Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 232346949.0 2501 0.868 : 232346962.0 2107 0.812 : 232346977.0 2051 0.857 : 232347050.0 2106 0.810 : 232347052.0 2605 0.873 : 232347086.0 2154 0.824 : 232347090.0 2343 0.848 : 232347092.0 2302 0.843 : 232347101.0 2464 0.866 : 232347105.0 2246 0.824 : 232347107.0 2138 0.851 : 232347158.0 2384 0.848 : 232347270.0 2256 0.820 : 232347282.0 2098 0.833 : 232347284.0 2256 0.868 : 232347350.0 2067 0.792 : 232347380.0 2264 0.832 : 232347425.0 2207 0.848 : 232347483.0 2044 0.810 : 232347484.0 2355 0.856 : 232347527.0 2086 0.784 : 232347528.0 2209 0.845 : 232347555.0 2545 0.878 : 232347557.0 2279 0.846 : 232347558.0 2228 0.889 : 232347559.0 2152 0.853 : 232347562.0 2051 0.823 : 232347566.0 2288 0.827 : 232347576.0 2278 0.849 : 232347578.0 2602 0.886 : 232347581.0 2340 0.825 : 232347588.0 3519 0.962 : 232347589.0 2595 0.936 : 232347590.0 2089 0.842 : 232347592.0 2730 0.947 : 232347593.0 2031 0.946 : 232347597.0 2393 0.882 : 232347599.0 2266 0.849 : 232347601.0 2464 0.897 : 232347602.0 2402 0.913 : 232347603.0 2726 0.956 : 232347606.0 2754 0.950 : 232347607.0 2693 0.951 : 232347608.0 2607 0.936 : 232347609.0 2696 0.950 : 232347610.0 2626 0.938 : 232347611.0 2492 0.901 : 232347612.0 2609 0.966 : 232347613.0 2503 0.915 : 232347614.0 2768 0.969 : 232347617.0 2287 0.880 : 232347619.0 2342 0.842 : 232347620.0 2284 0.890 : 232347626.0 2424 0.885 : 232347627.0 2488 0.919 : 232347628.0 2614 0.896 : 232347629.0 2213 0.906 : 232347630.0 2632 0.913 : 232347631.0 2411 0.879 : 232347632.0 2389 0.911 : 232347634.0 2103 0.854 : 232347635.0 2112 0.870 : 232347636.0 2383 0.890 : 232347638.0 2054 0.819 : 232347640.0 2569 0.927 : 232347641.0 2538 0.896 : 232347643.0 2383 0.862 : 232347644.0 2697 0.956 : 232347645.0 2624 0.942 : 232347647.0 2549 0.962 : 232347648.0 2849 0.980 : 232347649.0 2753 0.972 : 232347650.0 2652 0.974 : 232347651.0 2363 0.868 : 232347652.0 2584 0.937 : 232347653.0 2278 0.896 : 232347654.0 2505 0.941 : 232347655.0 2555 0.915 : 232347656.0 2624 0.947 : 232347657.0 2307 0.896 : 232347659.0 2988 0.972 : 232347660.0 2682 0.987 : 232347661.0 2667 0.963 : 232347662.0 2724 0.958 : 232347663.0 2759 0.972 : 232347664.0 2571 0.944 : 232347665.0 2371 0.868 : 232347666.0 2388 0.907 : 232347667.0 2535 0.940 : 232347668.0 2373 0.974 : 232347669.0 2689 0.971 : 232347670.0 2875 0.982 : 232347671.0 2641 0.933 : 232347672.0 2469 0.960 : 232347673.0 2670 0.961 : 232347674.0 2049 0.860 : 232347675.0 2519 0.913 : 232347676.0 2702 0.934 : 232347677.0 2252 0.862 : 232347680.0 2126 0.832 : 232347681.0 2276 0.864 : 232347682.0 2500 0.925 : 232347683.0 2692 0.952 : 232347684.0 2785 0.966 : 232347685.0 2556 0.942 : 232347686.0 2236 0.858 : 232347687.0 2907 0.968 : 232347688.0 2535 0.937 : 232347689.0 2533 0.976 : 232347690.0 2386 0.956 : 232347696.0 2525 0.881 : 232347697.0 2111 0.827 : 232347698.0 2289 0.865 : 232347699.0 2585 0.933 : 232347702.0 2507 0.952 : 232347703.0 2582 0.919 : 232347705.0 2198 0.837 : 232347706.0 2715 0.972 : 232347707.0 2548 0.943 : 232347708.0 2539 0.939 : 232347711.0 3580 0.964 : 232347712.0 2744 0.965 : 232347713.0 2706 0.939 : 232347716.0 2314 0.845 : 232347719.0 2059 0.848 : 232347721.0 2687 0.912 : 232347722.0 2717 0.954 : 232347723.0 2305 0.863 : 232347724.0 2597 0.942 : 232347727.0 2303 0.842 : 232347728.0 2213 0.942 : 232347729.0 2284 0.859 : 232347730.0 2698 0.942 : 232347731.0 2181 0.855 : 232347732.0 2717 0.969 : 232347733.0 2336 0.880 : 232347734.0 2747 0.976 : 232347735.0 2597 0.936 : 232347736.0 2688 0.945 : 232347737.0 2735 0.946 : 232347738.0 2425 0.933 : 232347739.0 2416 0.917 : 232347740.0 2423 0.884 : 232347741.0 2586 0.954 : 232347742.0 2209 0.866 : 232347743.0 2563 0.886 : 232347745.0 2093 0.845 : 232347747.0 2383 0.840 : 232347748.0 2759 0.952 : 232347750.0 2372 0.952 : 232347751.0 2458 0.931 : 232347752.0 2309 0.867 : 232347758.0 2518 0.888 : 232347759.0 2406 0.897 : 232347760.0 2651 0.951 : 232347761.0 2711 0.935 : 232347763.0 2216 0.857 : 232347764.0 2565 0.912 : 232347765.0 2557 0.901 : 232347766.0 2306 0.919 : 232347767.0 2632 0.937 : 232347768.0 2259 0.884 : 232347775.0 2027 0.814 : 232347776.0 2626 0.933 : 232347777.0 2566 0.908 : 232347778.0 2667 0.945 : 232347780.0 2970 0.954 : 232347781.0 2739 0.951 : 232347782.0 2550 0.934 : 232347784.0 2307 0.868 : 232347785.0 2710 0.923 : 232347786.0 2168 0.929 : 232347787.0 2542 0.938 : 232347788.0 2301 0.905 : 232347792.0 2465 0.866 : 232347798.0 2933 0.916 : 232347799.0 2388 0.852 : 232347800.0 2016 0.823 : 232347801.0 2114 0.840 : 232347803.0 2873 0.931 : 232347804.0 2042 0.827 : 232347805.0 2680 0.950 : 232347806.0 2019 0.887 : 232347807.0 2558 0.954 : 232347808.0 2594 0.931 : 232347809.0 2361 0.871 : 232347811.0 2460 0.895 : 232347822.0 2170 0.834 : 232347829.0 2553 0.886 : 232347831.0 2703 0.884 : 232347837.0 2106 0.838 : 232347840.0 2232 0.861 : 232347848.0 2631 0.862 : 232347853.0 2205 0.841 : 232347854.0 2110 0.818 : 232347856.0 2258 0.854 : 232347858.0 2826 0.876 : 232347859.0 2472 0.899 : 232347868.0 2323 0.829 : 232347906.0 2527 0.862 : 232347933.0 2654 0.865 : 232347934.0 2092 0.856 : 232347939.0 2466 0.899 : 232347941.0 2548 0.873 : 232347944.0 2086 0.810 : 232347947.0 2363 0.849 : 232347954.0 2535 0.869 : 232347956.0 2686 0.886 : 232347957.0 2678 0.940 : 232347966.0 2273 0.857 : 232347967.0 2026 0.849 : 232347970.0 2700 0.883 : 232347975.0 2054 0.824 : 232347976.0 2069 0.809 : 232347984.0 2036 0.813 : 232347985.0 2160 0.812 : 232347986.0 2649 0.868 : 232348003.0 2129 0.805 : 232348020.0 2626 0.879 : 232348023.0 2445 0.862 : 232348033.0 2187 0.830 : 232348041.0 2198 0.834 : 232348042.0 2164 0.837 : 232348044.0 2241 0.826 : 232348047.0 2490 0.884 : 232348050.0 2256 0.841 : 232348051.0 2399 0.884 : 232348052.0 2150 0.853 : 232348054.0 2758 0.891 : 232348059.0 2667 0.872 : 232348083.0 2408 0.887 : 232348096.0 2268 0.834 : 232348126.0 2075 0.787 : 232348135.0 2397 0.884 : 232349847.0 2272 0.850 : 232350755.0 2360 0.869 : 232352279.0 2027 0.784 Total number of 1 second bins: 10277 Bins with >0 counts : 9755 Bins with >2000 counts : 237 237 of 237 high count rate bins were dominated by noise Noise dominated 2.31% of total time, 2.43% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 232347285.0 2525 0.960 : 232347462.0 2653 0.953 : 232353088.0 2226 0.831 : 232353089.0 2458 0.926 : 232353097.0 2024 0.833 : 232353100.0 2666 0.958 : 232353101.0 2403 0.901 : 232353148.0 2209 0.854 : 232353150.0 2045 0.837 : 232353152.0 2241 0.827 : 232353172.0 2817 0.918 : 232353180.0 2139 0.884 : 232353184.0 2244 0.835 : 232353185.0 2065 0.846 : 232353188.0 2491 0.950 : 232353285.0 2858 0.930 : 232353294.0 3013 0.944 : 232353295.0 2523 0.922 : 232353296.0 2563 0.964 : 232353297.0 2516 0.955 : 232353298.0 2233 0.929 : 232353725.0 2163 0.843 Total number of 1 second bins: 10277 Bins with >0 counts : 9761 Bins with >2000 counts : 22 22 of 22 high count rate bins were dominated by noise Noise dominated 0.21% of total time, 0.23% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 2 : Time totcounts fraction : 232346434.0 2004 0.883 : 232346437.0 2239 0.874 : 232346456.0 2218 0.853 : 232346748.0 2149 0.827 : 232346750.0 2478 0.913 : 232346751.0 2050 0.843 : 232346827.0 2483 0.849 : 232346828.0 2429 0.871 : 232346829.0 2518 0.880 Total number of 1 second bins: 10277 Bins with >0 counts : 9761 Bins with >2000 counts : 9 9 of 9 high count rate bins were dominated by noise Noise dominated 0.09% of total time, 0.09% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 3 : Time totcounts fraction : 232343522.0 2095 0.847 : 232343534.0 3488 0.952 : 232343535.0 2686 0.956 : 232343536.0 2541 0.926 : 232343537.0 2676 0.978 : 232343856.0 2147 0.860 : 232344012.0 2272 0.886 : 232345505.0 2103 0.873 : 232345509.0 2138 0.848 : 232345514.0 2481 0.879 : 232345532.0 2112 0.854 : 232345533.0 2724 0.906 : 232345542.0 2230 0.861 : 232345578.0 2128 0.834 : 232345585.0 2133 0.862 : 232345586.0 2497 0.898 : 232345587.0 2226 0.872 : 232345589.0 2741 0.893 : 232345592.0 2387 0.866 : 232345594.0 2047 0.840 : 232345602.0 2446 0.910 : 232345603.0 2127 0.896 : 232345604.0 2433 0.893 : 232345605.0 2292 0.907 : 232345606.0 2536 0.951 : 232345632.0 2387 0.903 : 232345634.0 2546 0.876 : 232345635.0 2226 0.869 : 232345636.0 2309 0.888 : 232345650.0 2352 0.883 : 232345651.0 2235 0.889 : 232345664.0 2108 0.836 : 232345665.0 2308 0.886 : 232345668.0 2263 0.860 : 232345685.0 2201 0.851 : 232345720.0 2265 0.853 : 232345723.0 2440 0.876 : 232345728.0 2182 0.853 : 232345729.0 2269 0.883 : 232345742.0 2405 0.904 : 232345744.0 2290 0.859 : 232345748.0 2027 0.858 : 232345749.0 2412 0.878 : 232345750.0 2086 0.876 : 232345751.0 2022 0.846 : 232345780.0 2304 0.886 : 232345786.0 2682 0.920 : 232345787.0 2211 0.873 : 232345857.0 2002 0.846 : 232345924.0 2296 0.852 : 232345942.0 2267 0.881 : 232345944.0 2276 0.826 : 232345967.0 2287 0.857 : 232345971.0 2597 0.886 : 232345980.0 2190 0.867 : 232346462.0 2029 0.849 : 232346465.0 2018 0.835 : 232346469.0 2001 0.866 : 232346470.0 2326 0.901 : 232346472.0 2018 0.843 : 232346473.0 2391 0.904 : 232346478.0 2198 0.887 : 232346480.0 2001 0.836 : 232346481.0 2375 0.926 : 232346483.0 2409 0.894 : 232346492.0 2155 0.831 : 232346494.0 3109 0.948 : 232346495.0 2250 0.938 : 232346496.0 2094 0.855 : 232346497.0 2017 0.892 : 232346498.0 2316 0.917 : 232346499.0 2515 0.948 : 232346500.0 2599 0.945 : 232346501.0 2234 0.873 : 232346502.0 2639 0.937 : 232347797.0 2026 0.815 : 232347895.0 2070 0.834 : 232347900.0 2042 0.803 : 232348210.0 2226 0.838 : 232348291.0 2037 0.818 : 232348390.0 2055 0.823 : 232348400.0 2341 0.887 : 232348401.0 2212 0.836 : 232348403.0 2359 0.854 : 232348409.0 2145 0.836 : 232348411.0 2054 0.812 : 232348420.0 2136 0.820 : 232348595.0 2031 0.839 : 232348647.0 2219 0.864 : 232348652.0 2634 0.890 : 232348718.0 2370 0.862 : 232348720.0 2054 0.845 : 232348721.0 2498 0.853 : 232348723.0 2163 0.861 : 232348724.0 2491 0.893 : 232348725.0 2170 0.856 : 232348728.0 2393 0.870 : 232348732.0 2345 0.873 : 232348733.0 2313 0.853 : 232348736.0 2450 0.857 : 232348744.0 2639 0.874 : 232348746.0 2913 0.953 : 232348747.0 2755 0.983 : 232348748.0 2805 0.975 : 232348749.0 2816 0.985 : 232348750.0 2794 0.968 : 232348751.0 2687 0.965 : 232348752.0 2353 0.916 : 232348753.0 2439 0.949 : 232348757.0 2470 0.895 : 232348758.0 2538 0.895 : 232348759.0 2224 0.920 : 232348760.0 2451 0.919 : 232348761.0 2499 0.894 : 232348762.0 2435 0.919 : 232348763.0 2402 0.937 : 232348766.0 2153 0.842 : 232348768.0 2419 0.854 : 232348771.0 2158 0.850 : 232348776.0 2008 0.823 : 232348781.0 2468 0.874 : 232348791.0 2043 0.858 : 232348799.0 2163 0.843 : 232348803.0 2737 0.904 : 232348804.0 2369 0.911 : 232348805.0 2407 0.921 : 232348806.0 2534 0.941 : 232348866.0 2799 0.897 : 232349972.0 3011 0.955 : 232349975.0 3063 0.996 : 232349976.0 2214 1.000 : 232352198.0 2277 0.870 : 232352270.0 2280 0.865 : 232352271.0 2274 0.877 : 232352416.0 2056 0.883 : 232352422.0 2050 0.891 : 232352424.0 2488 0.902 : 232352425.0 2156 0.879 : 232352427.0 2126 0.842 : 232352429.0 2501 0.896 : 232352431.0 2520 0.913 : 232352432.0 2445 0.884 : 232352433.0 2284 0.910 : 232352434.0 2492 0.890 : 232352435.0 2619 0.934 : 232352436.0 2508 0.904 : 232352437.0 2255 0.888 : 232352445.0 2187 0.860 : 232352448.0 2538 0.945 : 232352449.0 2406 0.924 : 232352451.0 2295 0.919 : 232352453.0 2844 0.950 : 232352454.0 2252 0.904 : 232352462.0 2134 0.918 : 232352463.0 2587 0.932 : 232352464.0 2504 0.917 : 232352465.0 2224 0.874 : 232352466.0 2641 0.938 : 232352469.0 2101 0.866 : 232352470.0 2245 0.877 : 232352471.0 2584 0.927 : 232352472.0 2175 0.864 : 232352473.0 2486 0.920 : 232352474.0 2022 0.879 : 232352475.0 2348 0.894 : 232352477.0 2354 0.859 : 232352478.0 2190 0.901 : 232352503.0 2095 0.851 : 232352505.0 2114 0.862 : 232352506.0 2287 0.883 : 232352508.0 2623 0.882 : 232352510.0 2441 0.873 : 232352511.0 2453 0.890 : 232352514.0 2088 0.849 : 232352522.0 2096 0.848 : 232352525.0 2231 0.857 : 232352527.0 2084 0.841 : 232352532.0 2258 0.873 : 232352546.0 2515 0.884 : 232352548.0 2199 0.909 : 232352549.0 2653 0.928 : 232352550.0 2151 0.884 : 232352551.0 2047 0.870 : 232352556.0 2112 0.817 : 232352560.0 2450 0.871 : 232352561.0 2109 0.887 : 232352562.0 2195 0.848 : 232352563.0 2620 0.915 : 232352565.0 2410 0.863 : 232352570.0 2045 0.819 : 232352572.0 2651 0.925 : 232352573.0 2340 0.887 : 232352578.0 2541 0.889 : 232352579.0 2265 0.872 : 232352581.0 2634 0.894 : 232352583.0 2238 0.869 : 232352585.0 2370 0.868 : 232352586.0 2279 0.898 : 232352589.0 2876 0.918 : 232352590.0 2227 0.882 : 232352613.0 2020 0.833 : 232352617.0 2037 0.857 : 232352619.0 2407 0.851 : 232352621.0 2337 0.866 : 232352624.0 2193 0.855 : 232352628.0 2354 0.871 : 232352631.0 2131 0.840 : 232352632.0 2665 0.933 : 232352633.0 2473 0.889 : 232352642.0 2836 0.908 : 232352644.0 2256 0.875 : 232352649.0 2056 0.808 : 232352654.0 2150 0.855 : 232352659.0 2096 0.830 : 232352660.0 2210 0.852 : 232352661.0 2363 0.848 : 232352663.0 2054 0.852 : 232352665.0 2212 0.871 : 232352666.0 2229 0.863 : 232352668.0 2030 0.846 : 232352670.0 2044 0.854 : 232352675.0 2101 0.872 : 232352679.0 2304 0.864 : 232352680.0 2108 0.857 : 232352681.0 2630 0.920 : 232352683.0 2007 0.839 : 232352705.0 2120 0.844 : 232352707.0 2157 0.871 : 232352708.0 2574 0.906 : 232352709.0 2348 0.908 : 232352710.0 2538 0.903 : 232352712.0 2362 0.892 : 232352713.0 2549 0.920 : 232352714.0 2567 0.903 : 232352715.0 2421 0.935 : 232352716.0 2380 0.902 : 232352717.0 2465 0.905 : 232352720.0 2636 0.909 : 232352721.0 2431 0.929 : 232352722.0 2348 0.916 : 232352723.0 2829 0.968 : 232352724.0 2702 0.956 : 232352725.0 2385 0.911 : 232352726.0 2285 0.876 : 232352727.0 2341 0.928 : 232352728.0 2625 0.941 : 232352729.0 2215 0.900 : 232352740.0 2064 0.828 : 232352763.0 2045 0.861 : 232352764.0 2328 0.912 : 232352765.0 2056 0.865 : 232352766.0 2439 0.903 : 232352767.0 2451 0.891 : 232352768.0 2454 0.913 : 232352769.0 2602 0.944 : 232352772.0 2490 0.886 : 232352773.0 2690 0.910 : 232352774.0 2193 0.855 : 232352775.0 2671 0.894 : 232352776.0 2461 0.907 : 232352777.0 2054 0.845 : 232352778.0 2585 0.873 : 232352779.0 2684 0.940 : 232352780.0 2364 0.903 : 232352781.0 2160 0.912 : 232352782.0 2129 0.866 : 232352783.0 2461 0.916 : 232352785.0 2210 0.860 : 232352831.0 2435 0.921 : 232352949.0 2208 0.836 : 232352973.0 2417 0.890 : 232352974.0 2475 0.941 : 232352975.0 2698 0.957 : 232352976.0 2484 0.944 : 232352977.0 2226 0.942 : 232352978.0 2696 0.967 : 232353277.0 2012 0.818 : 232353427.0 2245 0.841 : 232353475.0 2179 0.829 : 232353581.0 2059 0.851 : 232353596.0 2113 0.827 : 232353597.0 2089 0.842 : 232353629.0 2286 0.858 : 232353630.0 2201 0.884 : 232353634.0 2318 0.850 : 232353635.0 2054 0.827 : 232353643.0 2310 0.844 : 232353700.0 2093 0.822 : 232353702.0 2010 0.828 : 232353705.0 2375 0.861 : 232353709.0 2091 0.840 : 232353710.0 2098 0.805 : 232353714.0 2475 0.874 : 232353715.0 2241 0.858 : 232353716.0 2185 0.873 : 232353717.0 2036 0.838 : 232353733.0 2030 0.845 : 232353744.0 2124 0.844 : 232353751.0 2008 0.843 Total number of 1 second bins: 10277 Bins with >0 counts : 9760 Bins with >2000 counts : 299 299 of 299 high count rate bins were dominated by noise Noise dominated 2.91% of total time, 3.06% of detector on time (defined as non-zero counts)