Locating noise-dominated data in quadrant 0
: Time totcounts fraction
: 433387836.0 2227 0.876
: 433387837.0 2291 0.867
: 433387851.0 2935 0.882
: 433387853.0 2084 0.798
: 433387858.0 2256 0.849
: 433387859.0 2454 0.852
: 433387860.0 2107 0.830
: 433387861.0 2325 0.854
: 433387862.0 2206 0.843
: 433387863.0 2120 0.848
: 433387864.0 2122 0.835
: 433387866.0 2138 0.837
: 433387867.0 2547 0.880
: 433387869.0 2115 0.812
: 433387870.0 2092 0.844
: 433387873.0 3288 0.889
: 433387875.0 2459 0.828
: 433387876.0 2407 0.897
: 433387877.0 2275 0.885
: 433387880.0 2300 0.857
: 433387881.0 3076 0.885
: 433387883.0 2510 0.870
: 433387884.0 2576 0.869
: 433387886.0 2905 0.894
: 433387888.0 2922 0.876
: 433387890.0 2553 0.850
: 433387893.0 2620 0.874
: 433387895.0 2457 0.869
: 433387896.0 2919 0.906
: 433387898.0 2730 0.859
: 433387899.0 2057 0.876
: 433387900.0 2497 0.887
: 433387901.0 2823 0.932
: 433387902.0 2607 0.923
: 433387905.0 2249 0.892
: 433387907.0 2846 0.871
: 433387908.0 2586 0.930
: 433387910.0 2261 0.858
: 433387912.0 3006 0.884
: 433387914.0 2442 0.862
: 433387915.0 2722 0.917
: 433387916.0 2464 0.908
: 433387917.0 2542 0.895
: 433388060.0 2115 0.816
: 433388062.0 2496 0.882
: 433388066.0 2372 0.868
: 433388067.0 2186 0.867
: 433388068.0 2166 0.878
: 433388069.0 2381 0.877
: 433388072.0 3048 0.927
: 433388073.0 2311 0.901
: 433388074.0 2801 0.946
: 433388075.0 2709 0.920
: 433388078.0 2215 0.901
: 433388079.0 2198 0.988
: 433388082.0 3260 0.943
: 433388083.0 2286 0.901
: 433388125.0 2407 0.948
: 433388126.0 2198 1.000
: 433388127.0 2302 1.000
: 433388128.0 2179 1.000
: 433388129.0 2438 1.000
: 433388130.0 2120 1.000
: 433388131.0 2935 0.985
: 433388132.0 2806 0.989
: 433388133.0 2696 0.989
: 433388134.0 2886 0.989
: 433388135.0 2704 0.991
: 433388136.0 2918 0.998
: 433388137.0 2722 0.993
: 433388138.0 2571 0.974
: 433388139.0 2379 0.979
: 433388140.0 2519 0.988
: 433388141.0 2607 1.000
: 433388142.0 2760 0.986
: 433388143.0 2615 0.984
: 433388144.0 2575 0.987
: 433388145.0 2584 0.973
: 433388147.0 2300 0.969
: 433388148.0 2312 0.974
: 433388149.0 2222 0.970
: 433388150.0 2878 0.972
: 433388151.0 2355 0.996
: 433388152.0 2674 0.928
: 433388153.0 2588 0.946
: 433388154.0 2524 1.000
: 433388155.0 2227 0.936
: 433388158.0 2828 0.892
: 433388175.0 2648 0.884
: 433388176.0 2172 0.878
: 433388177.0 2313 0.884
: 433388178.0 2415 0.866
: 433388179.0 2137 0.868
: 433388180.0 2060 0.882
: 433388181.0 2218 0.869
: 433388182.0 2451 0.874
: 433388183.0 2288 0.863
: 433388184.0 2248 0.847
: 433388199.0 2019 0.845
: 433388202.0 2146 0.834
: 433388203.0 2360 0.857
: 433388252.0 2131 0.842
: 433389507.0 2868 0.901
: 433389509.0 2384 0.858
: 433389513.0 2134 0.848
: 433390189.0 2382 0.854
: 433390198.0 3056 0.921
: 433390199.0 2671 0.930
: 433390200.0 2701 0.950
: 433390202.0 2237 0.850
: 433390360.0 2947 0.887
: 433390842.0 2618 0.871
: 433390863.0 2741 0.866
: 433390881.0 2670 0.876
: 433390882.0 2671 0.964
: 433390883.0 2168 0.970
: 433390885.0 2154 0.898
: 433390888.0 2138 0.826
: 433390890.0 2533 0.859
: 433390891.0 2368 0.870
: 433390893.0 2577 0.879
: 433390896.0 2049 0.781
: 433390903.0 3587 0.950
: 433390904.0 2556 0.966
: 433390905.0 2149 0.946
: 433390906.0 2477 0.933
: 433390907.0 2213 0.962
: 433390908.0 2668 0.990
: 433390909.0 2520 0.931
: 433390911.0 2147 0.862
: 433390912.0 2346 0.896
: 433390913.0 2207 0.889
: 433390914.0 2337 0.882
: 433390915.0 2313 0.978
: 433391156.0 2648 0.868
: 433391159.0 3445 0.936
: 433391161.0 2657 0.885
: 433391191.0 3271 0.901
: 433391192.0 2134 0.918
: 433394076.0 2639 0.937
: 433394077.0 2585 0.934
: 433394078.0 2517 0.936
: 433394081.0 3088 0.926
: 433394083.0 2540 0.944
: 433394084.0 2452 0.891
: 433394096.0 2099 0.801
: 433394097.0 2729 0.882
: 433394099.0 2094 0.862
: 433394100.0 2228 0.845
: 433394101.0 2521 0.853
: 433394102.0 2762 0.930
: 433394250.0 2071 0.834
: 433394252.0 2130 0.809
: 433394410.0 2692 0.880
: 433394419.0 2704 0.883
: 433394440.0 2449 0.861
: 433394445.0 2186 0.823
: 433394447.0 2115 0.845
: 433394448.0 2668 0.885
: 433394464.0 2759 0.890
: 433394475.0 2653 0.873
: 433394476.0 2381 0.973
: 433394477.0 2736 0.938
: 433394478.0 2759 0.957
: 433394479.0 2751 0.989
: 433394480.0 2220 0.860
: 433394506.0 2704 0.871
: 433394511.0 2220 0.832
: 433394512.0 2493 0.854
: 433394514.0 2887 0.890
: 433394515.0 2394 0.879
: 433394516.0 2471 0.912
: 433394517.0 2381 0.895
: 433394518.0 2088 0.872
: 433394559.0 2129 0.822
: 433394560.0 2958 0.905
: 433394562.0 2397 0.846
: 433394563.0 2467 0.900
: 433394619.0 2276 0.837
: 433394659.0 2353 0.872
: 433394660.0 2321 0.860
: 433394661.0 2252 0.867
: 433394663.0 2559 0.867
: 433394664.0 2064 0.845
: 433394665.0 2133 0.888
: 433394666.0 2639 0.890
: 433394698.0 2199 0.839
: 433394699.0 2612 0.867
: 433394702.0 2968 0.904
: 433394704.0 2209 0.818
: 433394716.0 2298 0.835
: 433394717.0 2273 0.868
: 433394771.0 2901 0.894
: 433394772.0 2243 0.924
: 433394773.0 2410 0.938
: 433394774.0 2195 0.928
: 433394775.0 2441 0.957
: 433394776.0 2477 0.922
: 433394777.0 2470 0.935
: 433394886.0 2297 0.842
: 433394887.0 2465 0.872
: 433394914.0 2323 0.844
: 433394915.0 2428 0.878
Total number of 1 second bins: 7289
Bins with >0 counts : 5377
Bins with >2000 counts : 203
203 of 203 high count rate bins were dominated by noise
Noise dominated 2.79% of total time, 3.78% of detector on time (defined as non-zero counts)
Locating noise-dominated data in quadrant 1
: Time totcounts fraction
Total number of 1 second bins: 7289
Bins with >0 counts : 5377
Bins with >2000 counts : 0
0 of 0 high count rate bins were dominated by noise
Noise dominated 0.00% of total time, 0.00% of detector on time (defined as non-zero counts)
Locating noise-dominated data in quadrant 2
: Time totcounts fraction
Total number of 1 second bins: 7289
Bins with >0 counts : 5377
Bins with >2000 counts : 0
0 of 0 high count rate bins were dominated by noise
Noise dominated 0.00% of total time, 0.00% of detector on time (defined as non-zero counts)
Locating noise-dominated data in quadrant 3
: Time totcounts fraction
: 433387838.0 3229 0.979
: 433387839.0 2695 1.000
: 433387840.0 2290 1.000
: 433387847.0 2078 0.833
: 433387848.0 2215 0.834
: 433387863.0 3456 0.916
: 433387913.0 2409 0.858
: 433388067.0 3887 0.975
: 433388096.0 2371 0.895
: 433388135.0 2914 0.891
: 433388215.0 2437 0.887
: 433388226.0 2778 0.892
: 433388233.0 2130 0.845
: 433388256.0 3293 0.921
: 433388260.0 2801 0.871
: 433388261.0 2275 0.881
: 433388269.0 2114 0.867
: 433388275.0 2562 0.858
: 433388278.0 2823 0.921
: 433388279.0 2555 0.982
: 433388280.0 2341 1.000
: 433388281.0 2601 1.000
: 433388282.0 2214 0.997
: 433388311.0 2286 0.861
: 433388334.0 2944 0.896
: 433388349.0 2773 0.903
: 433388411.0 3062 0.947
: 433388578.0 3074 0.896
: 433388822.0 2245 0.872
: 433388951.0 2201 0.829
: 433388952.0 2768 0.915
: 433389141.0 2346 0.850
: 433389143.0 2672 0.897
: 433389144.0 2054 0.926
: 433389145.0 2190 0.901
: 433389146.0 2085 0.859
: 433389269.0 2263 0.920
: 433389397.0 2586 0.901
: 433389399.0 3052 0.899
: 433389400.0 2666 0.917
: 433389401.0 2901 0.956
: 433389402.0 2600 0.920
: 433389412.0 2402 0.866
: 433389431.0 3066 0.951
: 433389458.0 3331 0.927
: 433389500.0 2477 0.890
: 433389690.0 2075 0.840
: 433390177.0 2078 0.823
: 433390184.0 2085 0.838
: 433390188.0 2191 0.873
: 433390331.0 3175 0.907
: 433390470.0 3114 0.895
: 433390471.0 2375 0.913
: 433390696.0 2300 0.864
: 433390701.0 2627 0.880
: 433390885.0 2407 0.886
: 433390887.0 2218 0.826
: 433390995.0 2240 0.831
: 433391379.0 2452 0.847
: 433391397.0 3036 0.900
: 433394092.0 3150 0.939
: 433394094.0 2089 0.840
: 433394096.0 2548 0.868
: 433394097.0 2910 0.983
: 433394098.0 2805 0.975
: 433394099.0 2922 1.000
: 433394100.0 2772 0.968
: 433394121.0 2762 0.887
: 433394122.0 2436 0.860
: 433394123.0 2718 0.942
: 433394124.0 2765 0.945
: 433394125.0 2154 0.880
: 433394157.0 2051 0.844
: 433394371.0 2736 0.884
: 433394388.0 2040 0.841
: 433394627.0 2057 0.828
: 433394638.0 2271 0.851
: 433394640.0 2807 0.891
: 433394642.0 3040 0.933
: 433394644.0 3340 0.926
: 433394645.0 2847 0.939
: 433394646.0 2763 0.960
: 433394647.0 2069 0.870
: 433394649.0 2815 0.884
: 433394652.0 2095 0.836
: 433394656.0 2908 0.916
: 433394657.0 2561 0.951
: 433394658.0 2450 0.902
: 433394659.0 2467 0.901
: 433394669.0 3489 0.936
: 433394696.0 2713 0.879
: 433394697.0 2217 0.903
: 433394890.0 2900 0.909
: 433394970.0 2707 0.888
Total number of 1 second bins: 7289
Bins with >0 counts : 5377
Bins with >2000 counts : 94
94 of 94 high count rate bins were dominated by noise
Noise dominated 1.29% of total time, 1.75% of detector on time (defined as non-zero counts)