Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 394094373.0 3316 0.895 : 394094378.0 2380 0.858 : 394094388.0 2571 0.871 : 394094389.0 3320 0.938 : 394094390.0 3058 0.946 : 394094391.0 2508 0.952 : 394094392.0 3062 0.978 : 394094393.0 2879 0.985 : 394094420.0 2566 0.845 : 394094425.0 2004 0.827 : 394094426.0 2215 0.856 : 394094427.0 3168 0.924 : 394094429.0 2027 0.826 : 394094430.0 2111 0.841 : 394094431.0 2784 0.880 : 394094432.0 2193 0.922 : 394094441.0 2518 0.887 : 394094566.0 2841 0.858 Total number of 1 second bins: 7157 Bins with >0 counts : 5336 Bins with >2000 counts : 18 18 of 18 high count rate bins were dominated by noise Noise dominated 0.25% of total time, 0.34% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 394093244.0 2652 0.843 : 394093245.0 2827 0.933 : 394095124.0 2015 0.820 : 394095126.0 3844 0.950 : 394095130.0 2212 0.845 : 394095131.0 2703 0.880 : 394095133.0 2055 0.818 : 394095134.0 3539 0.905 : 394095135.0 3503 0.981 : 394095136.0 2810 0.980 : 394095137.0 2213 0.949 : 394095287.0 2677 0.857 : 394095304.0 2455 0.861 : 394095413.0 2273 0.855 : 394095415.0 2305 0.842 : 394095504.0 3095 0.872 : 394095506.0 2568 0.849 : 394095535.0 2116 0.831 : 394095537.0 2151 0.841 : 394095541.0 2015 0.809 : 394095542.0 2464 0.928 : 394095543.0 2113 0.866 : 394095544.0 3877 0.923 : 394095546.0 2596 0.943 : 394095547.0 2671 0.955 : 394095548.0 2899 0.944 : 394095549.0 2645 0.980 : 394095551.0 2524 0.931 : 394095553.0 3514 0.935 : 394095554.0 2905 0.944 : 394095555.0 2563 0.954 : 394095558.0 3106 0.945 : 394095559.0 2961 0.952 : 394095561.0 3841 0.922 : 394095562.0 2098 0.948 : 394095563.0 2658 0.936 : 394095564.0 2732 0.965 : 394095565.0 2466 0.963 : 394095566.0 2523 0.966 : 394095567.0 2524 0.971 : 394095569.0 3056 0.965 : 394095571.0 2787 0.958 : 394095573.0 2930 0.943 : 394095577.0 3114 0.903 : 394095578.0 2025 0.885 : 394095579.0 3182 0.908 : 394095580.0 2683 0.950 : 394095582.0 2893 0.915 : 394095583.0 2086 0.887 : 394095584.0 2478 0.869 : 394095586.0 2664 0.886 : 394095588.0 2467 0.864 : 394095590.0 2069 0.803 : 394095591.0 2124 0.843 : 394095592.0 2449 0.867 : 394095600.0 3115 0.902 : 394095601.0 2211 0.912 : 394095602.0 2205 0.842 : 394095605.0 2034 0.844 : 394095607.0 2417 0.856 : 394095609.0 3325 0.921 : 394095610.0 3062 0.963 : 394095611.0 2294 0.943 : 394095613.0 2092 0.876 : 394095614.0 4019 0.936 : 394095615.0 2390 0.938 : 394095616.0 2753 0.955 : 394095619.0 4629 0.968 : 394095620.0 2750 0.984 : 394095621.0 2692 0.960 : 394095623.0 2186 0.914 : 394095626.0 2540 0.902 : 394095627.0 3156 0.917 : 394095630.0 2346 0.879 : 394095631.0 2782 0.909 : 394095632.0 2146 0.890 : 394095635.0 2355 0.863 : 394095638.0 2853 0.878 : 394095640.0 2372 0.832 : 394095641.0 2386 0.886 : 394095642.0 2122 0.852 : 394095643.0 3022 0.889 : 394095644.0 2170 0.905 : 394095645.0 2146 0.892 : 394095646.0 2190 0.882 : 394095647.0 2614 0.881 : 394095648.0 2241 0.857 : 394095649.0 2765 0.886 : 394095650.0 2257 0.910 : 394095651.0 2389 0.910 : 394095653.0 2143 0.853 : 394095654.0 2027 0.837 : 394095694.0 2733 0.861 : 394095725.0 2026 0.818 : 394095732.0 2153 0.844 : 394095739.0 2031 0.816 : 394095743.0 2618 0.867 : 394095745.0 3218 0.909 : 394095746.0 2372 0.912 : 394095747.0 2172 0.891 : 394095748.0 3173 0.915 : 394095749.0 2611 0.957 : 394095750.0 2536 0.942 : 394095752.0 2140 0.889 : 394095756.0 4705 0.932 : 394095757.0 2059 0.938 : 394095758.0 2368 0.918 : 394095760.0 3105 0.922 : 394095764.0 3347 0.924 : 394095765.0 2244 0.915 : 394095766.0 2239 0.899 : 394095768.0 2142 0.856 : 394095769.0 2694 0.854 : 394095773.0 2989 0.912 : 394095774.0 2035 0.909 : 394095775.0 2818 0.927 : 394095776.0 2326 0.911 : 394095798.0 3278 0.919 : 394095812.0 2100 0.789 : 394095836.0 2084 0.826 : 394095837.0 2822 0.890 : 394095838.0 2036 0.843 : 394095840.0 2046 0.825 : 394095866.0 2255 0.856 : 394095874.0 2550 0.853 : 394095875.0 2226 0.929 : 394095882.0 2020 0.804 : 394095885.0 2385 0.850 : 394095896.0 4079 0.951 : 394095899.0 2941 0.909 : 394095901.0 2309 0.899 : 394095902.0 2582 0.890 : 394095904.0 2944 0.894 : 394095905.0 2640 0.944 : 394095906.0 3304 0.962 : 394095909.0 2010 0.839 : 394095911.0 3395 0.892 : 394095914.0 3427 0.930 : 394095915.0 3253 0.955 : 394095916.0 2342 0.950 : 394095917.0 2724 0.957 : 394095919.0 3708 0.960 : 394095920.0 2077 0.931 : 394095921.0 2435 0.947 : 394095922.0 2296 0.946 : 394095923.0 2925 0.966 : 394095924.0 2496 0.974 : 394095925.0 2551 0.969 : 394095926.0 2451 0.962 : 394095927.0 2437 0.975 : 394095928.0 2561 0.961 : 394095929.0 2361 0.951 : 394095930.0 2589 0.987 : 394095931.0 2488 0.953 : 394095933.0 2715 0.959 : 394095934.0 2770 0.940 : 394095944.0 2416 0.840 : 394095946.0 2011 0.823 : 394095947.0 2099 0.812 : 394095948.0 3006 0.952 : 394095949.0 2048 0.944 : 394095952.0 3446 0.942 : 394095953.0 2460 0.976 : 394095955.0 2668 0.942 : 394095956.0 2591 0.972 : 394095957.0 2557 0.966 : 394095958.0 2380 0.966 : 394095959.0 2090 0.953 : 394095960.0 3075 0.969 : 394095961.0 2363 0.960 : 394095962.0 2392 0.961 : 394095963.0 2638 0.964 : 394095964.0 2424 0.956 : 394095966.0 2549 0.946 : 394095967.0 2091 0.926 : 394095969.0 3329 0.911 : 394095971.0 3603 0.965 : 394095972.0 2686 0.964 : 394095973.0 2330 0.958 : 394095975.0 3604 0.914 : 394095976.0 2944 0.945 : 394095977.0 2143 0.946 : 394095978.0 2571 0.969 : 394095983.0 3273 0.907 : 394095984.0 2038 0.935 : 394095985.0 2434 0.975 : 394095987.0 2508 0.905 : 394095988.0 2076 0.944 : 394095989.0 2897 0.914 : 394095990.0 2508 0.957 : 394095992.0 3410 0.958 : 394095995.0 4030 0.940 : 394096036.0 2727 0.862 : 394096153.0 2829 0.847 : 394096154.0 2069 0.857 : 394096155.0 3488 0.953 : 394096156.0 2863 0.927 : 394096157.0 2194 0.922 : 394096159.0 2957 0.887 : 394096161.0 2242 0.876 : 394096163.0 3694 0.935 : 394096165.0 3282 0.939 : 394096166.0 2038 0.954 : 394096182.0 2323 0.850 : 394096183.0 2163 0.830 : 394096214.0 2270 0.828 : 394096248.0 2014 0.818 : 394096249.0 3856 0.969 : 394096250.0 2558 0.989 : 394096251.0 2711 0.986 : 394096252.0 2687 0.983 : 394096253.0 2761 0.963 : 394096255.0 4024 0.913 : 394096256.0 2748 0.969 : 394096257.0 2424 0.965 : 394096258.0 2727 0.984 : 394096259.0 2547 0.996 : 394096260.0 2618 0.997 : 394096261.0 2600 0.967 : 394096263.0 3826 0.978 : 394096264.0 2576 0.988 : 394096265.0 2579 0.976 : 394096266.0 2648 0.970 : 394096267.0 2819 0.993 : 394096268.0 2613 0.982 : 394096269.0 2428 0.984 : 394096270.0 2418 0.958 : 394096272.0 4022 0.953 : 394096273.0 2249 0.959 : 394096274.0 2290 0.948 : 394096276.0 3940 0.945 : 394096277.0 2782 0.983 : 394096278.0 2816 0.986 : 394096279.0 2694 0.997 : 394096280.0 2873 0.981 : 394096282.0 3717 0.969 : 394096283.0 2819 0.986 : 394096284.0 2603 0.960 : 394096285.0 2436 0.969 : 394096286.0 2540 0.968 : 394096289.0 4572 0.972 : 394096290.0 2775 1.000 : 394096291.0 2669 0.958 : 394096292.0 2567 0.982 : 394096293.0 2605 0.977 : 394096294.0 2100 0.946 : 394096296.0 3698 0.938 : 394096297.0 2435 0.961 : 394096298.0 2710 0.967 : 394096299.0 2615 0.972 : 394096300.0 2634 0.966 : 394096301.0 2233 0.940 : 394096303.0 4023 0.978 : 394096304.0 2808 0.968 : 394096308.0 2983 0.908 : 394096309.0 3045 0.921 : 394096312.0 2230 0.861 : 394096313.0 2711 0.953 : 394096315.0 3334 0.906 : 394096317.0 2547 0.914 : 394096319.0 3312 0.898 : 394096321.0 2373 0.863 : 394096325.0 2119 0.830 : 394096341.0 2125 0.823 : 394096342.0 2196 0.870 : 394096343.0 2191 0.899 : 394096344.0 3058 0.902 : 394096346.0 2709 0.872 : 394096354.0 2048 0.814 : 394096380.0 2980 0.889 : 394096488.0 2141 0.844 : 394096492.0 2696 0.868 : 394096594.0 3193 0.934 : 394096597.0 2095 0.839 : 394096602.0 2058 0.818 : 394096603.0 2402 0.874 : 394096605.0 2143 0.868 : 394096609.0 2431 0.857 : 394096611.0 2019 0.840 : 394096613.0 2414 0.858 : 394096637.0 3084 0.893 : 394096640.0 4309 0.957 : 394096643.0 4089 0.939 : 394096644.0 2277 0.959 : 394097258.0 2141 0.822 : 394097428.0 3495 0.922 : 394097442.0 2645 0.901 : 394097451.0 2119 0.815 : 394097453.0 2072 0.834 : 394097459.0 3080 0.914 : 394097481.0 2492 0.844 : 394097483.0 2297 0.854 Total number of 1 second bins: 7157 Bins with >0 counts : 5336 Bins with >2000 counts : 292 292 of 292 high count rate bins were dominated by noise Noise dominated 4.08% of total time, 5.47% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 2 : Time totcounts fraction : 394093206.0 4015 0.949 : 394093208.0 2642 0.831 : 394093235.0 2476 0.869 : 394093277.0 2916 0.860 : 394093278.0 2760 0.912 : 394093288.0 2801 0.857 : 394099446.0 3068 0.870 : 394099448.0 2781 0.858 : 394099451.0 2471 0.829 : 394099458.0 2425 0.824 : 394099460.0 3211 0.945 : 394099463.0 2088 0.764 : 394099466.0 2435 0.906 : 394099468.0 2394 0.817 : 394099469.0 3007 0.863 : 394099470.0 2294 0.949 : 394099502.0 2769 0.858 : 394099503.0 2851 0.884 : 394099510.0 2846 0.828 : 394099529.0 2698 0.917 : 394099530.0 3513 0.896 : 394099531.0 2652 0.900 : 394099534.0 3203 0.853 : 394099544.0 3240 0.872 Total number of 1 second bins: 7157 Bins with >0 counts : 5336 Bins with >2000 counts : 24 24 of 24 high count rate bins were dominated by noise Noise dominated 0.34% of total time, 0.45% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 3 : Time totcounts fraction : 394093207.0 2121 0.785 : 394093604.0 2517 0.853 : 394093605.0 4608 0.970 : 394094045.0 2267 0.846 : 394094451.0 3697 0.915 : 394094826.0 2372 0.862 : 394094827.0 2888 0.882 : 394095020.0 2339 0.872 : 394095023.0 2874 0.907 : 394095053.0 2178 0.839 : 394095121.0 2363 0.861 : 394095345.0 2121 0.848 : 394095364.0 2753 0.883 : 394095631.0 2104 0.836 : 394095671.0 2377 0.866 : 394095674.0 2312 0.848 : 394095675.0 3333 0.954 : 394095684.0 2121 0.839 : 394095950.0 2471 0.874 : 394095951.0 2079 0.926 : 394095965.0 3015 0.902 : 394096326.0 2164 0.879 : 394096327.0 2461 0.878 : 394096804.0 2324 0.914 : 394096805.0 2509 0.878 : 394097024.0 4278 0.918 : 394097566.0 2098 0.841 : 394099993.0 3173 0.873 Total number of 1 second bins: 7157 Bins with >0 counts : 5336 Bins with >2000 counts : 28 28 of 28 high count rate bins were dominated by noise Noise dominated 0.39% of total time, 0.52% of detector on time (defined as non-zero counts)