Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 366570926.0 3110 0.943 : 366570927.0 2558 0.928 : 366570935.0 4486 0.957 : 366570943.0 3204 0.863 : 366570944.0 3207 0.949 : 366570946.0 4333 0.968 : 366570949.0 4069 0.903 : 366570950.0 3276 0.960 : 366570951.0 3091 0.992 : 366570953.0 3365 0.956 : 366570954.0 2832 0.974 : 366570964.0 2638 0.785 : 366570966.0 4841 0.928 : 366570995.0 3819 0.843 : 366570996.0 2328 0.975 : 366571008.0 3965 0.932 : 366571009.0 2478 0.962 : 366571010.0 3140 0.936 : 366571024.0 4275 0.906 : 366571058.0 3361 0.921 : 366571068.0 3473 0.863 : 366571095.0 3806 0.885 : 366571096.0 2565 0.965 : 366571098.0 2263 0.871 : 366571141.0 2017 0.914 : 366571142.0 2035 0.829 : 366571402.0 3384 0.876 : 366571408.0 4070 0.896 : 366571410.0 2830 0.898 : 366571411.0 3041 0.931 : 366571413.0 3904 0.915 : 366571415.0 3766 0.961 : 366571417.0 2464 0.852 : 366571418.0 4996 0.975 : 366571429.0 2058 0.926 : 366571430.0 2242 0.880 : 366571432.0 2036 0.779 : 366571433.0 2798 0.876 : 366571442.0 2400 0.943 : 366571839.0 3802 0.944 : 366571840.0 2140 0.979 : 366571846.0 2377 0.819 : 366571848.0 2959 0.947 : 366571854.0 3225 0.872 : 366571856.0 3154 0.922 : 366571857.0 3202 0.918 : 366571861.0 3112 0.845 : 366571879.0 2017 0.784 : 366571991.0 2268 0.995 : 366571992.0 2041 0.997 : 366571994.0 3593 0.911 : 366571996.0 4376 0.938 : 366572005.0 3021 0.854 : 366572009.0 2620 0.922 : 366572010.0 2352 0.854 : 366572012.0 2765 0.869 : 366572020.0 2930 0.927 : 366572021.0 2702 0.930 : 366572032.0 3775 0.905 : 366572034.0 4350 0.928 : 366572035.0 2294 1.000 : 366572039.0 3455 0.898 : 366572045.0 2480 0.885 : 366572306.0 2618 0.844 : 366572308.0 2492 0.843 : 366572491.0 2287 0.869 : 366572492.0 2715 0.916 : 366572604.0 2341 0.826 : 366572733.0 2170 0.810 : 366572740.0 2035 0.835 : 366572778.0 2128 0.818 : 366572816.0 2243 0.813 : 366573016.0 2023 0.821 : 366573018.0 2187 0.829 : 366573102.0 2846 0.901 : 366573103.0 2627 0.940 : 366573104.0 2985 0.939 : 366573121.0 3299 0.900 : 366573129.0 2039 0.837 : 366573172.0 2682 0.899 : 366573173.0 2537 0.925 : 366573174.0 2539 0.898 : 366573204.0 2292 0.849 : 366573205.0 2884 0.932 : 366573214.0 2601 0.932 : 366573215.0 2684 0.895 : 366573216.0 2883 0.912 : 366573217.0 2200 0.901 : 366573218.0 2506 0.892 : 366573219.0 2089 0.853 : 366573221.0 2532 0.844 : 366573222.0 2873 0.907 : 366573223.0 2033 0.914 : 366573227.0 3446 0.900 : 366573235.0 3100 0.947 : 366573237.0 3066 0.922 : 366573238.0 2215 0.915 : 366573239.0 2300 0.858 : 366573240.0 2818 0.905 : 366573241.0 3107 0.930 : 366573245.0 2232 0.896 : 366573247.0 2838 0.871 : 366573249.0 3598 0.924 : 366573251.0 3623 0.940 : 366573255.0 3449 0.899 : 366573262.0 3417 0.901 : 366573268.0 3025 0.947 : 366573270.0 3028 0.914 : 366573278.0 2473 0.874 : 366573280.0 3415 0.890 : 366573283.0 2835 0.846 : 366573287.0 2102 0.853 : 366573289.0 4445 0.923 : 366573292.0 3017 0.920 : 366573293.0 2358 0.916 : 366573294.0 2926 0.901 : 366573295.0 2250 0.836 : 366573296.0 3782 0.968 : 366573298.0 2663 0.830 : 366573300.0 3199 0.933 : 366573302.0 2077 0.799 : 366573304.0 2272 0.848 : 366573320.0 2161 0.819 : 366573321.0 2067 0.898 : 366573322.0 2500 0.930 : 366573323.0 2001 0.836 : 366573324.0 2111 0.884 : 366573326.0 3860 0.919 : 366573329.0 2344 0.935 : 366573331.0 2051 0.809 : 366573333.0 3041 0.919 : 366573334.0 2177 0.838 : 366573335.0 2921 0.904 : 366573336.0 3383 0.973 : 366573338.0 2386 0.833 : 366573340.0 3239 0.921 : 366573773.0 2632 0.868 : 366573827.0 2242 0.864 : 366573840.0 2418 0.837 : 366573873.0 2651 0.930 : 366573874.0 2141 0.818 : 366573910.0 2207 0.841 : 366573911.0 2496 0.899 : 366573918.0 2728 0.856 : 366573943.0 2781 0.943 : 366573944.0 2458 0.937 : 366573960.0 3589 0.923 : 366573978.0 3328 0.909 : 366573979.0 2200 0.926 : 366573993.0 2894 0.909 : 366574014.0 2628 0.944 : 366574015.0 2182 0.898 : 366574017.0 2562 0.850 : 366574037.0 2559 0.893 : 366574056.0 2958 0.877 : 366574060.0 2062 0.812 : 366574067.0 2830 0.877 : 366574102.0 2047 0.912 : 366574107.0 3025 0.869 : 366574110.0 2618 0.858 : 366574112.0 2850 0.866 : 366574113.0 2626 0.925 : 366574115.0 2700 0.906 : 366574116.0 2282 0.876 : 366574162.0 2533 0.866 : 366574163.0 2993 0.935 : 366575375.0 2037 0.818 Total number of 1 second bins: 7476 Bins with >0 counts : 6182 Bins with >2000 counts : 167 167 of 167 high count rate bins were dominated by noise Noise dominated 2.23% of total time, 2.70% 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: 7476 Bins with >0 counts : 6182 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 : 366576979.0 2169 0.853 : 366576980.0 3148 0.912 : 366576982.0 2724 0.905 : 366576983.0 2041 0.922 : 366576986.0 2316 0.834 : 366576987.0 2630 0.881 : 366576988.0 2943 0.921 : 366576991.0 3024 0.907 : 366576993.0 2411 0.873 : 366576995.0 2432 0.933 : 366576997.0 2266 0.880 : 366576999.0 2638 0.898 : 366577003.0 2429 0.872 : 366577004.0 2608 0.885 : 366577005.0 2381 0.896 : 366577007.0 2788 0.774 : 366577009.0 2005 0.877 : 366577010.0 2038 0.857 : 366577011.0 2146 0.784 : 366577013.0 2069 0.742 Total number of 1 second bins: 7477 Bins with >0 counts : 6183 Bins with >2000 counts : 20 20 of 20 high count rate bins were dominated by noise Noise dominated 0.27% of total time, 0.32% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 3 : Time totcounts fraction : 366570860.0 2062 0.771 : 366570961.0 2308 0.845 : 366571286.0 2083 0.855 : 366573410.0 2607 0.879 : 366574214.0 2197 0.840 : 366575594.0 2242 0.735 : 366575623.0 2045 0.802 : 366577197.0 3731 0.870 Total number of 1 second bins: 7476 Bins with >0 counts : 6182 Bins with >2000 counts : 8 8 of 8 high count rate bins were dominated by noise Noise dominated 0.11% of total time, 0.13% of detector on time (defined as non-zero counts)