Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 232456879.0 2058 0.802 : 232457612.0 2768 0.971 : 232457613.0 2433 0.949 : 232457614.0 2341 0.944 : 232457615.0 2318 0.960 : 232457616.0 2549 0.975 : 232457619.0 2126 0.835 : 232457621.0 2415 0.911 : 232457679.0 2697 0.933 : 232457685.0 2008 0.829 : 232457687.0 2191 0.861 : 232457690.0 2309 0.853 : 232457727.0 2179 0.839 : 232457739.0 2024 0.860 : 232457747.0 2321 0.844 : 232457756.0 2174 0.831 : 232457757.0 2270 0.978 : 232457758.0 2433 0.972 : 232457759.0 2150 0.835 : 232457760.0 2324 0.842 : 232457762.0 2500 0.911 : 232457774.0 2239 0.828 : 232457776.0 2469 0.912 : 232457777.0 2483 0.914 : 232457814.0 2293 0.859 : 232457815.0 2421 0.945 : 232457817.0 2236 0.875 : 232457818.0 2244 0.881 : 232457828.0 2108 0.821 : 232459426.0 2158 0.836 : 232459916.0 2583 0.880 : 232460753.0 2303 0.838 : 232460979.0 2388 0.871 : 232460980.0 2393 0.883 : 232461173.0 2219 0.824 : 232461257.0 2185 0.879 : 232462805.0 2002 0.752 : 232462810.0 2127 0.899 : 232462811.0 2462 0.872 : 232462812.0 2192 0.846 : 232462813.0 2338 0.874 : 232462814.0 2599 0.902 : 232462819.0 2719 0.866 : 232462874.0 2023 0.779 : 232462875.0 2035 0.849 : 232462876.0 2335 0.842 : 232462877.0 2093 0.823 : 232462878.0 2259 0.856 : 232462879.0 2052 0.863 : 232462880.0 2149 0.809 : 232462881.0 2184 0.794 : 232462882.0 2407 0.872 : 232462883.0 2256 0.906 : 232462884.0 2180 0.826 : 232462982.0 2023 0.759 : 232463442.0 2435 0.853 : 232463443.0 2024 0.792 : 232463444.0 2228 0.838 : 232463445.0 2316 0.850 : 232463447.0 2233 0.813 : 232463448.0 2207 0.857 : 232463449.0 2591 0.932 : 232463450.0 2342 0.930 : 232463456.0 2312 0.918 : 232463457.0 2318 0.868 : 232463458.0 2517 0.882 : 232463459.0 2425 0.908 : 232463460.0 2472 0.901 : 232463461.0 2303 0.838 : 232463462.0 2091 0.828 : 232463463.0 2618 0.914 : 232463464.0 2511 0.877 : 232463465.0 2558 0.923 : 232463467.0 2469 0.889 : 232463468.0 2596 0.926 : 232463469.0 2282 0.893 : 232463470.0 2394 0.885 : 232463471.0 2140 0.890 : 232463473.0 2461 0.843 : 232463475.0 2431 0.826 : 232463477.0 2326 0.828 : 232463478.0 2407 0.889 : 232463479.0 2004 0.785 : 232463480.0 2391 0.888 : 232463481.0 2343 0.877 : 232463482.0 2687 0.921 : 232463483.0 2030 0.828 : 232463484.0 2433 0.900 : 232463485.0 2597 0.907 : 232463486.0 2486 0.872 : 232463487.0 2474 0.873 : 232463490.0 2203 0.840 : 232463491.0 2359 0.844 : 232463492.0 2225 0.854 : 232463494.0 2678 0.896 : 232463495.0 2320 0.891 : 232463496.0 2222 0.931 : 232463497.0 2566 0.908 : 232463498.0 2615 0.882 : 232463499.0 2441 0.897 : 232463500.0 2242 0.890 : 232463501.0 2359 0.864 : 232463503.0 2262 0.886 : 232463504.0 2639 0.888 : 232463505.0 2134 0.832 : 232463808.0 2107 0.786 Total number of 1 second bins: 7638 Bins with >0 counts : 6413 Bins with >2000 counts : 106 106 of 106 high count rate bins were dominated by noise Noise dominated 1.39% of total time, 1.65% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction Total number of 1 second bins: 7638 Bins with >0 counts : 6413 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 2 : Time totcounts fraction : 232458938.0 2156 0.871 Total number of 1 second bins: 7638 Bins with >0 counts : 6413 Bins with >2000 counts : 1 1 of 1 high count rate bins were dominated by noise Noise dominated 0.01% of total time, 0.02% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 3 : Time totcounts fraction : 232456344.0 2084 0.868 : 232456345.0 2467 0.949 : 232456346.0 2357 0.927 : 232456347.0 2581 0.937 : 232456348.0 2204 0.868 : 232456349.0 2101 0.869 : 232456350.0 2227 0.868 : 232456351.0 2520 0.900 : 232456353.0 2284 0.938 : 232456354.0 2359 0.905 : 232456355.0 2318 0.933 : 232456356.0 2477 0.918 : 232456357.0 2262 0.924 : 232456358.0 2596 0.906 : 232456359.0 2441 0.947 : 232456360.0 2186 0.913 : 232456361.0 2483 0.940 : 232456362.0 2505 0.981 : 232456363.0 2498 0.908 : 232456364.0 2535 0.891 : 232456365.0 2363 0.921 : 232456366.0 2268 0.923 : 232456368.0 2511 0.918 : 232456369.0 2235 0.898 : 232456371.0 2329 0.909 : 232456372.0 2145 0.850 : 232456373.0 2077 0.799 : 232456378.0 2469 0.869 : 232456379.0 2203 0.861 : 232456380.0 2082 0.778 : 232456381.0 2095 0.802 : 232456382.0 2209 0.843 : 232456383.0 2367 0.899 : 232456385.0 2274 0.850 : 232456386.0 2152 0.834 : 232456387.0 2195 0.865 : 232456388.0 2014 0.816 : 232456389.0 2413 0.956 : 232456390.0 2285 0.871 : 232456391.0 2342 0.874 : 232456394.0 2198 0.821 : 232456396.0 2049 0.768 : 232456404.0 2575 0.901 : 232456405.0 2396 0.851 : 232456407.0 2141 0.824 : 232456408.0 2387 0.896 : 232456411.0 2362 0.856 : 232456412.0 2043 0.841 : 232456420.0 2129 0.767 : 232456521.0 2394 0.875 : 232456523.0 2035 0.932 : 232456524.0 2460 0.946 : 232456525.0 2524 0.920 : 232456526.0 2497 0.940 : 232456527.0 2283 0.822 : 232456538.0 2135 0.844 : 232456562.0 2545 0.866 : 232456563.0 2559 0.922 : 232456564.0 2502 0.925 : 232456565.0 2458 0.933 : 232456594.0 2153 0.818 : 232456607.0 2197 0.830 : 232456608.0 2559 0.874 : 232456609.0 2229 0.829 : 232456610.0 2227 0.832 : 232456612.0 2237 0.803 : 232456613.0 2239 0.829 : 232456614.0 2293 0.795 : 232456637.0 2079 0.815 : 232456638.0 2534 0.901 : 232456639.0 2376 0.850 : 232456640.0 2539 0.887 : 232456698.0 2118 0.816 : 232456699.0 2335 0.851 : 232456700.0 2321 0.875 : 232456727.0 2195 0.816 : 232456748.0 2292 0.820 : 232456750.0 2349 0.835 : 232456774.0 2062 0.817 : 232456815.0 2066 0.790 : 232456825.0 2101 0.807 : 232456877.0 2005 0.819 : 232456888.0 2315 0.863 : 232456894.0 2381 0.824 : 232456899.0 2256 0.844 : 232456989.0 2651 0.920 : 232456990.0 2536 0.964 : 232456991.0 2553 0.951 : 232456992.0 2383 0.945 : 232456994.0 2431 0.886 : 232456996.0 2459 0.874 : 232456997.0 2688 0.948 : 232456998.0 2332 0.846 : 232456999.0 2331 0.873 : 232457000.0 2296 0.933 : 232457001.0 2067 0.821 : 232457002.0 2245 0.959 : 232457003.0 2322 0.929 : 232457004.0 2451 0.967 : 232457008.0 2680 0.871 : 232457011.0 2607 0.891 : 232457013.0 2317 0.883 : 232457015.0 2501 0.951 : 232457016.0 2422 0.925 : 232457017.0 2480 0.980 : 232457018.0 2399 0.931 : 232457019.0 2254 0.889 : 232457020.0 2360 0.919 : 232457021.0 2310 0.898 : 232457024.0 2454 0.895 : 232457027.0 2345 0.912 : 232457029.0 2233 0.906 : 232457036.0 2192 0.868 : 232457039.0 2462 0.897 : 232457041.0 2275 0.870 : 232457042.0 2454 0.951 : 232457043.0 2393 0.920 : 232457044.0 2320 0.901 : 232457045.0 2076 0.839 : 232457046.0 2475 0.932 : 232457047.0 2042 0.872 : 232457048.0 2369 0.900 : 232457049.0 2563 0.871 : 232457051.0 2445 0.880 : 232457052.0 2478 0.958 : 232457053.0 2575 0.944 : 232457054.0 2419 0.948 : 232457055.0 2528 0.943 : 232457056.0 2422 0.956 : 232457057.0 2594 0.948 : 232457058.0 2414 0.914 : 232457084.0 3010 0.914 : 232457085.0 2212 0.887 : 232457086.0 2361 0.885 : 232457088.0 2597 0.959 : 232457089.0 2436 0.994 : 232457090.0 2295 0.955 : 232457092.0 2647 0.941 : 232457093.0 2045 0.922 : 232457094.0 2627 0.963 : 232457095.0 2446 0.974 : 232457096.0 2344 0.988 : 232457097.0 2003 0.982 : 232457098.0 2343 0.977 : 232457099.0 2507 0.981 : 232457100.0 2606 0.995 : 232457101.0 2435 0.978 : 232457102.0 2470 0.976 : 232457103.0 2397 0.981 : 232457104.0 2149 0.858 : 232457106.0 2467 0.968 : 232457107.0 2475 0.979 : 232457108.0 2364 0.933 : 232457109.0 2283 0.898 : 232457110.0 2265 0.939 : 232457111.0 2479 0.937 : 232457112.0 2516 0.961 : 232457114.0 2045 0.871 : 232457115.0 2438 0.934 : 232457117.0 2138 0.869 : 232457118.0 2188 0.898 : 232457361.0 2866 0.964 : 232457363.0 2240 0.897 : 232457365.0 2358 0.861 : 232457410.0 2277 0.827 : 232457417.0 2119 0.813 : 232457420.0 2286 0.806 : 232457422.0 2132 0.821 : 232457480.0 2334 0.846 : 232457700.0 2131 0.823 : 232457722.0 2616 0.935 : 232457723.0 2517 0.971 : 232457724.0 2345 0.888 : 232457725.0 2797 0.965 : 232457726.0 2205 0.853 : 232457756.0 2160 0.830 : 232457757.0 2298 0.866 : 232457758.0 2091 0.861 : 232457766.0 2277 0.850 : 232458981.0 2179 0.836 : 232458983.0 2371 0.843 : 232459181.0 2814 0.939 : 232459182.0 2624 0.941 : 232459271.0 2026 0.848 : 232459548.0 2284 0.838 : 232459788.0 2277 0.845 : 232460189.0 2034 0.829 : 232460191.0 2118 0.840 : 232460192.0 2064 0.853 : 232460194.0 2232 0.836 : 232460626.0 2129 0.924 : 232460627.0 2103 0.981 : 232460669.0 2894 0.948 : 232462535.0 2249 0.892 : 232462689.0 2035 0.773 : 232462709.0 2059 0.814 : 232462710.0 2020 0.776 : 232462711.0 2241 0.779 : 232462712.0 2217 0.824 : 232462719.0 2080 0.758 : 232462740.0 2584 0.844 : 232462761.0 2364 0.863 : 232462767.0 2145 0.796 : 232462779.0 2104 0.769 : 232462785.0 2104 0.792 : 232462805.0 2230 0.789 : 232462806.0 2761 0.949 : 232462807.0 2438 0.930 : 232462808.0 2648 0.938 : 232462809.0 2174 0.916 : 232462810.0 2157 0.877 : 232462811.0 2497 0.928 : 232462812.0 2656 0.937 : 232462813.0 2222 0.834 : 232462814.0 2384 0.872 : 232462815.0 2313 0.911 : 232462821.0 2166 0.801 : 232462825.0 2134 0.810 : 232462826.0 2118 0.861 : 232462827.0 2504 0.915 : 232462828.0 2087 0.759 : 232462829.0 2417 0.886 : 232462830.0 2199 0.880 : 232462831.0 2581 0.892 : 232462832.0 2196 0.930 : 232462834.0 2161 0.964 : 232462835.0 2266 0.903 : 232462836.0 2270 0.983 : 232462837.0 2640 0.955 : 232462838.0 2135 0.913 : 232462839.0 2257 0.935 : 232462840.0 2188 0.903 : 232462841.0 2209 0.865 : 232462842.0 2270 0.937 : 232462843.0 2217 0.907 : 232462845.0 2231 0.905 : 232462848.0 2434 0.971 : 232462851.0 2151 0.866 : 232462852.0 2351 0.823 : 232462855.0 2118 0.880 : 232462856.0 2415 0.878 : 232462857.0 2509 0.916 : 232462859.0 2367 0.915 : 232462860.0 2080 0.887 : 232462861.0 2261 0.875 : 232462863.0 2468 0.932 : 232462865.0 2297 0.882 : 232462866.0 2268 0.906 : 232462867.0 2400 0.891 : 232462868.0 2091 0.857 : 232462869.0 2031 0.839 : 232462870.0 2099 0.857 : 232462875.0 2007 0.838 : 232462901.0 2127 0.833 : 232462905.0 2272 0.820 : 232462907.0 2207 0.810 : 232462910.0 2062 0.812 : 232462912.0 2706 0.902 : 232462913.0 2560 0.982 : 232462914.0 2553 0.943 : 232462915.0 2154 0.837 : 232462917.0 2326 0.837 : 232462918.0 2036 0.796 : 232462920.0 2205 0.786 : 232462963.0 2507 0.893 : 232462985.0 2397 0.877 : 232462988.0 2107 0.824 : 232463011.0 2045 0.784 : 232463012.0 2246 0.829 : 232463013.0 2043 0.866 : 232463284.0 2658 0.913 : 232463294.0 2310 0.845 : 232463295.0 2265 0.837 : 232463296.0 2715 0.937 : 232463297.0 2140 0.869 : 232463299.0 2155 0.819 : 232463302.0 2423 0.824 : 232463304.0 2256 0.832 : 232463305.0 2417 0.916 : 232463308.0 2122 0.820 : 232463314.0 2073 0.807 : 232463315.0 2330 0.840 : 232463317.0 2205 0.826 : 232463318.0 2095 0.785 : 232463320.0 2309 0.887 : 232463321.0 2293 0.851 : 232463323.0 2060 0.821 : 232463324.0 2164 0.827 : 232463334.0 2067 0.813 : 232463335.0 2036 0.779 : 232463338.0 2052 0.806 : 232463594.0 2401 0.860 : 232463617.0 2230 0.843 : 232463631.0 2125 0.824 : 232463634.0 2204 0.823 : 232463642.0 2393 0.847 : 232463659.0 2197 0.812 : 232463663.0 2446 0.880 : 232463675.0 2432 0.850 : 232463677.0 2421 0.895 : 232463678.0 2100 0.960 : 232463731.0 2115 0.830 : 232463746.0 2211 0.885 : 232463747.0 2226 0.816 : 232463748.0 2424 0.860 : 232463754.0 2482 0.857 : 232463755.0 2116 0.858 : 232463776.0 2179 0.928 : 232463777.0 2407 0.929 : 232463778.0 2560 0.988 : 232463794.0 2055 0.807 : 232463795.0 2097 0.844 : 232463800.0 2227 0.868 : 232463859.0 2605 0.892 : 232463861.0 2112 0.793 : 232463863.0 2150 0.865 : 232463866.0 2108 0.820 : 232463867.0 2244 0.849 : 232463868.0 2370 0.884 : 232463869.0 2163 0.845 : 232463871.0 2235 0.844 : 232463872.0 2306 0.861 : 232463956.0 2364 0.878 : 232463957.0 2207 0.854 Total number of 1 second bins: 7638 Bins with >0 counts : 6413 Bins with >2000 counts : 324 324 of 324 high count rate bins were dominated by noise Noise dominated 4.24% of total time, 5.05% of detector on time (defined as non-zero counts)