Locating noise-dominated data in quadrant 0
: Time totcounts fraction
: 426548046.0 2516 0.878
: 426548047.0 2373 0.881
: 426548048.0 2104 0.821
: 426548382.0 2085 0.824
: 426548383.0 2113 0.866
: 426548384.0 2189 0.870
: 426548385.0 2301 0.866
: 426548386.0 2504 0.873
: 426548387.0 2334 0.913
: 426548388.0 2335 0.905
: 426548390.0 2269 0.915
: 426548391.0 2134 0.923
: 426549978.0 2597 0.907
: 426549979.0 2387 0.904
: 426551914.0 2367 0.863
: 426551919.0 2022 0.796
: 426551920.0 2607 0.911
: 426551921.0 2191 0.889
: 426551923.0 2736 0.889
: 426551924.0 2300 0.887
: 426551925.0 2174 0.874
: 426551926.0 2779 0.908
: 426551931.0 2084 0.811
: 426551933.0 2324 0.837
: 426551936.0 2607 0.893
: 426551937.0 2153 0.813
: 426551939.0 2218 0.866
: 426551941.0 2281 0.820
: 426551942.0 2197 0.864
: 426551947.0 2476 0.859
: 426551949.0 2082 0.825
: 426551950.0 2731 0.875
: 426551951.0 2125 0.854
: 426551954.0 2489 0.873
: 426551956.0 2413 0.870
: 426551957.0 2108 0.882
: 426551958.0 2117 0.855
: 426551959.0 2217 0.860
: 426551960.0 2210 0.837
: 426551962.0 2023 0.807
: 426551964.0 2049 0.811
: 426551966.0 2269 0.834
: 426551968.0 2019 0.843
: 426551969.0 2526 0.858
: 426551973.0 2069 0.841
: 426551974.0 2139 0.830
: 426551977.0 2370 0.835
: 426551978.0 2534 0.875
: 426551980.0 2527 0.873
: 426551983.0 2209 0.823
: 426551984.0 2017 0.812
: 426551989.0 2611 0.896
: 426551991.0 2355 0.856
: 426551994.0 2292 0.887
: 426551996.0 2386 0.835
: 426551997.0 2110 0.859
: 426551998.0 2409 0.874
: 426552002.0 2347 0.860
: 426552003.0 2578 0.844
: 426552004.0 2189 0.884
: 426552007.0 2417 0.850
: 426552008.0 2104 0.828
: 426552009.0 2132 0.865
: 426552010.0 2702 0.903
: 426552015.0 2708 0.855
: 426552016.0 2166 0.888
: 426552028.0 2098 0.828
: 426552030.0 2236 0.831
: 426552034.0 2228 0.834
: 426552039.0 2512 0.845
: 426552040.0 2147 0.881
: 426552042.0 2060 0.792
: 426552044.0 2193 0.844
: 426552046.0 2459 0.823
: 426552048.0 2353 0.841
: 426552051.0 2857 0.856
: 426552052.0 2416 0.899
: 426552057.0 2162 0.812
: 426552060.0 2913 0.867
: 426552063.0 2482 0.880
: 426552064.0 2398 0.888
: 426552066.0 2464 0.867
: 426552067.0 2442 0.882
: 426552068.0 2397 0.866
: 426552070.0 2103 0.834
: 426552071.0 2660 0.875
: 426552072.0 2753 0.918
: 426552075.0 2015 0.817
: 426554316.0 2519 0.855
: 426554317.0 2227 0.815
: 426554331.0 2056 0.848
: 426554333.0 2001 0.825
Total number of 1 second bins: 7075
Bins with >0 counts : 5073
Bins with >2000 counts : 92
92 of 92 high count rate bins were dominated by noise
Noise dominated 1.30% of total time, 1.81% of detector on time (defined as non-zero counts)
Locating noise-dominated data in quadrant 1
: Time totcounts fraction
: 426549290.0 4497 0.980
: 426549293.0 2083 0.858
: 426549767.0 2159 0.834
: 426549769.0 2312 0.845
: 426549772.0 2061 0.843
: 426551423.0 4380 0.950
: 426551734.0 2076 0.797
: 426552197.0 2559 0.856
: 426552198.0 2038 0.882
: 426554335.0 2688 0.868
: 426554481.0 2793 0.893
Total number of 1 second bins: 7075
Bins with >0 counts : 5073
Bins with >2000 counts : 11
11 of 11 high count rate bins were dominated by noise
Noise dominated 0.16% of total time, 0.22% 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: 7075
Bins with >0 counts : 5073
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
: 426548059.0 3348 0.912
: 426548235.0 2816 0.874
: 426548237.0 2418 0.919
: 426548238.0 2071 0.863
: 426548239.0 2818 0.879
: 426548240.0 2048 0.901
: 426548262.0 2016 0.834
: 426548263.0 2985 0.959
: 426548264.0 3825 0.962
: 426548265.0 2759 0.975
: 426548363.0 2308 0.840
: 426548366.0 2010 0.805
: 426548401.0 3257 0.899
: 426548402.0 2520 0.904
: 426548403.0 2901 0.915
: 426548404.0 2067 0.866
: 426548405.0 2494 0.895
: 426548407.0 2339 0.870
: 426548410.0 2339 0.873
: 426548411.0 2219 0.861
: 426548489.0 2669 0.889
: 426548490.0 2359 0.875
: 426548492.0 2403 0.867
: 426548497.0 2044 0.828
: 426548498.0 2363 0.867
: 426548499.0 2324 0.889
: 426548500.0 2528 0.903
: 426548501.0 2163 0.852
: 426548557.0 2348 0.849
: 426548825.0 2091 0.844
: 426548826.0 2193 0.861
: 426548828.0 2163 0.826
: 426548829.0 2082 0.842
: 426548830.0 2108 0.862
: 426548831.0 2281 0.856
: 426548834.0 2035 0.839
: 426548836.0 2250 0.861
: 426548837.0 2705 0.893
: 426548863.0 2086 0.836
: 426548940.0 2026 0.847
: 426548941.0 2461 0.876
: 426548942.0 2329 0.903
: 426548947.0 3100 0.907
: 426548965.0 2249 0.866
: 426548972.0 2005 0.850
: 426548998.0 2127 0.866
: 426549003.0 2186 0.850
: 426549004.0 2015 0.824
: 426549005.0 2154 0.840
: 426549050.0 4178 0.926
: 426549051.0 2600 0.991
: 426549053.0 2223 0.973
: 426549055.0 2075 0.928
: 426549112.0 2250 0.860
: 426549158.0 2612 0.935
: 426549163.0 2347 0.858
: 426549166.0 3273 0.928
: 426549167.0 2056 0.876
: 426549168.0 4496 0.946
: 426549169.0 2360 0.979
: 426549171.0 3154 0.932
: 426549222.0 3062 0.903
: 426549227.0 2112 0.875
: 426549733.0 4176 0.965
: 426550015.0 3370 0.894
: 426550033.0 4565 0.939
: 426550034.0 2503 0.963
: 426550035.0 2480 0.970
: 426550036.0 3198 0.975
: 426550037.0 2606 0.965
: 426550038.0 2822 0.982
: 426550040.0 3365 0.937
: 426550042.0 2945 0.917
: 426550043.0 2125 0.901
: 426550429.0 2951 0.950
: 426550513.0 3326 0.921
: 426550514.0 2181 0.928
: 426550753.0 2938 0.902
: 426550754.0 2188 0.851
: 426550755.0 3210 0.910
: 426550781.0 2871 0.900
: 426550782.0 2573 0.898
: 426550783.0 2226 0.840
: 426550786.0 2277 0.883
: 426550788.0 4126 0.950
: 426550790.0 2442 0.877
: 426550815.0 2788 0.891
: 426550819.0 3344 0.932
: 426550822.0 2916 0.928
: 426550830.0 3411 0.915
: 426550832.0 3192 0.934
: 426550833.0 2906 0.966
: 426550834.0 2757 0.992
: 426550836.0 3159 0.928
: 426550838.0 3113 0.931
: 426550853.0 2511 0.896
: 426550854.0 2664 0.922
: 426550855.0 2275 0.904
: 426550856.0 2719 0.896
: 426550857.0 2581 0.969
: 426550861.0 4319 0.930
: 426550863.0 3170 0.941
: 426550938.0 2356 0.854
: 426550939.0 2575 0.864
: 426550950.0 2552 0.897
: 426550957.0 3884 0.950
: 426550959.0 2320 0.863
: 426551001.0 2790 0.875
: 426551002.0 2110 0.884
: 426551467.0 2426 0.856
: 426551728.0 2173 0.921
: 426551761.0 2205 0.843
: 426551764.0 3799 0.942
: 426551858.0 3179 0.887
: 426551939.0 2207 0.825
: 426551953.0 2062 0.780
: 426551960.0 2110 0.823
: 426551962.0 2078 0.817
: 426551963.0 2034 0.822
: 426551973.0 2447 0.863
: 426551974.0 2057 0.828
: 426551975.0 2167 0.872
: 426551976.0 2276 0.837
: 426551977.0 2245 0.829
: 426551978.0 2362 0.848
: 426551982.0 2664 0.875
: 426552039.0 2025 0.807
: 426552083.0 3549 0.906
: 426552084.0 3286 0.965
: 426552086.0 2530 0.931
: 426552087.0 2441 0.925
: 426552088.0 2147 0.918
: 426552091.0 2724 0.851
: 426552100.0 2420 0.841
: 426552149.0 3089 0.870
: 426554498.0 2241 0.842
: 426554500.0 2244 0.873
: 426554501.0 2162 0.841
: 426554694.0 2039 0.828
: 426554695.0 2577 0.890
: 426554696.0 3371 0.922
: 426554697.0 2936 0.955
: 426554698.0 2621 0.942
: 426554699.0 2407 0.946
: 426554700.0 2910 0.918
: 426554702.0 3272 0.895
: 426554704.0 2209 0.850
: 426554705.0 2647 0.879
: 426554782.0 2267 0.896
: 426554841.0 2708 0.886
: 426554848.0 2131 0.853
: 426554851.0 2710 0.890
: 426554852.0 3609 0.960
: 426554854.0 2850 0.946
: 426554855.0 3862 0.946
: 426554858.0 2394 0.908
: 426554863.0 2854 0.918
: 426554881.0 2712 0.933
: 426554883.0 2381 0.769
: 426554897.0 4500 0.957
: 426554902.0 2359 0.869
: 426554910.0 2234 0.831
: 426554924.0 2137 0.843
: 426554972.0 2532 0.881
: 426554973.0 2138 0.863
: 426554980.0 2492 0.865
: 426554987.0 3270 0.900
: 426554991.0 2532 0.874
: 426554996.0 2427 0.868
: 426555005.0 3128 0.912
: 426555016.0 2706 0.910
: 426555017.0 3348 0.973
: 426555018.0 2858 0.999
: 426555020.0 2038 0.866
: 426555021.0 2438 0.842
: 426555024.0 3187 0.901
: 426555025.0 2204 1.000
: 426555026.0 2033 1.000
: 426555029.0 2693 0.985
: 426555030.0 2554 1.000
: 426555031.0 2661 0.989
: 426555032.0 2419 0.987
: 426555033.0 2793 0.993
: 426555034.0 2692 0.997
: 426555036.0 2091 0.956
: 426555038.0 2384 0.924
: 426555039.0 3721 0.951
: 426555040.0 2033 0.974
: 426555041.0 2863 0.965
: 426555045.0 2860 0.900
: 426555046.0 2116 0.891
: 426555048.0 2507 0.866
: 426555049.0 2320 0.882
Total number of 1 second bins: 7075
Bins with >0 counts : 5073
Bins with >2000 counts : 193
193 of 193 high count rate bins were dominated by noise
Noise dominated 2.73% of total time, 3.80% of detector on time (defined as non-zero counts)