Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 348678085.0 2222 0.849 : 348678086.0 2099 0.833 : 348678087.0 2026 0.817 : 348678203.0 2457 0.902 : 348678204.0 2403 0.917 : 348678206.0 2090 0.902 : 348678207.0 2177 0.927 : 348678208.0 2212 0.928 : 348678209.0 2613 0.946 : 348678210.0 2592 0.957 : 348678211.0 2380 0.921 : 348678212.0 2325 0.936 : 348678213.0 2227 0.936 : 348678215.0 2090 0.832 : 348678218.0 2161 0.841 : 348678219.0 2031 0.859 : 348678220.0 2073 0.811 : 348678222.0 2075 0.804 : 348678224.0 2059 0.855 : 348678226.0 2114 0.851 : 348678237.0 2270 0.866 : 348678287.0 2337 0.841 : 348678288.0 2036 0.839 : 348678290.0 2022 0.837 : 348678291.0 2189 0.872 : 348678292.0 2493 0.896 : 348678293.0 2518 0.909 : 348678294.0 2252 0.894 : 348678295.0 2272 0.886 : 348678296.0 2112 0.856 : 348678298.0 2128 0.849 : 348678299.0 2320 0.862 : 348678300.0 2227 0.828 : 348678301.0 2188 0.881 : 348678303.0 2105 0.856 : 348678308.0 2073 0.836 : 348678309.0 2382 0.867 : 348678310.0 2172 0.868 : 348678311.0 2140 0.816 : 348678312.0 2097 0.859 : 348678313.0 2324 0.853 : 348678314.0 2086 0.847 : 348678315.0 2129 0.879 : 348678316.0 2112 0.892 : 348678317.0 2346 0.895 : 348678318.0 2324 0.861 : 348678319.0 2141 0.885 : 348678320.0 2241 0.871 : 348678321.0 2167 0.875 : 348678322.0 2042 0.857 : 348678323.0 2294 0.884 : 348678324.0 2135 0.852 : 348678325.0 2093 0.849 : 348678333.0 2034 0.818 : 348678334.0 2006 0.794 : 348678335.0 2021 0.822 : 348678338.0 2550 0.887 : 348678340.0 2010 0.819 : 348678341.0 2248 0.850 : 348678979.0 2486 0.912 : 348678980.0 2691 0.949 : 348678981.0 2560 0.932 : 348678982.0 2137 0.845 : 348678983.0 2274 0.916 : 348678984.0 2485 0.949 : 348678985.0 2669 0.937 : 348678986.0 2619 0.931 : 348678987.0 2523 0.937 : 348678988.0 2447 0.946 : 348678989.0 2414 0.891 : 348678991.0 2330 0.899 : 348678992.0 2483 0.934 : 348678993.0 2326 0.932 : 348678994.0 2063 0.926 : 348678995.0 2219 0.913 : 348678996.0 2006 0.832 : 348678999.0 2310 0.862 : 348679001.0 2137 0.844 : 348679002.0 2465 0.926 : 348679004.0 2328 0.890 : 348679005.0 2684 0.943 : 348679006.0 2604 0.941 : 348679007.0 2618 0.947 : 348679008.0 2576 0.956 : 348679009.0 2486 0.938 : 348679010.0 2577 0.913 : 348679011.0 2454 0.925 : 348679012.0 2373 0.928 : 348679013.0 2229 0.905 : 348679014.0 2377 0.948 : 348679015.0 2215 0.889 : 348679016.0 2246 0.910 : 348679017.0 2535 0.918 : 348679018.0 2448 0.913 : 348679019.0 2532 0.945 : 348679020.0 2558 0.914 : 348679021.0 2344 0.902 : 348679022.0 2704 0.926 : 348679023.0 2670 0.965 : 348679024.0 2567 0.944 : 348679025.0 2527 0.928 : 348679028.0 2374 0.889 : 348679029.0 2437 0.908 : 348679031.0 2171 0.865 : 348679033.0 2411 0.881 : 348679034.0 2138 0.835 : 348679035.0 2322 0.868 : 348679036.0 2061 0.860 : 348679037.0 2282 0.879 : 348679038.0 2238 0.857 : 348679040.0 2577 0.917 : 348679041.0 2004 0.863 : 348679042.0 2226 0.876 : 348679043.0 2368 0.899 : 348679044.0 2428 0.897 : 348679045.0 2516 0.903 : 348679046.0 2264 0.871 : 348679047.0 2411 0.892 : 348679048.0 2398 0.900 : 348679049.0 2391 0.916 : 348679050.0 2442 0.913 : 348679051.0 2623 0.922 : 348679052.0 2487 0.928 : 348679053.0 2663 0.967 : 348679054.0 2146 0.857 : 348679055.0 2459 0.932 : 348679056.0 2717 0.939 : 348679057.0 2461 0.916 : 348679058.0 2594 0.984 : 348679059.0 2787 0.988 : 348679060.0 2649 0.979 : 348679061.0 2564 0.977 : 348679062.0 2703 0.982 : 348679063.0 2460 0.960 : 348679064.0 2730 0.979 : 348679065.0 2584 0.952 : 348679066.0 2638 0.980 : 348679074.0 2570 0.901 : 348679075.0 2815 0.962 : 348679076.0 2812 0.976 : 348679077.0 2635 0.946 : 348679078.0 2246 0.841 : 348679079.0 2404 0.930 : 348679081.0 2706 0.895 : 348679082.0 2622 0.934 : 348679088.0 2262 0.893 : 348679089.0 2631 0.918 : 348679090.0 2504 0.938 : 348679092.0 2047 0.844 : 348679104.0 2101 0.828 : 348679105.0 2625 0.967 : 348679108.0 2033 0.873 : 348679109.0 2585 0.923 : 348679110.0 2731 0.973 : 348679111.0 2616 0.954 : 348679112.0 2818 0.973 : 348679116.0 2102 0.853 : 348679119.0 2724 0.918 : 348679121.0 2369 0.880 : 348679861.0 2219 0.889 : 348682920.0 2064 0.918 : 348683539.0 2499 0.959 : 348683542.0 2578 0.938 : 348683543.0 2548 0.984 : 348683548.0 2325 0.911 : 348683549.0 2542 0.927 : 348683560.0 2239 0.879 : 348683562.0 2139 0.828 : 348684062.0 2388 0.910 : 348684063.0 2502 0.911 : 348684064.0 2299 0.923 : 348684065.0 2310 0.932 : 348684066.0 2238 0.916 : 348684067.0 2330 0.890 : 348684068.0 2407 0.912 : 348684069.0 2270 0.893 : 348684070.0 2283 0.909 : 348684071.0 2454 0.897 : 348684072.0 2327 0.886 : 348684073.0 2080 0.898 : 348684074.0 2492 0.906 : 348684075.0 2400 0.898 : 348684258.0 2017 0.807 : 348684280.0 2187 0.848 : 348684281.0 2245 0.916 : 348684282.0 2063 0.810 : 348684283.0 2385 0.892 : 348684284.0 2392 0.889 : 348684288.0 2207 0.844 : 348684289.0 2086 0.829 Total number of 1 second bins: 8372 Bins with >0 counts : 7554 Bins with >2000 counts : 190 190 of 190 high count rate bins were dominated by noise Noise dominated 2.27% of total time, 2.52% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 348679949.0 2168 0.868 : 348682686.0 2180 0.917 : 348683230.0 2319 0.905 : 348683231.0 2247 0.914 : 348683232.0 2341 0.940 : 348683299.0 2295 0.966 : 348683300.0 2575 0.976 : 348683301.0 2418 0.952 : 348683314.0 2215 0.808 : 348683982.0 2118 0.825 Total number of 1 second bins: 8373 Bins with >0 counts : 7554 Bins with >2000 counts : 10 10 of 10 high count rate bins were dominated by noise Noise dominated 0.12% of total time, 0.13% 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: 8373 Bins with >0 counts : 7553 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 : 348676840.0 2031 0.849 : 348676845.0 2115 0.815 : 348676925.0 2426 0.897 : 348676950.0 2218 0.824 : 348676953.0 2045 0.784 : 348676955.0 2212 0.806 : 348676979.0 2533 0.880 : 348676980.0 2382 0.901 : 348676982.0 2483 0.875 : 348676984.0 2277 0.855 : 348677021.0 2128 0.805 : 348677068.0 2518 0.877 : 348677087.0 2317 0.863 : 348677266.0 2206 0.841 : 348677267.0 2531 0.900 : 348677289.0 2039 0.816 : 348677353.0 2280 0.846 : 348677354.0 2297 0.858 : 348677538.0 2109 0.891 : 348677540.0 2053 0.982 : 348677542.0 2080 0.901 : 348677544.0 2235 0.965 : 348677547.0 2062 0.882 : 348677551.0 2364 0.933 : 348677552.0 2256 0.923 : 348677553.0 2130 0.886 : 348677554.0 2284 0.881 : 348677556.0 2256 0.924 : 348677558.0 2221 0.969 : 348677559.0 2388 0.937 : 348677560.0 2357 0.918 : 348677561.0 2373 0.948 : 348677594.0 2466 0.852 : 348677607.0 2275 0.840 : 348677610.0 2582 0.918 : 348677663.0 2476 0.929 : 348677700.0 2266 0.926 : 348677701.0 2217 0.923 : 348677720.0 2050 0.851 : 348677726.0 2203 0.905 : 348677743.0 2243 0.885 : 348677810.0 2039 0.919 : 348677951.0 2069 0.798 : 348678022.0 2258 0.847 : 348678023.0 2516 0.876 : 348678024.0 2332 0.904 : 348678025.0 2317 0.853 : 348678027.0 2033 0.842 : 348678037.0 2113 0.833 : 348678038.0 2266 0.840 : 348678046.0 2095 0.798 : 348678047.0 2014 0.820 : 348678048.0 2012 0.826 : 348678085.0 2020 0.841 : 348678109.0 2278 0.900 : 348678110.0 2216 0.924 : 348678117.0 2334 0.866 : 348678118.0 2366 0.937 : 348678119.0 2478 0.960 : 348678120.0 2605 0.985 : 348678121.0 2736 0.947 : 348678288.0 2102 0.818 : 348678470.0 2086 0.821 : 348678526.0 2262 0.851 : 348678601.0 2183 0.909 : 348679167.0 2176 0.830 : 348679867.0 2003 0.866 : 348682785.0 2576 0.975 : 348683334.0 2284 0.828 : 348683448.0 2090 0.796 : 348683449.0 2096 0.833 : 348683508.0 2042 0.811 : 348683509.0 2194 0.825 : 348683510.0 2094 0.795 : 348684184.0 2687 0.917 : 348684185.0 2717 0.932 : 348684192.0 2591 0.917 : 348684193.0 2327 0.883 : 348684195.0 2239 0.846 : 348684196.0 2293 1.000 : 348684197.0 2224 0.849 : 348684198.0 2263 0.884 : 348684199.0 2136 0.851 : 348684202.0 2601 0.921 : 348684203.0 2467 0.952 : 348684205.0 2233 0.889 : 348684206.0 2798 0.977 : 348684207.0 2715 0.969 : 348684208.0 2109 0.825 : 348684222.0 2150 0.880 : 348684237.0 2081 0.887 : 348684239.0 2217 0.857 : 348684241.0 2256 0.907 : 348684242.0 2449 0.917 : 348684243.0 2081 0.839 : 348684244.0 2289 0.838 : 348684245.0 2140 0.898 : 348684249.0 2191 0.815 : 348684250.0 2531 0.936 : 348684251.0 2420 0.913 : 348684252.0 2309 0.878 : 348684258.0 2257 0.859 : 348684259.0 2095 0.839 : 348684260.0 2545 0.895 : 348684266.0 2193 0.836 : 348684294.0 2120 0.846 : 348684304.0 2486 0.866 : 348684305.0 2497 0.895 : 348684307.0 2333 0.858 : 348684308.0 2284 0.861 : 348684309.0 2360 0.859 : 348684310.0 2145 0.877 : 348684311.0 2170 0.828 : 348684312.0 2327 0.909 : 348684313.0 2511 0.910 : 348684314.0 2465 0.907 : 348684322.0 2106 0.848 : 348684330.0 2169 0.858 : 348684331.0 2073 0.815 : 348684332.0 2361 0.843 : 348684333.0 2335 0.858 : 348684334.0 2163 0.824 : 348684335.0 2115 0.834 : 348684338.0 2467 0.854 : 348684339.0 2155 0.869 : 348684340.0 2044 0.817 : 348684342.0 2164 0.828 : 348684415.0 2352 0.861 : 348684416.0 2573 0.894 : 348684418.0 2084 0.834 : 348684456.0 2778 0.934 : 348684457.0 2186 0.936 : 348684458.0 2040 0.763 : 348684459.0 2080 0.872 : 348684460.0 2700 0.967 : 348684461.0 2551 0.942 : 348684462.0 2591 0.906 : 348684463.0 2293 0.848 : 348684464.0 2425 0.869 : 348684465.0 2167 0.835 : 348684468.0 2355 0.851 : 348684472.0 2322 0.868 : 348684492.0 2064 0.826 : 348684504.0 2045 0.811 : 348684535.0 2187 0.834 : 348684537.0 2455 0.912 : 348684538.0 2493 0.877 : 348684539.0 2477 0.881 : 348684540.0 2615 0.909 : 348684541.0 2299 0.877 : 348684549.0 2307 0.852 : 348684550.0 2118 0.826 : 348684551.0 2652 0.952 : 348684552.0 2399 0.867 : 348684558.0 2147 0.834 : 348684559.0 2518 0.915 : 348684569.0 2704 0.955 Total number of 1 second bins: 8372 Bins with >0 counts : 7552 Bins with >2000 counts : 157 157 of 157 high count rate bins were dominated by noise Noise dominated 1.88% of total time, 2.08% of detector on time (defined as non-zero counts)