Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 321258546.0 2560 0.808 : 321258593.0 2056 0.747 : 321258595.0 2027 0.739 Total number of 1 second bins: 7671 Bins with >0 counts : 6642 Bins with >2000 counts : 3 3 of 3 high count rate bins were dominated by noise Noise dominated 0.04% of total time, 0.05% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 321255041.0 4623 0.944 : 321256505.0 2526 0.842 : 321256508.0 2129 0.852 : 321256509.0 2995 0.862 : 321256993.0 3511 0.972 : 321257061.0 2064 0.820 : 321257079.0 2285 0.839 : 321257080.0 2219 0.879 : 321257082.0 2468 0.871 : 321257083.0 2545 0.900 : 321257084.0 2200 0.877 : 321257085.0 3000 0.919 : 321257086.0 2040 0.911 : 321257087.0 3301 0.916 : 321257088.0 2617 0.934 : 321257089.0 2001 0.915 : 321257090.0 2552 0.918 : 321257091.0 2730 0.947 : 321257093.0 3008 0.917 : 321257094.0 2418 0.939 : 321257307.0 2117 0.848 Total number of 1 second bins: 7671 Bins with >0 counts : 6642 Bins with >2000 counts : 21 21 of 21 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 2 : Time totcounts fraction : 321252183.0 2452 0.764 : 321252186.0 2884 0.818 : 321252188.0 2128 0.778 : 321252193.0 2758 0.766 : 321252205.0 2629 0.861 : 321252208.0 3003 0.841 : 321252211.0 2064 0.836 : 321252213.0 2055 0.744 : 321252235.0 2300 0.797 Total number of 1 second bins: 7670 Bins with >0 counts : 6641 Bins with >2000 counts : 9 9 of 9 high count rate bins were dominated by noise Noise dominated 0.12% of total time, 0.14% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 3 : Time totcounts fraction : 321252516.0 2086 0.795 : 321252517.0 3400 0.913 : 321253453.0 2331 0.868 : 321253454.0 2918 0.939 : 321253456.0 2299 0.839 : 321253475.0 2650 0.866 : 321253477.0 2598 0.851 : 321253549.0 3373 0.897 : 321253646.0 2639 0.867 : 321254131.0 2135 0.845 : 321254132.0 2013 0.849 : 321254133.0 2087 0.841 : 321254134.0 2142 0.849 : 321254135.0 2486 0.881 : 321254136.0 2211 0.877 : 321254137.0 2405 0.864 : 321254138.0 2483 0.889 : 321254139.0 2111 0.861 : 321254140.0 2060 0.871 : 321254141.0 2400 0.881 : 321254142.0 3297 0.911 : 321254144.0 4110 0.934 : 321254145.0 2919 0.976 : 321254147.0 3753 0.970 : 321254149.0 2141 0.880 : 321254151.0 2314 0.857 : 321254152.0 2624 0.914 : 321254153.0 2532 0.911 : 321254154.0 3053 0.916 : 321254156.0 2360 0.920 : 321254157.0 2210 0.911 : 321254158.0 2977 0.905 : 321254159.0 2066 0.906 : 321254160.0 2935 0.912 : 321254161.0 3568 0.954 : 321254163.0 2177 0.891 : 321254164.0 2674 0.904 : 321254165.0 2539 0.915 : 321254166.0 2095 0.887 : 321254167.0 2506 0.913 : 321254168.0 2476 0.899 : 321254169.0 2662 0.911 : 321254171.0 2160 0.835 : 321254173.0 3066 0.900 : 321254174.0 2323 0.913 : 321254175.0 2558 0.905 : 321254176.0 3300 0.945 : 321254177.0 2848 0.994 : 321254179.0 2463 0.895 : 321254180.0 2329 0.918 : 321254182.0 2903 0.911 : 321254183.0 2404 0.917 : 321254184.0 2540 0.924 : 321254185.0 2606 0.918 : 321254186.0 3963 0.955 : 321254188.0 2319 0.870 : 321254329.0 2638 0.899 : 321254444.0 2502 0.849 : 321254604.0 2829 0.889 : 321254607.0 2545 0.851 : 321254637.0 2266 0.841 : 321254642.0 2453 0.859 : 321254758.0 2183 0.850 : 321254934.0 2110 0.823 : 321254936.0 3506 0.934 : 321254948.0 3115 0.915 : 321254949.0 2441 0.926 : 321254952.0 2234 0.846 : 321254953.0 2601 0.927 : 321254964.0 3508 0.919 : 321254966.0 3408 0.944 : 321254968.0 4174 0.936 : 321254970.0 2331 0.859 : 321254973.0 2553 0.864 : 321255001.0 2804 0.877 : 321255014.0 2867 0.880 : 321255044.0 3674 0.934 : 321255045.0 2657 0.940 : 321255046.0 2870 0.978 : 321255061.0 3735 0.929 : 321255062.0 2690 0.922 : 321255063.0 2250 0.945 : 321255066.0 4774 0.954 : 321255067.0 2447 0.939 : 321255068.0 2458 0.952 : 321255069.0 2085 0.899 : 321255070.0 2930 0.939 : 321255094.0 3243 0.904 : 321255095.0 3033 0.935 : 321255096.0 2454 0.949 : 321255097.0 2797 0.925 : 321255098.0 2181 0.927 : 321255101.0 2852 0.906 : 321255102.0 2137 0.912 : 321255103.0 2002 0.841 : 321255118.0 4817 0.938 : 321255119.0 2940 0.963 : 321255121.0 3278 0.921 : 321255122.0 2339 0.913 : 321255123.0 2554 0.894 : 321255124.0 2956 0.945 : 321255126.0 3482 0.930 : 321255127.0 2239 0.894 : 321255128.0 3103 0.921 : 321255129.0 2579 0.907 : 321255130.0 3492 0.960 : 321255132.0 3210 0.959 : 321255134.0 2353 0.861 : 321255135.0 2751 0.898 : 321255136.0 2375 0.874 : 321255138.0 2003 0.847 : 321255139.0 2001 0.830 : 321255140.0 2442 0.864 : 321255141.0 2492 0.875 : 321255142.0 2299 0.884 : 321255143.0 2266 0.864 : 321255144.0 2449 0.869 : 321255145.0 2967 0.939 : 321255147.0 2213 0.873 : 321255148.0 2333 0.896 : 321255149.0 2036 0.850 : 321255150.0 2326 0.854 : 321255151.0 2575 0.874 : 321255153.0 2187 0.831 : 321255155.0 2877 0.881 : 321255156.0 3267 0.923 : 321255175.0 2666 0.877 : 321255176.0 3532 0.947 : 321255177.0 2770 0.957 : 321255178.0 2451 0.950 : 321255179.0 2538 0.945 : 321255181.0 2396 0.911 : 321255182.0 3309 0.949 : 321255183.0 2660 0.939 : 321255184.0 3209 0.959 : 321255185.0 2993 0.959 : 321255188.0 2320 0.859 : 321255189.0 3381 0.912 : 321255190.0 3294 0.960 : 321255205.0 3468 0.891 : 321255206.0 3354 0.951 : 321255207.0 2617 0.943 : 321255208.0 2120 0.941 : 321255213.0 4390 0.921 : 321255217.0 4075 0.933 : 321255218.0 2872 0.976 : 321255219.0 2640 0.952 : 321255222.0 4430 0.933 : 321255224.0 2113 0.851 : 321255245.0 3258 0.910 : 321255246.0 2307 0.928 : 321255247.0 2499 0.926 : 321255248.0 2162 0.926 : 321255249.0 2029 0.911 : 321255257.0 2245 0.920 : 321255258.0 2998 0.935 : 321255259.0 3017 0.943 : 321255260.0 2754 0.911 : 321255261.0 2296 0.936 : 321255262.0 2025 0.943 : 321255263.0 2298 0.926 : 321255264.0 2575 0.907 : 321255265.0 3627 0.946 : 321255266.0 2013 0.931 : 321255270.0 3125 0.913 : 321255271.0 2661 0.921 : 321255272.0 2595 0.895 : 321255274.0 2636 0.872 : 321255279.0 2268 0.847 : 321255283.0 3494 0.908 : 321255285.0 3345 0.906 : 321255286.0 2788 0.917 : 321255287.0 3735 0.955 : 321255288.0 2694 0.947 : 321255291.0 2636 0.868 : 321255292.0 3539 0.951 : 321255297.0 3168 0.903 : 321255303.0 2168 0.845 : 321255308.0 2333 0.895 : 321255309.0 2578 0.917 : 321255315.0 3239 0.901 : 321255316.0 2381 0.908 : 321255318.0 2592 0.889 : 321255321.0 2088 0.843 : 321255343.0 2394 0.852 : 321255344.0 2539 0.895 : 321255356.0 4261 0.923 : 321255357.0 2394 0.934 : 321255358.0 2469 0.948 : 321255359.0 2073 0.901 : 321255369.0 3036 0.923 : 321255371.0 2511 0.895 : 321255372.0 2948 0.917 : 321255373.0 2084 0.905 : 321255374.0 2373 0.891 : 321255375.0 2504 0.873 : 321255379.0 3775 0.911 : 321255380.0 2910 0.920 : 321255382.0 3378 0.915 : 321255383.0 2463 0.932 : 321255384.0 2461 0.914 : 321255385.0 2748 0.914 : 321255386.0 2736 0.894 : 321255387.0 2357 0.942 : 321255388.0 2505 0.929 : 321255390.0 2513 0.885 : 321255391.0 3072 0.921 : 321255393.0 2787 0.905 : 321255438.0 2357 0.893 : 321255439.0 2271 0.872 : 321255482.0 2205 0.834 : 321255483.0 2099 0.853 : 321255485.0 2968 0.902 : 321255582.0 2249 0.823 : 321255698.0 2884 0.883 : 321255735.0 2472 0.868 : 321256674.0 4139 0.987 : 321256682.0 4724 0.985 : 321256699.0 3092 0.898 : 321256777.0 3048 0.898 : 321256778.0 2588 0.961 : 321256779.0 2797 0.959 Total number of 1 second bins: 7670 Bins with >0 counts : 6641 Bins with >2000 counts : 222 222 of 222 high count rate bins were dominated by noise Noise dominated 2.89% of total time, 3.34% of detector on time (defined as non-zero counts)