Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 262242997.0 2153 0.824 : 262243464.0 2073 0.855 : 262243784.0 2220 0.888 : 262243851.0 2042 0.824 : 262243975.0 3232 0.955 : 262243976.0 2335 0.882 : 262243977.0 2486 0.939 : 262243978.0 2632 0.920 : 262243979.0 2478 0.930 : 262243980.0 2277 0.890 : 262243981.0 2168 0.893 : 262244074.0 2037 0.857 : 262244075.0 2775 0.963 : 262244079.0 2441 0.896 : 262244080.0 2679 0.941 : 262244083.0 2060 0.837 : 262244133.0 2885 0.943 : 262244138.0 2852 0.966 : 262244139.0 2583 0.967 : 262244140.0 2686 0.904 : 262244141.0 2251 0.919 : 262244142.0 2393 0.902 : 262244143.0 2118 0.866 : 262244144.0 2287 0.885 : 262244146.0 2065 0.846 : 262244152.0 2027 0.817 : 262244202.0 2430 0.860 : 262244204.0 2185 0.860 : 262244205.0 2337 0.926 : 262244206.0 2142 0.856 : 262244207.0 2413 0.911 : 262244211.0 2609 0.891 : 262244213.0 2414 0.879 : 262244214.0 2382 0.897 : 262244215.0 2637 0.934 : 262244216.0 2171 0.918 : 262244217.0 2640 0.927 : 262244218.0 2673 0.953 : 262244310.0 2439 0.916 : 262244311.0 2079 0.856 : 262244312.0 2221 0.863 : 262244315.0 2665 0.935 : 262244316.0 2414 0.905 : 262244317.0 2417 0.904 : 262244319.0 2707 0.936 : 262244325.0 2121 0.851 : 262244326.0 2422 0.883 : 262244327.0 2571 0.908 : 262244328.0 2715 0.930 : 262244329.0 2347 0.882 : 262244330.0 2258 0.905 : 262244336.0 2054 0.865 : 262244337.0 2490 0.948 : 262244339.0 2943 0.957 : 262244340.0 2609 0.943 : 262244341.0 2362 0.899 : 262244343.0 2615 0.913 : 262244344.0 2555 0.902 : 262244345.0 2042 0.880 : 262244346.0 2062 0.848 : 262244348.0 2522 0.914 : 262244351.0 2181 0.852 : 262244352.0 2355 0.877 : 262244353.0 2515 0.909 : 262244354.0 2362 0.930 : 262244355.0 2352 0.913 : 262244356.0 2234 0.896 : 262244357.0 2398 0.915 : 262244358.0 2557 0.932 : 262244362.0 2706 0.884 : 262244365.0 2767 0.917 : 262244367.0 2555 0.917 : 262244368.0 2595 0.934 : 262244372.0 2413 0.908 : 262244373.0 2582 0.950 : 262244374.0 2577 0.925 : 262244375.0 2787 0.943 : 262244376.0 2628 0.944 : 262244377.0 2292 0.861 : 262244379.0 2216 0.861 Total number of 1 second bins: 8849 Bins with >0 counts : 8474 Bins with >2000 counts : 80 80 of 80 high count rate bins were dominated by noise Noise dominated 0.90% of total time, 0.94% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 262245447.0 2309 0.872 : 262248889.0 2156 0.838 : 262248921.0 3277 0.966 : 262248934.0 2675 0.916 Total number of 1 second bins: 8849 Bins with >0 counts : 8474 Bins with >2000 counts : 4 4 of 4 high count rate bins were dominated by noise Noise dominated 0.05% of total time, 0.05% 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: 8849 Bins with >0 counts : 8474 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 : 262240976.0 2036 0.868 : 262240977.0 2749 0.988 : 262240978.0 2340 0.975 : 262240991.0 2394 0.854 : 262240992.0 2404 0.912 : 262241020.0 2467 0.880 : 262241021.0 2122 0.831 : 262241022.0 2571 0.879 : 262241023.0 2185 0.859 : 262241029.0 2506 0.859 : 262241030.0 2314 0.876 : 262241034.0 2434 0.836 : 262241035.0 2424 0.863 : 262241046.0 2674 0.908 : 262241067.0 2075 0.813 : 262241069.0 2018 0.829 : 262241077.0 2152 0.818 : 262241083.0 2006 0.829 : 262241084.0 2350 0.847 : 262241089.0 2121 0.859 : 262241090.0 2533 0.929 : 262241091.0 2645 0.963 : 262241092.0 2682 0.956 : 262241094.0 2456 0.897 : 262241095.0 2252 0.921 : 262241096.0 2864 0.962 : 262241106.0 3708 0.988 : 262241107.0 2492 0.949 : 262241108.0 2940 0.997 : 262241109.0 2574 0.941 : 262241127.0 2767 0.913 : 262241128.0 2367 0.890 : 262241131.0 2239 0.875 : 262241133.0 2361 0.859 : 262241134.0 2199 0.904 : 262241135.0 2517 0.922 : 262241137.0 2218 0.843 : 262241141.0 2171 0.840 : 262241142.0 2415 0.848 : 262241143.0 2551 0.899 : 262241144.0 2125 0.843 : 262241146.0 2446 0.859 : 262241149.0 2149 0.840 : 262241150.0 2042 0.799 : 262241153.0 2080 0.823 : 262241164.0 2146 0.866 : 262241191.0 2500 0.936 : 262241192.0 2906 0.983 : 262241193.0 2089 0.950 : 262241194.0 2473 0.918 : 262241195.0 2685 0.961 : 262241196.0 2635 0.935 : 262241197.0 2935 0.988 : 262241198.0 2840 0.962 : 262241199.0 2671 0.961 : 262241200.0 2579 0.933 : 262241201.0 2687 0.926 : 262241202.0 2616 0.904 : 262241203.0 2716 0.924 : 262241204.0 2578 0.934 : 262241205.0 2651 0.922 : 262241206.0 2586 0.954 : 262241207.0 2354 0.876 : 262241208.0 2361 0.932 : 262241210.0 2113 0.824 : 262241211.0 2490 0.880 : 262241214.0 2042 0.826 : 262241216.0 2153 0.829 : 262241217.0 2112 0.835 : 262241218.0 2127 0.851 : 262241278.0 2292 0.856 : 262241279.0 2357 0.899 : 262241280.0 2476 0.914 : 262241281.0 2396 0.924 : 262241282.0 2320 0.885 : 262241283.0 2348 0.884 : 262241284.0 2627 0.957 : 262241285.0 2672 0.946 : 262241286.0 2671 0.933 : 262241287.0 2593 0.952 : 262241288.0 2510 0.947 : 262241289.0 2456 0.949 : 262241290.0 2866 0.990 : 262241291.0 2719 0.970 : 262241292.0 2601 0.976 : 262241293.0 2036 0.916 : 262241294.0 2669 0.953 : 262241295.0 2604 0.939 : 262241296.0 2506 0.940 : 262241297.0 2485 0.910 : 262241298.0 2379 0.882 : 262241308.0 2115 0.837 : 262241309.0 2072 0.833 : 262241310.0 2240 0.832 : 262241313.0 2050 0.831 : 262241315.0 2049 0.816 : 262241316.0 2166 0.852 : 262241317.0 2207 0.855 : 262241319.0 2086 0.834 : 262241320.0 2086 0.828 : 262241321.0 2236 0.832 : 262241329.0 2401 0.836 : 262241334.0 2430 0.849 : 262241335.0 2061 0.813 : 262241352.0 2208 0.831 : 262241360.0 2201 0.829 : 262241369.0 2087 0.828 : 262241371.0 2165 0.842 : 262241497.0 2002 0.747 : 262241534.0 2555 0.924 : 262241535.0 2345 0.902 : 262241536.0 2178 0.860 : 262241550.0 2097 0.749 : 262241554.0 2178 0.834 : 262241555.0 2065 0.828 : 262241556.0 2067 0.831 : 262241574.0 2047 0.838 : 262241576.0 2008 0.744 : 262241937.0 2703 0.977 : 262242009.0 2332 0.805 : 262242010.0 2389 0.917 : 262242012.0 2395 0.833 : 262242241.0 2598 0.868 : 262242245.0 2052 0.851 : 262242246.0 2065 0.887 : 262242247.0 2382 0.882 : 262242249.0 2150 0.833 : 262242250.0 2057 0.833 : 262242252.0 2241 0.849 : 262242253.0 2044 0.860 : 262242275.0 2069 0.810 : 262242276.0 2248 0.856 : 262242277.0 2278 0.871 : 262242278.0 2757 0.925 : 262242279.0 2175 0.851 : 262242280.0 2342 0.877 : 262242989.0 2952 0.910 : 262243082.0 2599 0.881 : 262243083.0 2247 0.899 : 262243084.0 2595 0.904 : 262243085.0 2323 0.887 : 262243086.0 2017 0.833 : 262243087.0 2981 0.914 : 262243088.0 2464 0.909 : 262243089.0 2037 0.843 : 262243092.0 2616 0.894 : 262243095.0 2733 0.888 : 262243096.0 2353 0.955 : 262243097.0 2508 0.959 : 262243098.0 2736 0.980 : 262243099.0 2434 0.920 : 262243100.0 2579 0.937 : 262243129.0 2469 0.853 : 262243130.0 2240 0.887 : 262243131.0 2949 0.916 : 262243132.0 2481 0.888 : 262243134.0 2528 0.881 : 262243137.0 2658 0.898 : 262243172.0 3127 0.915 : 262243178.0 2397 0.872 : 262243180.0 2751 0.895 : 262243181.0 2160 0.919 : 262243182.0 2471 0.900 : 262243183.0 2262 0.871 : 262243184.0 2574 0.886 : 262243185.0 2003 0.841 : 262243187.0 2353 0.853 : 262243191.0 2893 0.955 : 262243194.0 2129 0.852 : 262243195.0 2008 0.843 : 262243198.0 2266 0.868 : 262243200.0 3439 0.973 : 262243201.0 2475 0.891 : 262243203.0 2511 0.873 : 262243219.0 2348 0.876 : 262243220.0 2648 0.927 : 262243221.0 2095 0.864 : 262243222.0 2732 0.917 : 262243227.0 2485 0.891 : 262243228.0 2459 0.884 : 262243229.0 2486 0.924 : 262243230.0 2561 0.925 : 262243231.0 2723 0.932 : 262243232.0 2338 0.926 : 262243234.0 2165 0.869 : 262243235.0 2701 0.944 : 262243236.0 2885 0.966 : 262243237.0 2769 0.973 : 262243238.0 2608 0.901 : 262243241.0 2873 0.928 : 262243502.0 2175 0.852 : 262243556.0 2058 0.855 : 262243557.0 2071 0.839 : 262243558.0 2015 0.883 : 262243892.0 2811 0.904 : 262244211.0 2201 0.866 : 262244226.0 2348 0.879 : 262244968.0 2126 0.833 : 262244985.0 2132 0.878 : 262245640.0 2095 0.852 : 262245643.0 2909 0.955 : 262245969.0 2351 0.884 : 262245970.0 2685 0.950 : 262245972.0 2829 0.938 : 262245983.0 2574 0.904 : 262245989.0 2211 0.818 : 262245991.0 2889 0.940 : 262245992.0 2846 0.934 : 262246007.0 2576 0.866 : 262246008.0 2697 0.943 : 262246019.0 2148 0.851 : 262246027.0 2556 0.907 : 262246028.0 2833 0.984 : 262246030.0 2936 0.884 : 262246036.0 2596 0.900 : 262246038.0 2356 0.885 : 262246039.0 2563 0.973 : 262246045.0 2711 0.913 : 262246069.0 2645 0.893 : 262246072.0 3010 0.965 : 262246075.0 2673 0.899 : 262246076.0 2636 0.926 : 262246081.0 2325 0.854 : 262246259.0 2745 0.953 : 262246262.0 2336 0.899 : 262246264.0 2544 0.906 : 262246265.0 2289 0.924 : 262246266.0 2188 0.864 : 262246267.0 2630 0.998 : 262246271.0 2830 0.955 : 262246324.0 3694 0.972 : 262246440.0 2218 0.849 : 262246744.0 2113 0.823 : 262246940.0 2367 0.952 : 262247129.0 3499 0.944 : 262247205.0 2510 0.907 : 262247211.0 2812 0.898 : 262247236.0 2034 0.840 : 262247238.0 2181 0.893 : 262247239.0 2112 0.966 : 262247240.0 2196 0.945 : 262247241.0 2398 0.946 : 262247243.0 2317 0.907 : 262247244.0 2476 0.960 : 262247246.0 2478 0.960 : 262247247.0 2448 0.972 : 262247276.0 2553 0.863 : 262247277.0 2696 0.911 : 262247279.0 2657 0.906 : 262247328.0 2146 0.831 : 262247329.0 2643 0.886 : 262247330.0 2411 0.866 : 262247331.0 2065 0.852 : 262247334.0 3116 0.942 : 262247335.0 2590 0.932 : 262247340.0 2754 0.902 : 262247348.0 2162 0.829 : 262247349.0 2567 0.880 : 262247396.0 2530 0.908 : 262247432.0 2255 0.980 : 262247433.0 2473 0.989 : 262247434.0 2400 0.971 : 262247435.0 2584 1.000 : 262247436.0 2128 0.992 : 262247437.0 2250 0.901 : 262247438.0 2543 0.983 : 262247439.0 2480 0.988 : 262247472.0 2524 0.899 : 262247609.0 2913 0.890 : 262247611.0 2453 0.924 : 262247612.0 2343 0.922 : 262247613.0 2501 0.964 : 262247616.0 2647 0.952 : 262247617.0 2205 0.999 : 262247618.0 2204 0.910 : 262247619.0 2718 0.941 : 262247624.0 2505 0.905 : 262247628.0 2693 1.000 : 262247629.0 2576 0.913 : 262247630.0 2520 0.941 : 262247694.0 3090 0.930 : 262247695.0 2249 0.897 : 262247696.0 2654 0.955 : 262247698.0 2960 0.922 : 262247699.0 2713 0.957 : 262247700.0 2789 0.962 : 262247701.0 2720 0.959 : 262247705.0 2645 0.885 : 262247786.0 2297 0.867 : 262247814.0 2700 0.886 : 262247838.0 2200 0.804 : 262247839.0 2175 0.867 : 262247840.0 2115 0.797 : 262247841.0 2402 0.866 : 262248318.0 2637 0.980 : 262248319.0 2647 0.956 : 262248320.0 2256 0.856 : 262248339.0 2558 0.929 : 262248659.0 3299 0.909 : 262248742.0 2761 0.883 : 262248789.0 2238 0.917 : 262248790.0 2329 0.881 : 262248794.0 2155 0.853 : 262248795.0 2480 0.937 : 262248796.0 2666 0.952 : 262248797.0 2657 0.921 : 262248803.0 2737 0.921 : 262249465.0 2079 0.781 : 262249629.0 2240 0.832 Total number of 1 second bins: 8849 Bins with >0 counts : 8474 Bins with >2000 counts : 309 309 of 309 high count rate bins were dominated by noise Noise dominated 3.49% of total time, 3.65% of detector on time (defined as non-zero counts)