Locating noise-dominated data in quadrant 0 : Time totcounts fraction Total number of 1 second bins: 7389 Bins with >0 counts : 7260 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 1 : Time totcounts fraction : 348765191.0 2003 0.856 : 348765192.0 2077 0.864 : 348765283.0 2341 0.861 : 348771651.0 2630 0.952 : 348771655.0 2708 0.962 : 348771656.0 2303 0.977 : 348771657.0 2346 0.947 : 348771658.0 2332 0.959 : 348771659.0 2552 0.966 : 348771661.0 2289 0.869 : 348771935.0 2246 0.854 : 348771936.0 2261 0.912 : 348771937.0 2610 0.958 : 348771938.0 2751 0.955 : 348771939.0 2572 0.937 : 348771943.0 2149 0.852 : 348771946.0 2175 0.847 : 348771947.0 2136 0.834 : 348771951.0 2648 0.939 : 348771952.0 2085 0.861 : 348771953.0 2099 0.832 : 348771959.0 2396 0.864 : 348771960.0 2153 0.864 : 348771961.0 2282 0.860 : 348771962.0 2025 0.881 Total number of 1 second bins: 7390 Bins with >0 counts : 7260 Bins with >2000 counts : 25 25 of 25 high count rate bins were dominated by noise Noise dominated 0.34% of total time, 0.34% 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: 7390 Bins with >0 counts : 7260 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 : 348765067.0 2341 0.899 : 348765068.0 2503 0.914 : 348765069.0 2497 0.879 : 348765074.0 2236 0.829 : 348765075.0 2697 0.917 : 348765076.0 2598 0.904 : 348765077.0 2248 0.864 : 348765083.0 2500 0.877 : 348765084.0 2484 0.897 : 348765086.0 2327 0.874 : 348765110.0 2054 0.834 : 348765111.0 2129 0.857 : 348765157.0 2114 0.816 : 348765162.0 2436 0.872 : 348765163.0 2292 0.884 : 348765164.0 2176 0.889 : 348765165.0 2316 0.864 : 348765168.0 2202 0.850 : 348765169.0 2342 0.863 : 348765170.0 2456 0.902 : 348765174.0 2516 0.893 : 348765175.0 2806 0.930 : 348765187.0 2310 0.830 : 348765188.0 2187 0.852 : 348765189.0 2192 0.835 : 348765190.0 2180 0.833 : 348765191.0 2234 0.861 : 348765201.0 2362 0.933 : 348765202.0 2038 0.819 : 348765216.0 2004 0.792 : 348765268.0 2306 0.840 : 348765269.0 2254 0.833 : 348765270.0 2397 0.890 : 348765271.0 2114 0.873 : 348765272.0 2664 0.905 : 348765274.0 2502 0.904 : 348765275.0 2301 0.895 : 348765279.0 2422 0.905 : 348765280.0 2192 0.888 : 348765281.0 2366 0.863 : 348765283.0 2554 0.882 : 348765284.0 2360 0.869 : 348765285.0 2517 0.886 : 348765286.0 2493 0.886 : 348765287.0 2677 0.914 : 348765288.0 2103 0.817 : 348765290.0 2557 0.860 : 348765299.0 2244 0.871 : 348765300.0 2163 0.838 : 348765301.0 2173 0.844 : 348765302.0 2293 0.833 : 348765304.0 2530 0.907 : 348765305.0 2140 0.840 : 348765306.0 2333 0.877 : 348765369.0 2164 0.835 : 348765426.0 2011 0.837 : 348765446.0 2498 0.944 : 348765449.0 2121 0.838 : 348765450.0 2510 0.878 : 348765455.0 2108 0.833 : 348765458.0 2419 0.875 : 348765464.0 2046 0.836 : 348765471.0 2121 0.859 : 348765477.0 2409 0.844 : 348765480.0 3052 0.958 : 348765486.0 2065 0.813 : 348765487.0 2257 0.828 : 348765488.0 2613 0.982 : 348765494.0 2550 0.919 : 348765497.0 2303 0.845 : 348765499.0 2096 0.809 : 348765516.0 2003 0.803 : 348765521.0 2431 0.906 : 348765523.0 2141 0.841 : 348765535.0 2038 0.897 : 348765602.0 2661 0.952 : 348765619.0 2272 0.854 : 348765620.0 2432 0.905 : 348765636.0 2189 0.897 : 348765637.0 2573 0.955 : 348765639.0 2202 0.868 : 348765641.0 2311 0.861 : 348765642.0 2011 0.800 : 348765645.0 2147 0.830 : 348765646.0 2194 0.889 : 348765647.0 2609 0.908 : 348765648.0 2233 0.854 : 348765649.0 2497 0.948 : 348765651.0 2371 0.933 : 348765652.0 2700 0.980 : 348765653.0 2438 0.937 : 348765654.0 2848 0.980 : 348765655.0 2436 0.959 : 348765656.0 2669 0.964 : 348765660.0 3024 0.950 : 348765661.0 2858 0.955 : 348765662.0 2153 0.889 : 348765672.0 2475 0.907 : 348765707.0 2127 0.819 : 348765722.0 2502 0.868 : 348765723.0 2161 0.843 : 348765757.0 2612 0.957 : 348765769.0 2553 0.930 : 348765803.0 2030 0.849 : 348765807.0 2079 0.944 : 348765808.0 2159 0.869 : 348765809.0 2293 0.865 : 348765810.0 2283 0.924 : 348766012.0 2224 0.839 : 348766013.0 2692 0.924 : 348766014.0 2446 0.946 : 348766015.0 2110 0.839 : 348766017.0 2525 0.889 : 348766018.0 2632 0.929 : 348766030.0 2329 0.884 : 348766031.0 2269 0.859 : 348766032.0 2388 0.887 : 348766033.0 2258 0.842 : 348766034.0 2130 0.924 : 348766035.0 2554 0.910 : 348766036.0 2385 0.926 : 348766042.0 2646 0.911 : 348766043.0 2449 0.938 : 348766758.0 2736 0.919 : 348766803.0 2613 0.879 : 348766804.0 2753 0.939 : 348766805.0 2075 0.855 : 348766854.0 2869 0.918 : 348766856.0 2688 0.897 : 348767156.0 2427 0.884 : 348767157.0 2489 0.912 : 348767164.0 2690 0.901 : 348767490.0 2844 0.920 : 348767491.0 2689 0.920 : 348767492.0 2511 0.907 : 348767496.0 2158 0.852 : 348767514.0 2675 0.930 : 348767515.0 2593 0.898 : 348767516.0 2619 0.908 : 348767517.0 2390 0.868 : 348767518.0 2244 0.876 : 348767520.0 2718 0.908 : 348767685.0 2343 0.938 : 348769920.0 2031 0.779 : 348770257.0 2257 0.841 : 348770341.0 2031 0.828 : 348770342.0 2099 0.849 : 348770344.0 2134 0.841 : 348770367.0 2480 0.862 : 348770382.0 2289 0.848 : 348770385.0 2295 0.824 : 348770386.0 2128 0.820 : 348771074.0 2216 0.852 : 348771076.0 2097 0.819 : 348771080.0 2217 0.881 : 348771086.0 2451 0.864 : 348771106.0 2066 0.800 : 348771107.0 2168 0.871 : 348771113.0 2014 0.799 : 348771209.0 2012 0.828 : 348771210.0 2450 0.905 : 348771227.0 2056 0.812 : 348771317.0 2116 0.830 : 348771318.0 2041 0.831 : 348771335.0 2307 0.850 : 348771374.0 2572 0.923 : 348771375.0 2190 0.895 : 348771686.0 2009 0.804 : 348771687.0 2089 0.822 : 348771699.0 2258 0.877 : 348771700.0 2422 0.914 : 348771755.0 2021 0.818 : 348771762.0 2186 0.792 : 348771763.0 2512 0.901 : 348771764.0 2788 0.942 : 348771765.0 2389 0.892 : 348771766.0 2565 0.906 : 348771767.0 2487 0.898 : 348771769.0 2363 0.881 : 348771770.0 2294 0.863 : 348771771.0 2053 0.847 : 348771772.0 2249 0.839 : 348771774.0 2021 0.848 : 348771778.0 2028 0.828 : 348771779.0 2025 0.822 : 348771783.0 2144 0.857 : 348771786.0 2274 0.856 : 348771789.0 2097 0.814 : 348771801.0 2210 0.845 : 348771803.0 2242 0.833 : 348771806.0 2031 0.823 : 348771831.0 2073 0.830 : 348771835.0 2313 0.854 : 348771848.0 2265 0.865 : 348771850.0 2026 0.840 : 348771852.0 2280 0.828 : 348771853.0 2275 0.840 : 348771858.0 2041 0.798 : 348771863.0 2268 0.835 : 348771867.0 2305 0.875 : 348771871.0 2232 0.858 : 348771891.0 2365 0.839 : 348771894.0 2349 0.855 : 348771895.0 2410 0.869 : 348771896.0 2453 0.913 : 348771898.0 2359 0.837 : 348771900.0 2436 0.869 : 348771903.0 2125 0.815 : 348771906.0 2164 0.847 : 348771907.0 2219 0.869 : 348771909.0 2199 0.835 : 348771911.0 2147 0.861 : 348771918.0 2156 0.848 : 348771920.0 2359 0.849 : 348771921.0 2216 0.849 : 348771922.0 2005 0.822 : 348771923.0 2250 0.842 : 348771924.0 2366 0.852 : 348771941.0 2404 0.852 : 348771946.0 2057 0.847 : 348771947.0 2211 0.829 : 348771948.0 2763 0.921 : 348771950.0 2036 0.813 : 348771953.0 2143 0.836 : 348771955.0 2213 0.894 : 348771956.0 2321 0.889 : 348771957.0 2223 0.897 : 348771958.0 2156 0.872 : 348771959.0 2371 0.904 : 348771960.0 2555 0.890 : 348771961.0 2291 0.895 : 348771962.0 2037 0.868 : 348771963.0 2370 0.909 : 348771964.0 2290 0.867 : 348771965.0 2365 0.888 : 348771966.0 2604 0.916 : 348771967.0 2360 0.852 : 348771968.0 2503 0.914 : 348771969.0 2044 0.860 : 348771972.0 2008 0.847 : 348771980.0 2297 0.861 : 348771982.0 2514 0.874 : 348771983.0 2220 0.887 : 348771989.0 2407 0.850 : 348771990.0 2340 0.922 : 348772204.0 2179 0.861 : 348772243.0 2061 0.869 : 348772244.0 2077 0.853 : 348772245.0 2314 0.900 : 348772246.0 2271 0.840 : 348772328.0 2061 0.836 Total number of 1 second bins: 7390 Bins with >0 counts : 7260 Bins with >2000 counts : 251 251 of 251 high count rate bins were dominated by noise Noise dominated 3.40% of total time, 3.46% of detector on time (defined as non-zero counts)