Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 232368552.0 2225 0.896 : 232368579.0 2301 0.869 : 232368580.0 2388 0.918 : 232368581.0 2483 0.980 : 232369210.0 2260 0.808 : 232369214.0 2128 0.816 : 232369227.0 2596 0.881 : 232370006.0 2153 0.829 : 232370026.0 2006 0.829 : 232370031.0 2328 0.841 : 232370032.0 2539 0.947 : 232370110.0 2647 0.876 : 232370233.0 2558 0.865 : 232370234.0 2230 0.853 : 232370235.0 2051 0.817 : 232370250.0 2193 0.859 : 232370275.0 2303 0.848 : 232370277.0 2449 0.903 : 232370278.0 2289 0.912 : 232370279.0 2719 0.925 : 232370280.0 2489 0.920 : 232371391.0 2046 0.822 : 232371452.0 2168 0.851 : 232371453.0 2680 0.918 : 232371454.0 2526 0.929 : 232371455.0 2539 0.890 : 232371456.0 2166 0.922 : 232371460.0 2620 0.888 : 232371462.0 2381 0.867 : 232371463.0 2483 0.894 : 232371464.0 2327 0.917 : 232371465.0 2534 0.915 : 232371466.0 2389 0.919 : 232371483.0 2020 0.807 : 232371484.0 2045 0.844 : 232371487.0 2577 0.870 : 232371488.0 2597 0.945 : 232371489.0 2882 0.964 : 232371490.0 2520 0.949 : 232371491.0 2742 0.948 : 232371492.0 2391 0.868 : 232371494.0 2973 0.878 : 232371496.0 2208 0.846 : 232371497.0 2249 0.839 : 232371498.0 2807 0.949 : 232371499.0 2548 0.945 : 232371500.0 2628 0.931 : 232371501.0 2367 0.909 : 232371502.0 2850 0.973 : 232371503.0 2641 0.915 : 232371504.0 2605 0.940 : 232371505.0 2491 0.904 : 232371506.0 2819 0.975 : 232371509.0 2289 0.864 : 232371510.0 3026 0.941 : 232371511.0 2324 0.896 : 232371512.0 2766 0.943 : 232371513.0 2456 0.952 : 232371514.0 2463 0.915 : 232371516.0 2232 0.845 : 232371517.0 2238 0.836 : 232371518.0 2022 0.841 : 232371520.0 2018 0.831 : 232371521.0 3273 0.932 : 232371524.0 2419 0.850 : 232371525.0 2602 0.924 : 232371526.0 2649 0.899 : 232371527.0 2402 0.917 : 232371529.0 2713 0.900 : 232371530.0 2719 0.929 : 232371532.0 2139 0.831 : 232371533.0 2538 0.872 : 232371534.0 2543 0.889 : 232371535.0 2550 0.885 : 232371536.0 2195 0.850 : 232371537.0 2485 0.894 : 232371538.0 2191 0.853 : 232371540.0 2917 0.936 : 232371541.0 2154 0.858 : 232371543.0 2352 0.841 : 232371546.0 2306 0.854 : 232371560.0 2105 0.843 : 232371567.0 2068 0.858 : 232371568.0 2568 0.923 : 232371569.0 2621 0.902 : 232371570.0 2690 0.900 : 232371571.0 2638 0.983 : 232371572.0 2767 0.974 : 232371573.0 2735 0.958 : 232371574.0 2832 0.954 : 232371575.0 2766 0.951 : 232371576.0 2141 0.852 : 232371578.0 2687 0.946 : 232371579.0 2613 0.910 : 232371580.0 2424 0.878 : 232371581.0 2672 0.946 : 232371582.0 2563 0.934 : 232371583.0 2742 0.954 : 232371584.0 2340 0.915 : 232371585.0 2481 0.924 : 232371586.0 2707 0.979 : 232371587.0 2814 0.995 : 232371588.0 2460 0.987 : 232371589.0 2757 0.979 : 232371590.0 2720 0.983 : 232371591.0 2769 0.986 : 232371592.0 2637 0.951 : 232371593.0 2200 0.940 : 232371594.0 2840 0.974 : 232371595.0 2665 0.961 : 232371596.0 2320 0.871 : 232371597.0 2560 0.900 : 232371598.0 2706 0.954 : 232371599.0 2725 0.939 : 232371600.0 2296 0.875 : 232371601.0 2539 0.888 : 232371602.0 2820 0.948 : 232371603.0 2739 0.935 : 232371604.0 2540 0.920 : 232371606.0 2484 0.880 : 232371608.0 3322 0.963 : 232371609.0 2776 0.964 : 232371610.0 2629 0.951 : 232371611.0 2426 0.871 : 232371612.0 2475 0.896 : 232371613.0 2271 0.888 : 232371614.0 2507 0.908 : 232371618.0 2714 0.897 : 232371619.0 2672 0.913 : 232371620.0 2390 0.895 : 232371621.0 2487 0.943 : 232371622.0 2813 0.983 : 232371623.0 2709 0.934 : 232371624.0 2676 0.895 : 232371625.0 2873 0.959 : 232371626.0 2551 0.924 : 232371627.0 2703 0.916 : 232371628.0 2764 0.952 : 232371629.0 2626 0.945 : 232371630.0 2854 0.935 : 232371631.0 2824 0.949 : 232371632.0 2422 0.931 : 232371633.0 2452 0.940 : 232371634.0 2620 0.913 : 232371635.0 2459 0.954 : 232371636.0 2303 0.863 : 232371637.0 2718 0.938 : 232371638.0 2662 0.923 : 232371639.0 2582 0.911 : 232371640.0 2568 0.900 : 232371641.0 2679 0.952 : 232371642.0 2711 0.959 : 232371643.0 2615 0.950 : 232371644.0 2240 0.865 : 232371645.0 2846 0.975 : 232371646.0 2489 0.915 : 232371647.0 2698 0.909 : 232371648.0 2676 0.935 : 232371649.0 2605 0.901 : 232371650.0 2690 0.939 : 232371651.0 2229 0.869 : 232371652.0 2535 0.941 : 232371653.0 2631 0.917 : 232371654.0 2716 0.958 : 232371655.0 2345 0.911 : 232371656.0 2521 0.937 : 232371661.0 2847 0.937 : 232371662.0 2822 0.923 : 232371663.0 2760 0.954 : 232371664.0 2454 0.899 : 232371665.0 2517 0.902 : 232371666.0 2706 0.930 : 232371667.0 2482 0.909 : 232371668.0 2658 0.904 : 232371669.0 2331 0.865 : 232371670.0 2551 0.896 : 232371671.0 2852 0.973 : 232371672.0 2318 0.891 : 232371673.0 2448 0.891 : 232371674.0 2618 0.890 : 232371675.0 2476 0.867 : 232371676.0 2268 0.868 : 232371677.0 2756 0.950 : 232371678.0 2464 0.898 : 232371679.0 2420 0.915 : 232371680.0 2757 0.951 : 232371681.0 2722 0.962 : 232371682.0 2166 0.860 : 232371684.0 2429 0.850 : 232371685.0 2343 0.893 : 232371686.0 2703 0.931 : 232371687.0 2884 0.953 : 232371688.0 2735 0.965 : 232371689.0 2614 0.944 : 232371690.0 2661 0.958 : 232371691.0 2758 0.973 : 232371692.0 2564 0.936 : 232371693.0 2173 0.971 : 232371694.0 2502 0.898 : 232371695.0 2831 0.984 : 232371696.0 2849 0.988 : 232371697.0 2843 0.990 : 232371698.0 2843 0.956 : 232371699.0 2914 0.991 : 232371700.0 2563 0.929 : 232371701.0 2787 0.959 : 232371702.0 2907 0.972 : 232371704.0 2570 0.895 : 232371705.0 2462 0.921 : 232371707.0 2727 0.904 : 232371708.0 2773 0.953 : 232371709.0 2463 0.955 : 232371710.0 2739 0.949 : 232371711.0 2813 0.955 : 232371712.0 2604 0.926 : 232371713.0 2627 0.906 : 232371714.0 2729 0.953 : 232371716.0 2426 0.864 : 232371717.0 2093 0.853 : 232371722.0 2078 0.846 : 232371723.0 2817 0.900 : 232371724.0 2446 0.914 : 232371725.0 2546 0.910 : 232371726.0 2355 0.875 : 232371727.0 2567 0.903 : 232371728.0 2322 0.873 : 232371729.0 2314 0.889 : 232371730.0 2675 0.915 : 232371731.0 2376 0.869 : 232371733.0 2395 0.866 : 232371734.0 2435 0.865 : 232371738.0 2459 0.875 : 232371740.0 2062 0.831 : 232371742.0 2093 0.858 : 232371743.0 2486 0.902 : 232371744.0 2095 0.874 : 232371745.0 2479 0.905 : 232371746.0 2399 0.937 : 232371747.0 2131 0.849 : 232371749.0 2677 0.893 : 232371750.0 2457 0.886 : 232371751.0 2771 0.947 : 232371752.0 2411 0.881 : 232371753.0 2164 0.843 : 232371754.0 2491 0.887 : 232371755.0 2330 0.905 : 232371756.0 2536 0.904 : 232371765.0 2899 0.904 : 232371782.0 2284 0.845 : 232371787.0 2002 0.801 : 232371790.0 3012 0.948 : 232371791.0 2373 0.885 : 232371826.0 2543 0.854 : 232371832.0 2532 0.895 : 232371845.0 2103 0.821 : 232371847.0 2641 0.877 : 232371848.0 2485 0.917 : 232372767.0 2335 0.843 : 232372768.0 2405 0.863 : 232372777.0 2258 0.858 : 232372778.0 2514 0.923 : 232372779.0 2007 0.902 : 232372780.0 2427 0.876 : 232372781.0 2223 0.874 : 232372786.0 2242 0.861 : 232372790.0 2138 0.832 : 232375006.0 2096 0.758 Total number of 1 second bins: 7669 Bins with >0 counts : 6479 Bins with >2000 counts : 267 267 of 267 high count rate bins were dominated by noise Noise dominated 3.48% of total time, 4.12% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 232369761.0 2466 0.893 : 232369768.0 2585 0.892 : 232369769.0 2455 0.876 : 232369770.0 2184 0.915 : 232369771.0 2220 0.880 : 232369772.0 2298 0.842 : 232369773.0 2435 0.902 : 232369774.0 2121 0.881 : 232370317.0 2254 0.871 : 232370418.0 3392 0.909 : 232370419.0 2476 0.912 : 232370420.0 2151 0.859 : 232370517.0 2547 0.865 : 232370519.0 2433 0.896 : 232370520.0 2639 0.938 : 232370521.0 2666 0.982 : 232370522.0 2513 0.909 : 232370525.0 2397 0.910 : 232370527.0 2435 0.888 : 232370528.0 2359 0.900 : 232370529.0 2809 0.956 : 232370530.0 2340 0.945 : 232370531.0 2729 0.951 : 232370532.0 2537 0.950 : 232370533.0 2475 0.917 : 232370534.0 2619 0.928 : 232370535.0 2564 0.906 : 232370536.0 2816 0.944 : 232370537.0 2350 0.928 : 232370538.0 2663 0.932 : 232370539.0 2842 0.977 : 232370540.0 2524 0.902 : 232370541.0 2840 0.971 : 232370542.0 2599 0.964 : 232370543.0 2619 0.933 : 232370544.0 2726 0.931 : 232370545.0 2618 0.924 : 232370546.0 2502 0.893 : 232370547.0 2701 0.947 : 232370548.0 2033 0.897 : 232370549.0 2808 0.944 : 232370550.0 2407 0.930 : 232370551.0 2300 0.911 : 232370552.0 2685 0.966 : 232370553.0 2816 0.969 : 232370554.0 2569 0.933 : 232370555.0 2149 0.903 : 232370587.0 2048 0.925 : 232370720.0 2804 0.891 : 232371204.0 2326 0.909 : 232371207.0 2097 0.845 : 232371208.0 2467 0.923 : 232371209.0 2249 0.863 : 232371285.0 2018 0.819 : 232371420.0 2740 0.953 : 232371421.0 2776 0.993 : 232372696.0 2444 0.898 : 232372698.0 2150 0.860 Total number of 1 second bins: 7669 Bins with >0 counts : 6479 Bins with >2000 counts : 58 58 of 58 high count rate bins were dominated by noise Noise dominated 0.76% of total time, 0.90% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 2 : Time totcounts fraction : 232371472.0 2973 0.922 : 232371473.0 2651 0.921 : 232371474.0 2870 0.933 : 232371751.0 2003 0.817 Total number of 1 second bins: 7669 Bins with >0 counts : 6479 Bins with >2000 counts : 4 4 of 4 high count rate bins were dominated by noise Noise dominated 0.05% of total time, 0.06% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 3 : Time totcounts fraction : 232368912.0 2594 0.937 : 232369287.0 2305 0.844 : 232369292.0 2495 0.907 : 232369309.0 2025 0.800 : 232369311.0 2072 0.820 : 232369319.0 2234 0.849 : 232369320.0 2077 0.887 : 232369321.0 2117 0.812 : 232369389.0 2058 0.817 : 232369390.0 2231 0.896 : 232369397.0 2395 0.916 : 232369398.0 2149 0.967 : 232369570.0 2405 0.849 : 232369627.0 2121 0.860 : 232369628.0 2130 0.885 : 232369629.0 2393 0.906 : 232369631.0 2038 0.837 : 232369633.0 2079 0.878 : 232369635.0 2277 0.893 : 232369636.0 2203 0.879 : 232369637.0 2447 0.951 : 232369638.0 2568 0.988 : 232369639.0 2417 0.999 : 232369640.0 2615 0.997 : 232369641.0 2458 0.993 : 232369643.0 2423 0.943 : 232369644.0 2441 0.943 : 232369645.0 2494 0.962 : 232369646.0 2550 0.958 : 232369647.0 2743 0.958 : 232369648.0 2316 0.931 : 232369649.0 2529 0.931 : 232369650.0 2350 0.906 : 232369651.0 2238 0.854 : 232369652.0 2492 0.948 : 232369653.0 2424 0.892 : 232369654.0 2235 0.898 : 232369655.0 2341 0.890 : 232369658.0 2229 0.893 : 232369659.0 2332 0.912 : 232369660.0 2261 0.897 : 232369662.0 2469 0.959 : 232369663.0 2383 0.953 : 232369664.0 2627 0.984 : 232369665.0 2586 0.985 : 232369666.0 2721 0.988 : 232369667.0 2506 0.966 : 232369668.0 2603 0.967 : 232369669.0 2636 0.985 : 232369670.0 2707 0.980 : 232369671.0 2513 0.956 : 232369672.0 2608 0.938 : 232369673.0 2481 0.942 : 232369674.0 2561 0.965 : 232369675.0 2723 0.978 : 232369676.0 2563 0.976 : 232369677.0 2507 0.963 : 232369678.0 2636 0.958 : 232369679.0 2517 0.951 : 232369680.0 2563 0.955 : 232369681.0 2060 0.846 : 232369682.0 2673 0.987 : 232369683.0 2223 0.844 : 232369684.0 2603 0.939 : 232369685.0 2719 0.974 : 232369686.0 2394 0.929 : 232369726.0 2129 0.834 : 232370367.0 2048 0.863 : 232370368.0 2653 0.889 : 232370369.0 2423 0.898 : 232370371.0 2552 0.919 : 232370382.0 2159 0.874 : 232370383.0 2300 0.869 : 232370385.0 2439 0.920 : 232370386.0 2250 0.932 : 232370387.0 2158 0.897 : 232370388.0 2348 0.920 : 232370389.0 2286 0.932 : 232370391.0 2461 0.876 : 232370392.0 2330 0.852 : 232370426.0 2056 0.834 : 232370427.0 2063 0.847 : 232370428.0 2016 0.892 : 232370430.0 2167 0.875 : 232370431.0 2159 0.880 : 232370432.0 2083 0.905 : 232370433.0 2528 0.925 : 232370434.0 2096 0.905 : 232370435.0 2168 0.885 : 232370436.0 2177 0.905 : 232370438.0 2124 0.834 : 232370440.0 2362 0.947 : 232370441.0 2097 0.870 : 232370442.0 2198 0.879 : 232370443.0 2066 0.876 : 232370446.0 2055 0.855 : 232370447.0 2108 0.875 : 232370451.0 2313 0.870 : 232370452.0 2557 0.871 : 232370453.0 2154 0.855 : 232370454.0 2086 0.840 : 232370456.0 2252 0.879 : 232370457.0 2149 0.876 : 232370458.0 2223 0.916 : 232370459.0 2115 0.909 : 232370465.0 2065 0.908 : 232370467.0 2412 0.950 : 232370470.0 2029 0.942 : 232370472.0 2266 0.953 : 232370473.0 2061 0.872 : 232370474.0 2053 0.953 : 232370475.0 2125 0.955 : 232370477.0 2047 0.943 : 232370479.0 2129 0.930 : 232370481.0 2012 0.964 : 232370482.0 2153 0.962 : 232370484.0 2571 0.991 : 232370485.0 2557 0.999 : 232370486.0 2558 0.997 : 232370487.0 2208 0.963 : 232370488.0 2308 0.984 : 232370489.0 2462 1.000 : 232370490.0 2614 0.992 : 232370491.0 2260 0.888 : 232370492.0 2438 0.992 : 232370493.0 2054 0.986 : 232370494.0 2491 0.960 : 232370495.0 2582 0.995 : 232370496.0 2554 0.994 : 232370497.0 2497 0.979 : 232370498.0 2465 0.975 : 232370499.0 2382 0.945 : 232370500.0 2624 0.997 : 232370501.0 2505 0.992 : 232370502.0 2390 0.979 : 232370503.0 2497 0.990 : 232370504.0 2375 0.949 : 232370505.0 2520 0.959 : 232370506.0 2560 0.978 : 232370507.0 2518 0.985 : 232370508.0 2607 0.997 : 232370509.0 2122 0.967 : 232370510.0 2595 0.993 : 232370512.0 2176 0.863 : 232370513.0 2338 0.962 : 232370514.0 2249 0.946 : 232370517.0 2030 0.855 : 232370518.0 2084 0.954 : 232370519.0 2083 0.900 : 232370520.0 2274 0.977 : 232370521.0 2316 0.967 : 232370522.0 2239 0.941 : 232370523.0 2129 0.945 : 232370524.0 2038 0.925 : 232370536.0 2048 0.945 : 232370537.0 2063 0.968 : 232370544.0 2554 0.931 : 232370550.0 2136 0.900 : 232370551.0 2233 0.971 : 232370553.0 2131 0.962 : 232370555.0 2181 0.969 : 232370556.0 2078 0.962 : 232370557.0 2058 0.908 : 232370558.0 2097 0.976 : 232370560.0 2016 0.879 : 232370562.0 2032 0.916 : 232370563.0 2175 0.973 : 232370564.0 2081 0.972 : 232370565.0 2211 0.976 : 232370567.0 2106 0.963 : 232370568.0 2190 0.980 : 232370569.0 2095 0.941 : 232370570.0 2174 0.971 : 232370571.0 2125 0.952 : 232370572.0 2017 0.984 : 232370573.0 2064 0.964 : 232370575.0 2048 0.938 : 232370576.0 2141 0.983 : 232370577.0 2116 0.977 : 232370578.0 2551 1.000 : 232370579.0 2506 0.989 : 232370580.0 2555 0.996 : 232370581.0 2505 0.984 : 232370582.0 2402 0.989 : 232370583.0 2201 0.988 : 232370584.0 2634 0.998 : 232370585.0 2156 0.894 : 232370586.0 2136 0.959 : 232370587.0 2580 1.000 : 232370850.0 2091 0.841 : 232370882.0 2046 0.842 : 232370883.0 2019 0.812 : 232371081.0 3183 0.953 : 232371083.0 2682 0.902 : 232371084.0 2615 0.934 : 232371085.0 2873 0.981 : 232371086.0 2652 0.973 : 232371087.0 2545 0.968 : 232371088.0 2602 0.965 : 232371089.0 2399 0.978 : 232371090.0 2751 0.984 : 232371091.0 2569 0.993 : 232371092.0 2400 0.929 : 232371093.0 2007 0.960 : 232371094.0 2426 0.951 : 232371095.0 2726 0.942 : 232371096.0 2474 0.873 : 232371111.0 2817 0.894 : 232371112.0 2450 0.887 : 232371114.0 2423 0.872 : 232371115.0 2571 0.882 : 232371118.0 2732 0.928 : 232371119.0 2663 0.934 : 232371120.0 2096 0.855 : 232371123.0 2009 0.853 : 232371135.0 2475 0.851 : 232371136.0 2099 0.862 : 232371139.0 2761 0.910 : 232371140.0 2532 0.887 : 232371141.0 2417 0.864 : 232371142.0 2351 0.889 : 232371143.0 2202 0.873 : 232371918.0 2135 0.860 : 232371919.0 2235 0.869 : 232372017.0 2738 0.901 : 232372027.0 2338 0.866 : 232372028.0 2169 0.866 : 232374779.0 2336 0.798 : 232374780.0 2012 0.791 : 232374785.0 2108 0.760 : 232374786.0 2071 0.745 : 232374788.0 2163 0.756 : 232374789.0 2090 0.777 : 232374791.0 2205 0.872 : 232374792.0 2276 0.876 : 232374794.0 2454 0.951 : 232374795.0 2467 0.953 : 232374796.0 2837 0.943 : 232374797.0 2487 0.922 : 232374798.0 2568 0.919 : 232374799.0 2239 0.876 : 232374800.0 2496 0.929 : 232374801.0 2723 0.956 : 232374802.0 2724 0.956 : 232374803.0 2658 0.939 : 232374804.0 2645 0.903 : 232374805.0 2533 0.905 : 232374806.0 2605 0.911 : 232374807.0 2607 0.943 : 232374808.0 2613 0.886 : 232374810.0 2397 0.867 : 232374811.0 2411 0.918 : 232374812.0 2179 0.793 : 232374813.0 2246 0.878 : 232374815.0 2645 0.865 : 232374816.0 2444 0.877 : 232374817.0 2315 0.871 : 232374818.0 2678 0.890 : 232374819.0 2550 0.877 : 232374820.0 2224 0.862 : 232374821.0 2560 0.872 : 232374822.0 2007 0.827 : 232374823.0 2245 0.873 : 232374824.0 2308 0.854 : 232374825.0 2387 0.898 : 232374826.0 2488 0.890 : 232374827.0 2123 0.900 : 232374828.0 2547 0.905 : 232374829.0 2693 0.916 : 232374830.0 2446 0.917 : 232374832.0 2199 0.825 : 232374834.0 2368 0.845 : 232374835.0 2119 0.820 : 232374837.0 2507 0.835 : 232374838.0 2191 0.848 : 232374839.0 2577 0.858 : 232374840.0 2251 0.837 : 232374841.0 2446 0.883 : 232374842.0 2417 0.855 : 232374843.0 2376 0.848 : 232374844.0 2341 0.861 : 232374845.0 2615 0.877 : 232374846.0 2148 0.833 : 232374847.0 2121 0.843 : 232374848.0 2490 0.907 : 232374849.0 2665 0.940 : 232374850.0 2452 0.856 : 232374851.0 2545 0.886 : 232374852.0 2349 0.897 : 232374853.0 2418 0.835 : 232374855.0 2311 0.855 : 232374856.0 2475 0.883 : 232374857.0 2404 0.852 : 232374858.0 2453 0.891 : 232374859.0 2262 0.867 : 232374861.0 2218 0.785 : 232374862.0 2015 0.790 : 232374863.0 2171 0.795 : 232374865.0 2610 0.848 : 232374866.0 2510 0.894 : 232374867.0 2280 0.889 : 232374868.0 2535 0.916 : 232374869.0 2634 0.929 : 232374870.0 2375 0.896 : 232374872.0 2221 0.804 : 232374873.0 2162 0.811 : 232374874.0 2100 0.827 : 232374875.0 2296 0.848 : 232374876.0 2426 0.871 : 232374877.0 2417 0.837 : 232374878.0 2284 0.841 : 232374879.0 2309 0.828 : 232374880.0 2259 0.841 : 232374881.0 2442 0.858 : 232374882.0 2716 0.948 : 232374883.0 2152 0.859 : 232374885.0 2439 0.864 : 232374886.0 2012 0.827 : 232374887.0 2269 0.853 : 232374888.0 2359 0.847 : 232374889.0 2019 0.788 : 232374890.0 2436 0.911 : 232374891.0 2594 0.939 : 232374892.0 2657 0.937 : 232374893.0 2034 0.935 : 232374894.0 2722 0.964 : 232374895.0 2316 0.888 : 232374897.0 2206 0.860 : 232374898.0 2259 0.953 : 232374899.0 2653 0.954 : 232374900.0 2024 0.777 : 232374901.0 2675 0.975 : 232374902.0 2452 0.839 : 232374905.0 2099 0.871 : 232374906.0 2646 0.902 : 232374907.0 2464 0.899 : 232374908.0 2320 0.810 : 232374910.0 2041 0.889 : 232374913.0 2541 0.891 : 232374914.0 2348 0.882 Total number of 1 second bins: 7669 Bins with >0 counts : 6479 Bins with >2000 counts : 340 340 of 340 high count rate bins were dominated by noise Noise dominated 4.43% of total time, 5.25% of detector on time (defined as non-zero counts)