863
    : 397298500.0  3309  0.909
    : 397298501.0  2449  0.924
    : 397298502.0  2643  0.928
    : 397298503.0  2654  0.934
    : 397298504.0  2496  0.921
    : 397298507.0  2973  0.896
    : 397298508.0  2251  0.882
    : 397298509.0  2697  0.884
    : 397298510.0  2590  0.900
    : 397298512.0  2377  0.868
    : 397298516.0  3214  0.899
    : 397298517.0  2597  0.938
    : 397298521.0  2749  0.925
    : 397298522.0  2721  0.962
    : 397298523.0  2290  0.923
    : 397298524.0  2364  0.917
    : 397298525.0  2481  0.921
    : 397298526.0  2421  0.901
    : 397298527.0  2687  0.891
    : 397298528.0  2121  0.886
    : 397298530.0  2637  0.917
    : 397298531.0  3113  0.939
    : 397298532.0  2718  0.934
    : 397298535.0  2143  0.819
    : 397298536.0  2485  0.889
    : 397298537.0  2673  0.889
    : 397298538.0  2553  0.926
    : 397298539.0  2516  0.909
    : 397298544.0  2382  0.862
    : 397298552.0  2903  0.904
    : 397298553.0  2548  0.944
    : 397298554.0  2203  0.891
    : 397298556.0  3325  0.898
    : 397298570.0  3216  0.924
    : 397298571.0  2126  0.928
    : 397298572.0  2801  0.941
    : 397298573.0  2390  0.902
    : 397298574.0  2355  0.893
    : 397298575.0  2767  0.911
    : 397298576.0  2737  0.936
    : 397298577.0  2538  0.916
    : 397298578.0  2258  0.916
    : 397298580.0  2963  0.905
    : 397298581.0  2732  0.940
    : 397298582.0  2421  0.904
    : 397298583.0  2684  0.930
    : 397298584.0  2830  0.921
    : 397298585.0  2642  0.929
    : 397298586.0  2663  0.914
    : 397298587.0  2752  0.938
    : 397298588.0  2445  0.936
    : 397298589.0  2072  0.917
    : 397298591.0  2492  0.884
    : 397298593.0  3291  0.913
    : 397298594.0  2210  0.885
    : 397298595.0  2920  0.923
    : 397298596.0  2424  0.917
    : 397298597.0  2549  0.932
    : 397298598.0  2017  0.893
    : 397298599.0  2677  0.921
    : 397298600.0  2657  0.931
    : 397298601.0  2625  0.934
    : 397298602.0  2711  0.959
    : 397298603.0  2392  0.944
    : 397298604.0  2350  0.907
    : 397298605.0  2319  0.917
    : 397298606.0  2472  0.919
    : 397298607.0  2710  0.937
    : 397298609.0  2623  0.904
    : 397298612.0  3611  0.913
    : 397298615.0  2590  0.907
    : 397298616.0  2106  0.893
    : 397298617.0  2296  0.858
    : 397298684.0  2737  0.885
    : 397298685.0  2143  0.892
    : 397298686.0  2704  0.904
    : 397298687.0  2101  0.906
    : 397298688.0  2577  0.880
    : 397298691.0  2727  0.886
    : 397298706.0  2087  0.850
    : 397298707.0  2394  0.852
    : 397298710.0  2184  0.841
    : 397298717.0  2163  0.853
    : 397298719.0  2049  0.847
    : 397298772.0  2173  0.838
    : 397298775.0  2671  0.910
    : 397298783.0  2270  0.843
    : 397298785.0  2494  0.890
    : 397298786.0  2508  0.882
    : 397298792.0  3432  0.920
    : 397298794.0  2109  0.831
    : 397298796.0  2405  0.854
    : 397298798.0  2044  0.839
    : 397298799.0  2128  0.837
    : 397298801.0  2171  0.846
    : 397299071.0  2568  0.864
    : 397299206.0  2548  0.860
    : 397299208.0  2788  0.914
    : 397299382.0  2431  0.858
    : 397299517.0  2510  0.864
    : 397299565.0  2098  0.847
    : 397299576.0  2711  0.881
    : 397299577.0  2132  0.889
    : 397299578.0  2424  0.908
    : 397299582.0  2373  0.877
    : 397299583.0  2167  0.849
    : 397299589.0  2269  0.857
    : 397299591.0  2337  0.891
    : 397299593.0  2479  0.843
    : 397299601.0  2137  0.841
    : 397299602.0  2561  0.882
    : 397299660.0  2105  0.826
    : 397299705.0  2898  0.894
    : 397299706.0  2466  0.915
    : 397299948.0  2312  0.859
    : 397299998.0  2502  0.864
    : 397300000.0  3075  0.906
    : 397300011.0  2362  0.872
    : 397300414.0  2578  0.860
    : 397300453.0  2319  0.828
    : 397300486.0  3556  0.982
    : 397302614.0  2503  0.801
    : 397302615.0  2175  0.838
    : 397302616.0  2349  0.882
    : 397302617.0  2366  0.902
    : 397302627.0  2182  0.834
    : 397302629.0  2393  0.916
    : 397302754.0  2498  0.816
    : 397302889.0  2728  0.864
    : 397303054.0  2833  0.864
    : 397303058.0  2149  0.772
    : 397303062.0  2237  0.804
    : 397303096.0  3726  0.968
    : 397303097.0  2063  0.855
    : 397303134.0  2825  0.869
    : 397303135.0  2240  0.885
    : 397303229.0  2241  0.811
    : 397303230.0  2552  0.860
    : 397303231.0  2274  0.848
    : 397303232.0  2062  0.833
    : 397303238.0  2204  0.804
    : 397303239.0  2053  0.900
    : 397303240.0  2106  0.868
    : 397303241.0  2197  0.934
    : 397303242.0  2263  0.890
    : 397303243.0  2308  0.886
    : 397303244.0  2022  0.861
    : 397303245.0  2124  0.865
    : 397303246.0  2261  0.888
    : 397303247.0  2327  0.893
    : 397303254.0  2898  0.885
    : 397303473.0  2719  0.914
    Total number of 1 second bins: 7395
    Bins with >0 counts          : 5722
    Bins with >2000 counts       : 423
    423 of 423 high count rate bins were dominated by noise
    Noise dominated 5.72% of total time, 7.39% of detector on time (defined as non-zero counts)


Locating noise-dominated data in quadrant 2
    : Time   totcounts   fraction
    : 397296338.0  2031  0.797
    : 397296343.0  3111  0.893
    : 397296350.0  2082  0.820
    : 397296354.0  3064  0.932
    : 397296358.0  2568  0.823
    : 397296365.0  2773  0.870
    : 397296367.0  2049  0.820
    : 397296426.0  2419  0.848
    : 397298322.0  3044  0.911
    : 397298323.0  2338  0.873
    : 397298324.0  2145  0.868
    : 397298334.0  2107  0.850
    : 397298335.0  2345  0.844
    : 397298338.0  2548  0.863
    : 397298344.0  2113  0.857
    : 397298369.0  2697  0.872
    : 397298370.0  2221  0.874
    : 397298371.0  3190  0.905
    : 397298386.0  2230  0.860
    : 397298494.0  2561  0.864
    : 397298581.0  2930  0.903
    : 397298677.0  2178  0.835
    : 397298679.0  2496  0.863
    : 397298680.0  2305  0.871
    : 397298681.0  2015  0.837
    : 397298682.0  2750  0.909
    : 397298683.0  2522  0.875
    : 397298687.0  2765  0.912
    : 397298688.0  2643  0.887
    : 397298689.0  2999  0.921
    : 397298692.0  2592  0.863
    : 397298696.0  2462  0.865
    : 397298697.0  2160  0.854
    : 397299116.0  2081  0.827
    : 397299117.0  2022  0.847
    : 397299601.0  2026  0.817
    : 397299607.0  3432  0.916
    : 397300377.0  3732  0.906
    : 397302607.0  2744  0.855
    : 397302614.0  2055  0.768
    : 397302647.0  2963  0.882
    : 397303541.0  2446  0.860
    Total number of 1 second bins: 7395
    Bins with >0 counts          : 5722
    Bins with >2000 counts       : 42
    42 of 42 high count rate bins were dominated by noise
    Noise dominated 0.57% of total time, 0.73% of detector on time (defined as non-zero counts)


Locating noise-dominated data in quadrant 3
    : Time   totcounts   fraction
    : 397296337.0  2227  0.828
    : 397296340.0  2221  0.839
    : 397297014.0  2231  0.827
    : 397297017.0  2460  0.830
    : 397297019.0  2766  0.894
    : 397297021.0  2666  0.860
    : 397297121.0  2071  0.826
    : 397297260.0  3858  0.962
    : 397297267.0  2799  0.880
    : 397297270.0  2476  0.914
    : 397297303.0  2586  0.859
    : 397297308.0  2355  0.858
    : 397297309.0  2392  0.868
    : 397297439.0  2396  0.843
    : 397297563.0  2577  0.891
    : 397297767.0  2332  0.864
    : 397298249.0  2419  0.866
    : 397298250.0  2870  0.978
    : 397298251.0  2314  0.985
    : 397298252.0  2697  0.996
    : 397298269.0  2725  0.898
    : 397298291.0  3000  0.910
    : 397298517.0  2460  0.876
    : 397298668.0  2514  0.866
    : 397298755.0  2660  0.872
    : 397298756.0  2086  0.882
    : 397298758.0  2917  0.896
    : 397298759.0  2015  0.878
    : 397298772.0  2106  0.840
    : 397298776.0  2247  0.887
    : 397298810.0  3114  0.892
    : 397298845.0  2588  0.922
    : 397298850.0  2478  0.893
    : 397298852.0  2241  0.867
    : 397298858.0  2289  0.861
    : 397298869.0  3658  0.914
    : 397298926.0  4886  0.973
    : 397298927.0  2777  0.951
    : 397299354.0  2175  0.845
    : 397299466.0  2957  0.900
    : 397299467.0  2098  0.889
    : 397299468.0  2723  0.901
    : 397299711.0  2614  0.887
    : 397299712.0  2499  0.932
    : 397299719.0  3482  0.911
    : 397299721.0  2463  0.857
    : 397299722.0  3039  0.901
    : 397299723.0  2663  0.986
    : 397299724.0  2260  0.888
    : 397299725.0  2809  0.941
    : 397299728.0  2272  0.863
    : 397299733.0  3381  0.920
    : 397299734.0  2611  0.894
    : 397299735.0  3279  0.956
    : 397299736.0  2772  0.945
    : 397299737.0  2703  0.970
    : 397299738.0  2466  0.913
    : 397299740.0  2149  0.847
    : 397299743.0  3371  0.951
    : 397299744.0  2662  0.957
    : 397299745.0  2588  0.959
    : 397299746.0  2681  0.945
    : 397299747.0  2560  0.940
    : 397299748.0  2652  0.967
    : 397299749.0  2693  0.955
    : 397299750.0  2407  0.973
    : 397299751.0  2615  0.948
    : 397299752.0  2222  0.892
    : 397299753.0  2639  0.970
    : 397299754.0  2666  0.990
    : 397299755.0  2727  0.988
    : 397299756.0  2435  0.990
    : 397299757.0  2701  0.954
    : 397299758.0  2686  0.975
    : 397299759.0  2654  0.970
    : 397299760.0  2640  0.970
    : 397299761.0  2489  0.965
    : 397299762.0  2827  0.959
    : 397299763.0  2700  0.991
    : 397299764.0  2776  0.987
    : 397299765.0  2792  0.972
    : 397299766.0  2372  1.000
    : 397299767.0  2131  1.000
    : 397299768.0  2577  1.000
    : 397299769.0  2692  0.993
    : 397299770.0  2596  0.981
    : 397299771.0  2394  0.984
    : 397299772.0  2668  0.992
    : 397299773.0  2649  0.966
    : 397299774.0  2679  0.987
    : 397299922.0  2392  0.849
    : 397300011.0  2324  0.878
    : 397300038.0  2582  0.911
    : 397300136.0  2052  0.856
    : 397300137.0  2608  0.905
    : 397300138.0  2206  0.889
    : 397300156.0  2543  0.878
    : 397300164.0  2983  0.887
    : 397300165.0  2002  0.863
    : 397300166.0  3493  0.938
    : 397300168.0  2143  0.840
    : 397300169.0  3032  0.926
    : 397300173.0  2532  0.849
    : 397300175.0  2962  0.918
    : 397300176.0  2213  0.981
    : 397300177.0  2082  0.923
    : 397300180.0  2603  0.870
    : 397300182.0  2842  0.909
    : 397300187.0  2185  0.856
    : 397300188.0  3193  0.921
    : 397300189.0  2532  0.950
    : 397300194.0  3256  0.900
    : 397300195.0  2287  0.928
    : 397300198.0  2356  0.859
    : 397300489.0  2161  0.841
    : 397300502.0  2241  0.861
    : 397300503.0  2762  0.899
    : 397300507.0  2089  0.821
    : 397300695.0  2146  0.838
    : 397302624.0  3567  0.897
    : 397302914.0  2450  0.824
    : 397302969.0  2060  0.794
    : 397302988.0  2748  0.870
    : 397302989.0  2475  0.861
    : 397303152.0  2155  0.814
    : 397303153.0  2803  0.910
    : 397303164.0  2103  0.764
    : 397303165.0  2841  0.877
    : 397303180.0  2966  0.891
    : 397303259.0  3131  0.911
    : 397303260.0  2436  0.924
    : 397303261.0  2430  0.947
    : 397303639.0  2342  0.849
    : 397303690.0  2195  0.881
    : 397303725.0  2013  0.824
    Total number of 1 second bins: 7395
    Bins with >0 counts          : 5722
    Bins with >2000 counts       : 135
    135 of 135 high count rate bins were dominated by noise
    Noise dominated 1.83% of total time, 2.36% of detector on time (defined as non-zero counts)