Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 300993288.0 2412 0.919 : 300993525.0 2177 0.856 : 300993526.0 2130 0.778 : 300993528.0 2071 0.833 : 300993533.0 2243 0.827 : 300993546.0 2023 0.826 : 300993547.0 2128 0.810 : 300993549.0 2214 0.890 : 300993561.0 2192 0.880 : 300993565.0 2375 0.821 : 300993570.0 2188 0.825 : 300993577.0 2215 0.814 : 300993578.0 2687 0.900 : 300993579.0 2427 0.867 : 300993589.0 2327 0.839 : 300993591.0 2231 0.820 : 300993593.0 2375 0.796 : 300993597.0 2332 0.863 : 300993598.0 2279 0.833 : 300994157.0 2328 0.837 : 300994158.0 2156 0.849 : 300994159.0 2504 0.863 : 300994160.0 2596 0.866 : 300994170.0 2360 0.822 : 300994171.0 2183 0.836 : 300994173.0 2529 0.864 : 300994174.0 2018 0.827 : 300994752.0 2371 0.864 : 300994753.0 2441 0.947 : 300995030.0 2055 0.823 : 300995031.0 2224 0.828 : 300995032.0 2392 0.877 : 300995033.0 2507 0.882 : 300995034.0 2095 0.817 : 300995035.0 2048 0.837 Total number of 1 second bins: 7427 Bins with >0 counts : 6058 Bins with >2000 counts : 35 35 of 35 high count rate bins were dominated by noise Noise dominated 0.47% of total time, 0.58% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 300994764.0 2588 0.947 : 300994765.0 2603 0.950 : 300994769.0 2867 0.920 : 300994926.0 2543 0.899 : 300994927.0 2574 0.977 : 300999751.0 2166 0.864 Total number of 1 second bins: 7427 Bins with >0 counts : 6058 Bins with >2000 counts : 6 6 of 6 high count rate bins were dominated by noise Noise dominated 0.08% of total time, 0.10% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 2 : Time totcounts fraction : 300999670.0 2201 0.825 : 300999671.0 2033 0.828 : 300999672.0 2245 0.820 : 300999673.0 2124 0.788 : 300999715.0 2095 0.807 : 300999716.0 2471 0.834 Total number of 1 second bins: 7427 Bins with >0 counts : 6058 Bins with >2000 counts : 6 6 of 6 high count rate bins were dominated by noise Noise dominated 0.08% of total time, 0.10% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 3 : Time totcounts fraction : 300993230.0 2711 0.899 : 300993231.0 2135 0.958 : 300993232.0 2616 0.928 : 300993233.0 2724 0.968 : 300993234.0 2871 0.983 : 300993235.0 2339 0.964 : 300993236.0 2509 0.941 : 300993237.0 2780 0.900 : 300993238.0 2307 0.944 : 300993240.0 2504 0.899 : 300993241.0 2465 0.845 : 300993242.0 2393 0.927 : 300993243.0 2449 0.934 : 300993244.0 2678 0.956 : 300993245.0 2650 0.948 : 300993246.0 2910 0.974 : 300993247.0 2726 0.951 : 300993248.0 2508 0.953 : 300993249.0 3038 0.964 : 300993250.0 2592 0.975 : 300993251.0 2590 0.974 : 300993252.0 2384 0.970 : 300993253.0 2854 0.960 : 300993254.0 2538 0.974 : 300993255.0 2416 0.884 : 300993256.0 2577 0.882 : 300993257.0 2377 0.872 : 300993258.0 2404 0.920 : 300993259.0 2605 0.955 : 300993260.0 2445 0.932 : 300993261.0 2383 0.870 : 300993262.0 2391 0.905 : 300993263.0 2016 0.847 : 300993264.0 2451 0.838 : 300993265.0 2404 0.845 : 300993266.0 2190 0.834 : 300993270.0 2518 0.891 : 300993273.0 2166 0.768 : 300993275.0 2148 0.829 : 300993276.0 2348 0.853 : 300993278.0 2425 0.877 : 300993279.0 2455 0.887 : 300993280.0 2266 0.825 : 300993281.0 2244 0.894 : 300993282.0 2602 0.901 : 300993283.0 2375 0.891 : 300993284.0 2218 0.852 : 300993285.0 2109 0.746 : 300993288.0 2360 0.817 : 300993292.0 2355 0.794 : 300993293.0 2155 0.853 : 300993294.0 2438 0.839 : 300993299.0 2404 0.839 : 300993300.0 2190 0.834 : 300993304.0 2240 0.767 : 300993306.0 2187 0.802 : 300993309.0 2117 0.741 : 300993310.0 2016 0.805 : 300993311.0 2127 0.745 : 300993312.0 2135 0.787 : 300993313.0 2148 0.805 : 300993314.0 2050 0.753 : 300993315.0 2467 0.824 : 300993317.0 2474 0.875 : 300993318.0 2800 0.929 : 300993319.0 2466 0.891 : 300993320.0 2635 0.898 : 300993321.0 2816 0.943 : 300993322.0 2512 0.947 : 300993324.0 2030 0.823 : 300993325.0 2367 0.848 : 300993326.0 2131 0.842 : 300993327.0 2857 0.877 : 300993328.0 2831 0.968 : 300993329.0 2642 0.952 : 300993330.0 2574 0.903 : 300993331.0 2753 0.905 : 300993332.0 2608 0.972 : 300993333.0 2484 0.941 : 300993334.0 2925 0.906 : 300993335.0 2274 0.922 : 300993336.0 2981 0.945 : 300993337.0 2360 0.951 : 300993338.0 2332 0.949 : 300993339.0 2238 0.821 : 300993340.0 2564 0.887 : 300993342.0 2597 0.914 : 300993343.0 2788 0.931 : 300993344.0 2215 0.841 : 300993345.0 2409 0.866 : 300993346.0 2381 0.908 : 300993347.0 2812 0.941 : 300993348.0 2512 0.958 : 300993349.0 2554 0.922 : 300993350.0 2886 0.941 : 300993351.0 2715 0.946 : 300993352.0 2939 0.967 : 300993353.0 2761 0.985 : 300993354.0 2417 0.928 : 300993355.0 2295 0.958 : 300993356.0 2553 0.910 : 300993357.0 2817 0.950 : 300993358.0 2518 0.846 : 300993359.0 2563 0.857 : 300993360.0 2658 0.957 : 300993363.0 2174 0.818 : 300993368.0 2110 0.774 : 300993369.0 2136 0.806 : 300993370.0 2578 0.817 : 300993371.0 2053 0.815 : 300993372.0 2556 0.939 : 300993373.0 2056 0.818 : 300993374.0 2370 0.840 : 300993375.0 2550 0.933 : 300993377.0 2305 0.770 : 300993378.0 2831 0.910 : 300993379.0 2412 0.959 : 300993380.0 2725 0.941 : 300993381.0 2025 0.782 : 300993385.0 2376 0.794 : 300993386.0 2182 0.883 : 300993391.0 2296 0.797 : 300993393.0 2346 0.864 : 300993396.0 2298 0.857 : 300993397.0 2577 0.919 : 300993398.0 2793 0.908 : 300993399.0 2421 0.898 : 300993400.0 2664 0.919 : 300993401.0 2669 0.928 : 300993402.0 2649 0.950 : 300993403.0 2788 0.931 : 300993404.0 2831 0.928 : 300993405.0 2407 0.907 : 300993406.0 2070 0.854 : 300993408.0 2568 0.868 : 300993409.0 2360 0.817 : 300993410.0 2588 0.898 : 300993412.0 2168 0.860 : 300993413.0 2454 0.861 : 300993414.0 2425 0.850 : 300993415.0 2271 0.838 : 300993416.0 2738 0.950 : 300993417.0 2367 0.883 : 300993418.0 2661 0.892 : 300993419.0 2323 0.869 : 300993420.0 2633 0.833 : 300993421.0 2920 0.935 : 300993422.0 2180 0.942 : 300993423.0 2368 0.869 : 300993424.0 2306 0.820 : 300993428.0 2576 0.917 : 300993429.0 2598 0.837 : 300993430.0 2114 0.862 : 300993431.0 2112 0.773 : 300993432.0 2742 0.879 : 300993433.0 2183 0.896 : 300993434.0 2229 0.889 : 300993435.0 2518 0.846 : 300993436.0 2363 0.810 : 300993437.0 2174 0.853 : 300993438.0 2225 0.818 : 300993439.0 2242 0.874 : 300993440.0 2651 0.896 : 300993441.0 2636 0.866 : 300993442.0 2666 0.957 : 300993443.0 2292 0.929 : 300993444.0 2752 0.960 : 300993446.0 2745 0.903 : 300993447.0 2903 0.938 : 300993448.0 2956 0.982 : 300993449.0 2448 0.992 : 300993450.0 3107 0.947 : 300993451.0 2143 0.924 : 300993452.0 2940 0.918 : 300993453.0 2921 0.962 : 300993454.0 2535 0.965 : 300993455.0 2534 0.965 : 300993456.0 2785 0.921 : 300993457.0 2504 0.895 : 300993458.0 2473 0.875 : 300993460.0 2082 0.781 : 300993461.0 2928 0.932 : 300993462.0 2150 0.970 : 300993464.0 2383 0.915 : 300993465.0 2530 0.855 : 300993466.0 3025 0.940 : 300993467.0 2692 0.981 : 300993468.0 2367 0.862 : 300993469.0 2419 0.907 : 300993470.0 2416 0.851 : 300993474.0 2242 0.795 : 300993476.0 2815 0.908 : 300993477.0 2153 0.935 : 300993480.0 2082 0.801 : 300993481.0 2680 0.947 : 300993482.0 2609 0.974 : 300993483.0 2654 0.930 : 300993484.0 2467 0.914 : 300993485.0 2527 0.903 : 300993486.0 2394 0.911 : 300993489.0 2237 0.814 : 300993492.0 2466 0.839 : 300993493.0 2976 0.940 : 300993494.0 2301 0.966 : 300993495.0 2662 0.980 : 300993496.0 2470 0.966 : 300993497.0 2988 0.972 : 300993498.0 2652 0.942 : 300993499.0 2720 0.964 : 300993500.0 2312 0.916 : 300993501.0 2768 0.941 : 300993502.0 2284 0.907 : 300993503.0 2532 0.948 : 300993504.0 3076 0.936 : 300993505.0 2346 0.990 : 300993506.0 3114 0.961 : 300993507.0 2901 0.979 : 300993508.0 2541 0.965 : 300993510.0 2645 0.876 : 300993511.0 2518 0.909 : 300993512.0 2750 0.899 : 300993513.0 2683 0.945 : 300993514.0 2577 0.946 : 300993515.0 2612 0.902 : 300993516.0 2469 0.944 : 300993522.0 2538 0.867 : 300993523.0 2623 0.870 : 300993524.0 2681 0.915 : 300993525.0 2761 0.937 : 300993526.0 2846 0.935 : 300993527.0 2321 0.981 : 300993581.0 2114 0.805 : 300993591.0 2998 0.942 : 300993592.0 2257 0.912 : 300993595.0 2394 0.859 : 300993596.0 2755 0.930 : 300993619.0 2569 0.847 : 300993620.0 2687 0.931 : 300993621.0 2559 0.870 : 300993628.0 2104 0.808 : 300993654.0 2510 0.861 : 300993692.0 2023 0.814 : 300993700.0 2002 0.852 : 300993701.0 2007 0.790 : 300993705.0 2387 0.857 : 300993711.0 2405 0.881 : 300993719.0 2551 0.926 : 300993720.0 2439 0.869 : 300993784.0 2620 0.862 : 300993785.0 2371 0.902 : 300994013.0 2112 0.814 : 300994147.0 2010 0.799 : 300994219.0 2500 0.880 : 300994220.0 2213 0.858 : 300994290.0 2459 0.891 : 300994291.0 2550 0.965 : 300994292.0 2460 0.905 : 300994300.0 2034 0.805 : 300994333.0 2257 0.867 : 300994338.0 2373 0.903 : 300994339.0 2143 0.833 : 300994341.0 2224 0.897 : 300994342.0 2260 0.845 : 300994343.0 2090 0.827 : 300994344.0 2433 0.894 : 300994345.0 2046 0.824 : 300994346.0 2197 0.851 : 300994369.0 2342 0.843 : 300994370.0 2039 0.821 : 300994373.0 2328 0.843 : 300994560.0 2737 0.918 : 300994562.0 2572 0.925 : 300994600.0 2023 0.912 : 300994953.0 2394 0.869 : 300995214.0 2324 0.895 : 300995395.0 2068 0.945 : 300995520.0 2110 0.851 : 300995580.0 2280 0.866 : 300995581.0 2535 0.920 : 300995582.0 2753 0.895 : 300995583.0 2676 0.924 : 300995584.0 2066 0.868 : 300995632.0 2753 0.902 : 300995633.0 3406 0.966 : 300995634.0 2734 1.000 : 300995641.0 2048 0.839 : 300995643.0 2400 0.884 : 300995655.0 2447 0.953 : 300995664.0 2642 0.872 : 300995665.0 2358 0.901 : 300995666.0 2355 0.910 : 300995667.0 2724 0.901 : 300995668.0 2461 0.889 : 300995679.0 2092 0.851 : 300995683.0 2068 0.847 : 300995684.0 2552 0.908 : 300995685.0 2480 0.875 : 300995815.0 2618 0.859 : 300996345.0 2402 0.865 : 300996402.0 2640 0.928 : 300996403.0 2530 0.975 : 300996405.0 2716 0.892 : 300996421.0 2882 0.897 : 300996422.0 2240 0.989 : 300996446.0 2121 0.847 : 300996747.0 2437 0.897 : 300997018.0 2043 0.805 : 300997164.0 2175 0.858 : 300997165.0 2435 0.895 : 300997166.0 2415 0.917 : 300997167.0 2135 0.872 : 300997168.0 2388 0.875 : 300997706.0 2603 0.896 : 300997953.0 2094 0.867 : 300997954.0 2201 0.766 : 300997955.0 2405 0.848 : 300997956.0 2217 0.862 : 300997957.0 2457 0.854 : 300997958.0 2069 0.831 : 300997959.0 2172 0.862 : 300997960.0 2160 0.865 : 300997961.0 2385 0.857 : 300997962.0 2417 0.882 : 300997963.0 2314 0.846 : 300997964.0 2389 0.893 : 300997965.0 2349 0.856 : 300997966.0 2025 0.811 : 300997968.0 2465 0.896 : 300997970.0 2068 0.818 : 300997974.0 2118 0.772 : 300997975.0 2334 0.792 : 300997988.0 2173 0.815 : 300997989.0 2225 0.811 : 300997990.0 2191 0.816 : 300997991.0 2071 0.859 : 300997992.0 2138 0.833 : 300997994.0 2310 0.844 : 300997995.0 2026 0.822 : 300997996.0 2229 0.791 : 300997998.0 2328 0.829 : 300998000.0 2136 0.765 : 300998004.0 2234 0.856 : 300998005.0 2297 0.844 : 300998006.0 2094 0.823 : 300998007.0 2196 0.832 : 300998008.0 2096 0.769 : 300998016.0 2109 0.751 : 300998018.0 2134 0.802 : 300998019.0 2068 0.811 : 300998024.0 2035 0.732 : 300999485.0 2249 0.763 : 300999610.0 2576 0.932 : 300999640.0 2359 0.825 : 300999642.0 2497 0.915 : 301000084.0 2052 0.797 Total number of 1 second bins: 7427 Bins with >0 counts : 6058 Bins with >2000 counts : 355 355 of 355 high count rate bins were dominated by noise Noise dominated 4.78% of total time, 5.86% of detector on time (defined as non-zero counts)