Locating noise-dominated data in quadrant 0 : Time totcounts fraction Total number of 1 second bins: 4530 Bins with >0 counts : 3367 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 : 367389287.0 2168 0.833 : 367389290.0 2209 0.868 : 367389291.0 2294 0.848 : 367389292.0 2044 0.786 : 367389399.0 2039 0.891 : 367389426.0 2432 0.939 : 367389458.0 2015 0.810 : 367389465.0 2181 0.866 : 367389466.0 2205 0.915 : 367389467.0 2286 0.857 : 367389468.0 2080 0.867 : 367389470.0 2116 0.842 : 367389472.0 2351 0.848 : 367389473.0 2319 0.913 : 367389475.0 2013 0.851 : 367389476.0 2197 0.828 : 367389477.0 2188 0.869 : 367389479.0 2203 0.827 : 367389495.0 2123 0.849 : 367389496.0 2139 0.831 : 367389497.0 2111 0.847 : 367389498.0 2316 0.908 : 367389499.0 2015 0.803 : 367389502.0 2269 0.885 : 367389503.0 2293 0.919 : 367389504.0 2461 0.917 : 367389505.0 2480 0.884 : 367389506.0 2115 0.816 : 367389508.0 2183 0.828 : 367389511.0 2006 0.806 : 367389517.0 2555 0.890 : 367389518.0 2568 0.865 : 367389519.0 2401 0.898 : 367389520.0 2234 0.845 : 367389521.0 2289 0.869 : 367389522.0 2084 0.844 : 367389523.0 2008 0.800 : 367389524.0 2289 0.851 : 367389525.0 2129 0.860 : 367389526.0 2161 0.844 : 367389531.0 2093 0.837 : 367389553.0 2004 0.828 : 367389747.0 2295 0.901 : 367389977.0 2261 0.873 : 367389978.0 2447 0.908 : 367389979.0 2472 0.932 : 367389981.0 2327 0.889 : 367390116.0 2133 0.900 : 367390120.0 2069 0.920 : 367390121.0 2083 0.811 : 367390205.0 2511 0.897 : 367390238.0 2095 0.828 : 367390344.0 2268 0.872 : 367390345.0 2348 0.925 : 367390351.0 2100 0.808 : 367390359.0 2073 0.981 : 367390366.0 2140 0.888 Total number of 1 second bins: 4537 Bins with >0 counts : 3360 Bins with >2000 counts : 57 57 of 57 high count rate bins were dominated by noise Noise dominated 1.26% of total time, 1.70% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 2 : Time totcounts fraction : 367389547.0 2210 0.888 : 367389548.0 2544 0.914 : 367389549.0 2162 0.844 : 367389737.0 2355 0.841 : 367389739.0 2221 0.853 : 367389741.0 2439 0.870 : 367389742.0 2530 0.891 : 367389743.0 2133 0.859 : 367389896.0 2077 0.844 : 367389943.0 2679 0.932 : 367390598.0 2017 0.802 : 367390643.0 2376 0.912 : 367392128.0 2014 0.918 : 367392130.0 2414 0.915 : 367392132.0 2031 0.864 : 367392135.0 2104 0.931 : 367392153.0 2345 0.960 : 367392161.0 2226 0.833 : 367392162.0 2387 0.879 : 367392172.0 2268 0.836 : 367392192.0 2226 0.895 : 367392205.0 2184 0.825 : 367392211.0 2407 0.876 : 367392212.0 2216 0.801 : 367392213.0 2014 0.844 : 367392218.0 2110 0.810 : 367392224.0 2108 0.816 Total number of 1 second bins: 4531 Bins with >0 counts : 3366 Bins with >2000 counts : 27 27 of 27 high count rate bins were dominated by noise Noise dominated 0.60% of total time, 0.80% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 3 : Time totcounts fraction : 367389183.0 2433 0.867 : 367389184.0 2187 0.891 : 367389211.0 2147 0.878 : 367389213.0 2042 0.826 : 367389228.0 2046 0.830 : 367389230.0 2096 0.941 : 367389244.0 2457 0.905 : 367389261.0 2153 0.889 : 367389262.0 2149 0.834 : 367389276.0 2340 0.841 : 367389281.0 2516 0.884 : 367389282.0 2462 0.896 : 367389283.0 2009 0.891 : 367389284.0 2390 0.867 : 367389285.0 2004 0.874 : 367389286.0 2325 0.883 : 367389287.0 2509 0.925 : 367389289.0 2575 0.889 : 367389290.0 2553 0.903 : 367389291.0 2535 0.880 : 367389292.0 2288 0.871 : 367389294.0 2569 0.874 : 367389295.0 2302 0.867 : 367389296.0 2848 0.963 : 367389297.0 2319 0.873 : 367389298.0 2686 0.883 : 367389299.0 2260 0.865 : 367389300.0 2469 0.876 : 367389301.0 2519 0.893 : 367389302.0 2546 0.884 : 367389303.0 2529 0.902 : 367389304.0 2631 0.943 : 367389305.0 2637 0.894 : 367389306.0 2324 0.870 : 367389307.0 2602 0.887 : 367389308.0 2607 0.898 : 367389309.0 2439 0.875 : 367389310.0 2429 0.897 : 367389311.0 2016 0.863 : 367389312.0 2364 0.874 : 367389313.0 2163 0.890 : 367389314.0 2312 0.877 : 367389315.0 2283 0.859 : 367389316.0 2193 0.864 : 367389317.0 2452 0.882 : 367389318.0 2170 0.858 : 367389319.0 2462 0.884 : 367389320.0 2105 0.868 : 367389321.0 2392 0.905 : 367389322.0 2218 0.902 : 367389323.0 2606 0.902 : 367389324.0 2443 0.894 : 367389325.0 2485 0.884 : 367389327.0 2440 0.900 : 367389328.0 2611 0.889 : 367389329.0 2055 0.882 : 367389330.0 2045 0.851 : 367389331.0 2468 0.892 : 367389332.0 2133 0.870 : 367389333.0 2351 0.875 : 367389334.0 2384 0.890 : 367389335.0 2489 0.881 : 367389336.0 2410 0.901 : 367389337.0 2533 0.891 : 367389338.0 2492 0.888 : 367389339.0 2212 0.885 : 367389340.0 2386 0.875 : 367389341.0 2264 0.875 : 367389342.0 2504 0.886 : 367389343.0 2410 0.883 : 367389344.0 2360 0.894 : 367389345.0 2257 0.888 : 367389348.0 2353 0.863 : 367389349.0 2076 0.876 : 367389350.0 2311 0.879 : 367389351.0 2296 0.884 : 367389352.0 2145 0.878 : 367389353.0 2435 0.884 : 367389354.0 2341 0.857 : 367389355.0 2106 0.862 : 367389356.0 2391 0.858 : 367389357.0 2261 0.865 : 367389358.0 2325 0.866 : 367389359.0 2421 0.853 : 367389360.0 2474 0.886 : 367389361.0 2489 0.884 : 367389362.0 2239 0.855 : 367389363.0 2331 0.876 : 367389364.0 2347 0.880 : 367389365.0 2100 0.868 : 367389366.0 2658 0.883 : 367389367.0 2434 0.881 : 367389368.0 2315 0.854 : 367389369.0 2316 0.851 : 367389370.0 2421 0.880 : 367389371.0 2166 0.860 : 367389373.0 2097 0.836 : 367389374.0 2318 0.851 : 367389375.0 2294 0.843 : 367389376.0 2452 0.850 : 367389377.0 2340 0.866 : 367389378.0 2067 0.821 : 367389379.0 2259 0.903 : 367389380.0 2577 0.908 : 367389381.0 2433 0.896 : 367389382.0 2190 0.878 : 367389384.0 2549 0.894 : 367389385.0 2482 0.865 : 367389386.0 2305 0.841 : 367389387.0 2387 0.871 : 367389388.0 2356 0.896 : 367389389.0 2144 0.895 : 367389390.0 2460 0.878 : 367389391.0 2468 0.897 : 367389392.0 2504 0.907 : 367389393.0 2308 0.843 : 367389394.0 2017 0.814 : 367389395.0 2408 0.865 : 367389396.0 2163 0.856 : 367389397.0 2042 0.868 : 367389398.0 2427 0.889 : 367389399.0 2327 0.886 : 367389400.0 2417 0.874 : 367389401.0 2047 0.851 : 367389402.0 2314 0.868 : 367389403.0 2292 0.855 : 367389404.0 2298 0.872 : 367389405.0 2509 0.915 : 367389406.0 2334 0.890 : 367389407.0 2311 0.892 : 367389408.0 2488 0.885 : 367389409.0 2323 0.859 : 367389410.0 2418 0.877 : 367389411.0 2138 0.889 : 367389412.0 2266 0.868 : 367389413.0 2481 0.867 : 367389414.0 2358 0.878 : 367389415.0 2389 0.875 : 367389416.0 2532 0.892 : 367389417.0 2490 0.871 : 367389418.0 2170 0.860 : 367389419.0 2364 0.879 : 367389420.0 2256 0.855 : 367389421.0 2139 0.876 : 367389422.0 2248 0.867 : 367389423.0 2530 0.910 : 367389424.0 2557 0.900 : 367389425.0 2216 0.886 : 367389426.0 2436 0.903 : 367389427.0 2390 0.887 : 367389428.0 2375 0.861 : 367389429.0 2446 0.874 : 367389431.0 2340 0.876 : 367389432.0 2328 0.870 : 367389433.0 2341 0.898 : 367389434.0 2497 0.908 : 367389435.0 2421 0.899 : 367389436.0 2446 0.899 : 367389437.0 2032 0.878 : 367389438.0 2333 0.889 : 367389439.0 2587 0.904 : 367389440.0 2494 0.870 : 367389441.0 2409 0.862 : 367389442.0 2278 0.855 : 367389443.0 2058 0.867 : 367389444.0 2370 0.871 : 367389445.0 2231 0.887 : 367389447.0 2301 0.881 : 367389448.0 2580 0.875 : 367389449.0 2410 0.878 : 367389450.0 2356 0.893 : 367389451.0 2439 0.892 : 367389452.0 2612 0.902 : 367389453.0 2472 0.875 : 367389456.0 2325 0.855 : 367389457.0 2321 0.850 : 367389458.0 2622 0.912 : 367389459.0 2308 0.883 : 367389460.0 2275 0.854 : 367389461.0 2440 0.881 : 367389462.0 2155 0.862 : 367389463.0 2286 0.852 : 367389464.0 2381 0.899 : 367389465.0 2318 0.892 : 367389466.0 2454 0.894 : 367389467.0 2466 0.890 : 367389468.0 2442 0.881 : 367389469.0 2421 0.892 : 367389470.0 2358 0.886 : 367389471.0 2233 0.875 : 367389472.0 2534 0.903 : 367389473.0 2558 0.897 : 367389474.0 2101 0.849 : 367389475.0 2188 0.850 : 367389476.0 2377 0.862 : 367389477.0 2391 0.902 : 367389478.0 2427 0.905 : 367389479.0 2636 0.901 : 367389480.0 2352 0.888 : 367389481.0 2579 0.858 : 367389482.0 2524 0.883 : 367389483.0 2258 0.853 : 367389484.0 2532 0.873 : 367389485.0 2517 0.874 : 367389486.0 2408 0.880 : 367389487.0 2737 0.937 : 367389488.0 2310 0.876 : 367389489.0 2017 0.865 : 367389491.0 2275 0.862 : 367389492.0 2584 0.888 : 367389493.0 2109 0.861 : 367389495.0 2510 0.903 : 367389496.0 2545 0.880 : 367389497.0 2087 0.836 : 367389498.0 2212 0.836 : 367389499.0 2481 0.874 : 367389500.0 2467 0.878 : 367389501.0 2470 0.873 : 367389502.0 2282 0.869 : 367389503.0 2572 0.879 : 367389504.0 2125 0.856 : 367389505.0 2498 0.889 : 367389506.0 2294 0.873 : 367389507.0 2483 0.874 : 367389508.0 2276 0.866 : 367389509.0 2467 0.867 : 367389510.0 2032 0.847 : 367389511.0 2105 0.832 : 367389512.0 2201 0.846 : 367389513.0 2347 0.868 : 367389514.0 2529 0.859 : 367389515.0 2264 0.867 : 367389516.0 2373 0.912 : 367389517.0 2236 0.848 : 367389518.0 2161 0.868 : 367389519.0 2231 0.870 : 367389520.0 2340 0.838 : 367389521.0 2301 0.864 : 367389523.0 2022 0.814 : 367389524.0 2204 0.838 : 367389526.0 2284 0.852 : 367389527.0 2327 0.868 : 367389529.0 2101 0.828 : 367389531.0 2265 0.842 : 367389532.0 2097 0.854 : 367389533.0 2399 0.887 : 367389534.0 2375 0.876 : 367389536.0 2132 0.858 : 367389537.0 2080 0.852 : 367389538.0 2268 0.858 : 367389539.0 2255 0.859 : 367389541.0 2656 0.906 : 367389542.0 2529 0.900 : 367389543.0 2296 0.859 : 367389544.0 2542 0.877 : 367389545.0 2389 0.871 : 367389547.0 2205 0.848 : 367389548.0 2519 0.904 : 367389549.0 2515 0.876 : 367389550.0 2198 0.898 : 367389551.0 2287 0.844 : 367389552.0 2435 0.881 : 367389553.0 2065 0.849 : 367389554.0 2180 0.878 : 367389556.0 2505 0.899 : 367389557.0 2406 0.919 : 367389558.0 2456 0.905 : 367389559.0 2397 0.880 : 367389560.0 2271 0.840 : 367389562.0 2346 0.863 : 367389563.0 2147 0.824 : 367389564.0 2142 0.837 : 367389565.0 2135 0.828 : 367389566.0 2130 0.846 : 367389567.0 2033 0.829 : 367389568.0 2341 0.840 : 367389569.0 2192 0.835 : 367389571.0 2398 0.867 : 367389573.0 2270 0.846 : 367389574.0 2080 0.853 : 367389575.0 2062 0.824 : 367389576.0 2065 0.846 : 367389577.0 2039 0.838 : 367389578.0 2119 0.820 : 367389579.0 2050 0.827 : 367389580.0 2077 0.832 : 367389585.0 2159 0.847 : 367389586.0 2518 0.978 : 367389594.0 2090 0.840 : 367389598.0 2428 0.870 : 367389601.0 2047 0.822 : 367389602.0 2245 0.842 : 367389603.0 2035 0.822 : 367389604.0 2060 0.828 : 367389634.0 2013 0.826 : 367389927.0 2156 0.834 : 367389928.0 2006 0.793 : 367389936.0 2663 0.914 : 367389937.0 2300 0.888 : 367389938.0 2668 0.935 : 367389939.0 2727 0.952 : 367389940.0 2455 0.871 : 367389947.0 2049 0.807 : 367390318.0 2002 0.807 : 367390365.0 2400 0.861 : 367390366.0 2391 0.870 : 367390367.0 2710 0.928 : 367390530.0 2206 0.890 : 367390571.0 2531 0.896 : 367390653.0 2327 0.960 : 367390727.0 2067 0.807 : 367390808.0 2058 0.778 : 367390955.0 2744 0.917 : 367393485.0 2502 0.922 : 367393487.0 2369 0.901 : 367393488.0 2325 0.924 : 367393489.0 2263 1.000 : 367393490.0 2393 0.992 : 367393496.0 2056 0.824 Total number of 1 second bins: 4532 Bins with >0 counts : 3346 Bins with >2000 counts : 319 319 of 319 high count rate bins were dominated by noise Noise dominated 7.04% of total time, 9.53% of detector on time (defined as non-zero counts)