Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 278171657.0 3054 0.898 : 278171935.0 2483 0.934 : 278171937.0 2213 0.919 : 278171938.0 2108 0.873 : 278171939.0 3817 0.934 : 278171941.0 2100 0.913 : 278171943.0 2285 0.847 : 278171946.0 2049 0.853 : 278171949.0 2498 0.887 : 278171951.0 2659 0.900 : 278171953.0 2514 0.872 : 278171960.0 2318 0.827 : 278171966.0 2355 0.927 : 278172018.0 2155 0.839 : 278172036.0 2223 0.821 : 278172072.0 2521 0.854 : 278172075.0 2724 0.887 : 278172076.0 2578 0.925 : 278172077.0 2404 0.852 : 278172079.0 2618 0.951 : 278172118.0 2043 0.843 : 278172497.0 2215 0.870 : 278172498.0 2185 0.855 : 278172499.0 2290 0.862 : 278172500.0 2088 0.869 : 278172504.0 2403 0.859 : 278172505.0 2050 0.853 : 278172513.0 2383 0.869 : 278172514.0 2113 0.858 : 278172555.0 2112 0.827 : 278172556.0 2237 0.895 : 278172557.0 2356 0.893 : 278172562.0 2034 0.845 : 278172569.0 2210 0.853 : 278172570.0 2656 0.913 : 278172571.0 2781 0.909 : 278172572.0 2641 0.933 : 278172573.0 2357 0.922 : 278172574.0 2216 0.900 : 278172575.0 2561 0.950 : 278172576.0 2798 0.952 : 278172577.0 2300 0.939 : 278172581.0 2057 0.840 : 278172582.0 2379 0.863 : 278172583.0 2253 0.839 : 278172584.0 2296 0.893 : 278172588.0 2278 0.865 : 278172589.0 2001 0.839 : 278172590.0 2408 0.867 : 278172591.0 2628 0.883 : 278172596.0 2719 0.900 : 278172597.0 2031 0.893 : 278172598.0 3177 0.933 : 278172737.0 2222 0.865 : 278172745.0 2142 0.852 : 278172747.0 2393 0.866 : 278172748.0 2190 0.836 : 278172871.0 2526 0.895 : 278172890.0 2351 0.821 : 278172919.0 2947 0.885 : 278172922.0 2322 0.845 : 278172942.0 2385 0.839 : 278172955.0 2661 0.915 : 278172956.0 3136 0.974 : 278172957.0 3145 0.988 : 278172959.0 2944 0.944 : 278172960.0 2309 0.955 : 278172961.0 3446 0.979 : 278172962.0 2413 0.991 : 278172964.0 4212 0.977 : 278172966.0 3558 0.964 : 278172967.0 2033 0.960 : 278172975.0 2155 0.845 : 278172983.0 2231 0.857 : 278173001.0 2200 0.835 : 278173017.0 2885 0.909 : 278173018.0 2224 0.920 : 278173022.0 4559 0.946 : 278173024.0 2974 0.917 : 278173025.0 2847 0.975 : 278173026.0 2561 0.978 : 278173027.0 2694 0.987 : 278173028.0 2561 0.989 : 278173029.0 2238 0.983 : 278173030.0 3015 0.957 : 278173031.0 2503 0.978 : 278173034.0 4634 0.954 : 278173035.0 3151 0.985 : 278173038.0 3018 0.918 : 278173194.0 2397 0.886 : 278173195.0 2435 0.863 : 278173317.0 2917 0.899 : 278173319.0 3314 0.945 : 278173321.0 2485 0.938 : 278173322.0 2217 0.879 : 278173323.0 2883 0.932 : 278173324.0 2824 0.929 : 278173327.0 2183 0.844 : 278173333.0 2157 0.828 : 278173335.0 2402 0.869 : 278173352.0 2995 0.930 : 278173353.0 3022 0.983 : 278173514.0 2379 0.884 : 278173602.0 2338 0.831 : 278173606.0 2283 0.858 : 278173786.0 2191 0.861 : 278173791.0 2107 0.931 : 278173824.0 2221 0.925 : 278173828.0 2558 0.866 : 278173829.0 2726 0.874 : 278173831.0 2102 0.877 : 278173943.0 2341 0.872 : 278174011.0 3274 0.933 : 278174065.0 3112 0.905 : 278175413.0 2655 0.778 : 278175414.0 2613 0.893 : 278175416.0 3120 0.850 : 278175418.0 2116 0.853 : 278175431.0 2007 0.741 : 278175439.0 2397 0.777 : 278175441.0 3459 0.919 : 278175445.0 2126 0.760 : 278175455.0 2061 0.714 : 278175460.0 2006 0.776 : 278175461.0 3640 0.909 : 278175463.0 3142 0.933 : 278175464.0 2006 0.863 : 278175465.0 2317 0.864 : 278175466.0 3001 0.928 : 278175467.0 2765 0.916 : 278175468.0 2406 0.938 : 278175469.0 2890 0.933 : 278175470.0 3421 0.947 : 278175472.0 3313 0.922 : 278175473.0 2352 0.897 : 278175475.0 2355 0.878 : 278175476.0 2518 0.867 : 278175477.0 2028 0.870 : 278175478.0 2607 0.867 : 278175479.0 3334 0.939 : 278175480.0 3025 0.950 : 278175481.0 2327 0.956 : 278175482.0 2696 0.943 : 278175484.0 2742 0.900 : 278175486.0 2516 0.876 : 278175488.0 2540 0.810 : 278175489.0 2309 0.860 : 278175490.0 2290 0.826 : 278175491.0 2036 0.787 : 278175492.0 2263 0.763 : 278175493.0 2151 0.758 : 278175494.0 2764 0.815 : 278175495.0 2388 0.852 : 278175496.0 2588 0.906 : 278175520.0 2643 0.829 : 278175523.0 2046 0.826 : 278175524.0 2117 0.810 : 278175525.0 3763 0.887 : 278175539.0 2682 0.824 : 278175542.0 2431 0.794 : 278175543.0 3451 0.863 : 278175561.0 2086 0.744 : 278175562.0 2332 0.786 : 278175566.0 2073 0.752 : 278175571.0 2054 0.718 : 278175572.0 2049 0.791 : 278175573.0 2034 0.797 : 278175607.0 2039 0.725 : 278175610.0 2069 0.726 : 278175635.0 3367 0.856 : 278175637.0 2645 0.940 : 278175638.0 2183 0.894 : 278175644.0 2169 0.811 : 278175646.0 3425 0.855 : 278175659.0 2629 0.847 : 278175660.0 3091 0.896 : 278175667.0 2251 0.786 : 278175669.0 2395 0.881 : 278175670.0 2310 0.871 : 278175671.0 2395 0.875 : 278175673.0 2672 0.880 : 278175674.0 3462 0.902 : 278175675.0 2906 0.957 : 278175676.0 2154 0.942 : 278175702.0 2380 0.823 : 278175703.0 2139 0.834 : 278175704.0 2916 0.824 : 278175705.0 2029 0.890 : 278175706.0 2517 0.921 : 278175707.0 2501 0.892 : 278175708.0 2565 0.925 : 278175710.0 2341 0.874 : 278175711.0 2604 0.869 : 278175712.0 2414 0.904 : 278175713.0 2440 0.897 : 278175714.0 2135 0.898 : 278175715.0 2420 0.898 : 278175718.0 2011 0.806 : 278175719.0 2635 0.859 : 278175722.0 2333 0.859 : 278175724.0 2053 0.747 : 278175819.0 2883 0.834 : 278175849.0 2473 0.802 : 278175853.0 3168 0.826 : 278175855.0 3910 0.922 : 278175856.0 2209 0.935 : 278175857.0 2648 0.944 : 278175859.0 2088 0.739 : 278175860.0 2597 0.880 : 278175861.0 2587 0.955 : 278175863.0 2240 0.896 : 278175865.0 2231 0.785 : 278175868.0 2593 0.805 : 278175869.0 2465 0.844 : 278175874.0 2762 0.839 : 278175876.0 2762 0.892 : 278175877.0 2071 0.799 : 278175879.0 2368 0.799 : 278175880.0 2535 0.836 : 278175881.0 2146 0.904 : 278175882.0 2987 0.898 : 278175883.0 2021 0.921 : 278175886.0 2225 0.764 : 278175888.0 2341 0.859 : 278175889.0 2091 0.775 : 278175892.0 2379 0.800 : 278175894.0 3060 0.893 : 278175895.0 2526 0.928 : 278175897.0 3011 0.891 : 278175899.0 2014 0.769 : 278175901.0 2795 0.883 : 278175914.0 2273 0.853 : 278175915.0 2660 0.902 : 278175918.0 2272 0.851 : 278175919.0 2426 0.908 : 278175920.0 2018 0.741 : 278175928.0 2269 0.810 : 278175929.0 4106 0.874 : 278175932.0 2121 0.885 : 278175933.0 2598 0.876 : 278175934.0 2431 0.939 : 278175935.0 2754 0.932 : 278175938.0 2635 0.835 : 278175940.0 3859 0.926 : 278175949.0 2341 0.808 : 278175959.0 2433 0.852 : 278175960.0 2443 0.844 : 278175964.0 2008 0.833 : 278175967.0 2410 0.907 : 278175971.0 2326 0.841 : 278175972.0 2747 0.822 : 278175973.0 2130 0.899 : 278175974.0 2161 0.851 : 278175975.0 3669 0.896 : 278175977.0 2299 0.812 : 278175979.0 2122 0.857 : 278175986.0 3743 0.931 : 278175988.0 3742 0.920 : 278175989.0 2316 0.945 : 278175990.0 2535 0.940 : 278175991.0 2459 0.920 : 278175992.0 2295 0.919 : 278175993.0 2432 0.933 : 278176008.0 2917 0.916 : 278176014.0 2260 0.792 : 278176015.0 2777 0.929 : 278176016.0 3396 0.946 : 278176017.0 2479 0.960 : 278176019.0 2446 0.900 : 278176020.0 2051 0.808 : 278176021.0 3503 0.901 : 278176022.0 2313 0.939 : 278176025.0 2426 0.828 : 278176232.0 2228 0.791 Total number of 1 second bins: 7427 Bins with >0 counts : 6188 Bins with >2000 counts : 274 274 of 274 high count rate bins were dominated by noise Noise dominated 3.69% of total time, 4.43% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 278169671.0 2209 0.856 : 278170908.0 4379 0.952 : 278170915.0 2029 0.828 : 278170932.0 2608 0.936 : 278170933.0 2982 0.922 : 278170934.0 3034 0.940 : 278170935.0 2591 0.946 : 278170936.0 2469 0.942 : 278176153.0 2581 0.848 : 278176635.0 2637 0.842 : 278176640.0 2117 0.837 : 278176646.0 2859 0.902 : 278176656.0 3992 0.935 : 278176657.0 2308 0.965 : 278176658.0 2461 0.978 : 278176660.0 3048 0.973 : 278176661.0 2401 0.985 : 278176662.0 2333 0.992 : 278176663.0 2494 0.973 : 278176664.0 2339 0.970 : 278176666.0 3784 0.915 : 278176668.0 2890 0.960 : 278176670.0 2339 0.860 : 278176673.0 2150 0.819 : 278176678.0 3351 0.883 : 278176681.0 2933 0.865 : 278176683.0 2410 0.837 : 278176690.0 2967 0.878 : 278176692.0 2050 0.806 : 278176693.0 2055 0.797 : 278176694.0 2095 0.918 : 278176696.0 2045 0.858 : 278176698.0 2872 0.950 : 278176712.0 2045 0.777 : 278176714.0 3578 0.895 : 278176717.0 2230 0.932 : 278176719.0 2472 0.838 : 278176721.0 2899 0.869 : 278176722.0 2468 0.979 : 278176728.0 2476 0.859 : 278176730.0 3225 0.929 : 278176732.0 3484 0.930 : 278176735.0 2198 0.838 : 278176743.0 2651 0.826 : 278176744.0 2652 0.936 : 278176748.0 2242 0.884 : 278176749.0 3021 0.929 : 278176751.0 3275 0.924 : 278176753.0 2754 0.880 : 278176755.0 3495 0.895 : 278176757.0 2465 0.887 : 278176759.0 2275 0.828 : 278176760.0 2609 0.955 : 278176762.0 3302 0.959 : 278176763.0 2099 0.996 : 278176766.0 2955 0.967 : 278176767.0 2011 0.959 : 278176770.0 3540 0.890 : 278176771.0 2617 0.985 : 278176785.0 3882 0.942 : 278176794.0 3352 0.908 : 278176853.0 2836 0.901 : 278176854.0 2248 0.934 Total number of 1 second bins: 7427 Bins with >0 counts : 6188 Bins with >2000 counts : 63 63 of 63 high count rate bins were dominated by noise Noise dominated 0.85% of total time, 1.02% 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: 7427 Bins with >0 counts : 6188 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 : 278169829.0 2782 0.862 : 278170086.0 2337 0.839 : 278171326.0 2984 0.904 : 278171629.0 2288 0.863 : 278171630.0 2374 0.872 : 278171631.0 2471 0.877 : 278175358.0 2512 0.787 : 278175564.0 3004 0.903 : 278175566.0 2759 0.893 : 278175959.0 2237 0.842 : 278175971.0 2034 0.786 : 278176116.0 2202 0.798 : 278176232.0 2225 0.814 : 278176237.0 3906 0.938 Total number of 1 second bins: 7427 Bins with >0 counts : 6188 Bins with >2000 counts : 14 14 of 14 high count rate bins were dominated by noise Noise dominated 0.19% of total time, 0.23% of detector on time (defined as non-zero counts)