Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 273538362.0 2578 0.858 : 273538363.0 3152 0.910 : 273538390.0 2627 0.851 : 273539014.0 2214 0.817 : 273539614.0 2174 0.825 : 273539620.0 2237 0.826 : 273539819.0 2491 0.832 : 273539865.0 3578 0.864 : 273539887.0 2145 0.791 : 273539892.0 3460 0.904 : 273539893.0 2276 0.975 : 273539911.0 2932 0.905 : 273539960.0 2050 0.868 : 273541697.0 2790 0.849 : 273542324.0 3116 0.895 : 273543052.0 2579 0.888 : 273543055.0 2061 0.883 : 273543057.0 2099 0.897 : 273543060.0 2143 0.877 : 273543061.0 2088 0.877 : 273543071.0 2464 0.865 : 273543078.0 2120 0.839 : 273543084.0 2300 0.864 : 273543091.0 2595 0.865 : 273543092.0 2076 0.864 : 273543093.0 3209 0.898 : 273543094.0 2070 0.879 : 273543095.0 2311 0.846 : 273543096.0 2580 0.890 : 273543097.0 2776 0.912 : 273543099.0 2407 0.907 : 273543100.0 2482 0.896 : 273543101.0 2379 0.901 : 273543102.0 3104 0.910 : 273543104.0 3266 0.907 : 273543105.0 2050 0.931 : 273543106.0 2511 0.925 : 273543107.0 2446 0.942 : 273543108.0 2335 0.929 : 273543109.0 2176 0.933 : 273543110.0 2226 0.943 : 273543112.0 2302 0.917 : 273543113.0 2098 0.887 : 273543114.0 2224 0.887 : 273543115.0 3627 0.936 : 273543117.0 2231 0.858 : 273543118.0 3425 0.909 : 273543120.0 2543 0.904 : 273543121.0 2610 0.925 : 273543122.0 2360 0.929 : 273543123.0 2003 0.892 : 273543125.0 2653 0.860 : 273543126.0 2146 0.852 : 273543127.0 2302 0.851 : 273543128.0 2404 0.906 : 273543129.0 3316 0.931 : 273543130.0 2464 0.935 : 273543131.0 2136 0.926 : 273543132.0 2474 0.930 : 273543134.0 2884 0.902 : 273543135.0 2979 0.919 : 273543137.0 3609 0.912 : 273543139.0 4350 0.943 : 273543141.0 3755 0.959 : 273543143.0 2785 0.929 : 273543144.0 3041 0.905 : 273543145.0 2088 0.855 : 273543146.0 2322 0.860 : 273543147.0 2199 0.850 : 273543163.0 2529 0.858 : 273543167.0 2845 0.881 : 273543169.0 2358 0.874 : 273543170.0 2447 0.886 : 273543171.0 2812 0.885 : 273543311.0 2170 0.859 : 273544969.0 2038 0.815 : 273544988.0 3398 0.903 : 273544990.0 3556 0.934 : 273544991.0 2428 0.929 : 273544992.0 2084 0.928 : 273544993.0 2627 0.922 : 273544994.0 3099 0.928 : 273544995.0 2419 0.942 : 273544996.0 2312 0.928 : 273544997.0 2779 0.935 : 273544998.0 2650 0.956 : 273544999.0 2468 0.936 : 273545000.0 2408 0.966 : 273545001.0 2545 0.952 : 273545002.0 2433 0.961 : 273545003.0 2642 0.950 : 273545004.0 2439 0.943 : 273545005.0 2510 0.954 : 273545006.0 2358 0.956 : 273545007.0 2657 0.967 : 273545008.0 2672 0.964 : 273545009.0 2272 0.953 : 273545035.0 2574 0.907 : 273545036.0 2657 0.926 : 273545037.0 2365 0.932 : 273545603.0 3502 0.898 : 273545745.0 2200 0.832 : 273545750.0 2868 0.878 : 273545826.0 2173 0.850 : 273545902.0 2861 0.866 : 273545933.0 2091 0.750 : 273547701.0 2098 0.698 : 273547919.0 2411 0.881 : 273547920.0 2532 0.872 : 273547923.0 2595 0.857 : 273547924.0 3387 0.911 : 273547925.0 2554 0.944 : 273547926.0 2792 0.931 : 273547927.0 2707 0.972 : 273547929.0 3057 0.972 : 273547931.0 3508 0.891 : 273547932.0 3030 0.962 : 273547933.0 2704 0.985 : 273548006.0 2295 0.819 : 273548645.0 2042 0.833 : 273548646.0 2139 0.847 : 273548697.0 4860 0.961 : 273548698.0 2810 0.972 : 273548699.0 2776 0.968 : 273548700.0 2853 0.968 : 273548796.0 2776 0.875 : 273548916.0 2971 0.896 : 273548917.0 2401 0.883 : 273548926.0 2387 0.849 : 273548927.0 2037 0.855 : 273548928.0 2616 0.875 : 273548929.0 2398 0.870 : 273548930.0 2142 0.838 : 273548931.0 2259 0.893 : 273548932.0 2413 0.881 : 273548937.0 2151 0.841 : 273548938.0 2198 0.878 : 273548939.0 2619 0.850 : 273548940.0 2287 0.895 : 273548941.0 2098 0.879 : 273548943.0 2177 0.845 : 273548944.0 2091 0.819 : 273548945.0 2076 0.840 : 273548946.0 2216 0.851 : 273548947.0 2622 0.881 : 273548948.0 2410 0.884 : 273548949.0 2212 0.868 : 273548950.0 2318 0.844 : 273548951.0 2386 0.856 : 273548952.0 2249 0.863 : 273548953.0 2480 0.862 : 273548954.0 2256 0.863 : 273548956.0 2644 0.888 : 273548957.0 2730 0.900 : 273548958.0 2496 0.882 : 273548959.0 2428 0.877 : 273548960.0 2894 0.902 : 273548962.0 2427 0.881 : 273548963.0 2208 0.872 : 273548964.0 2402 0.860 : 273548965.0 2181 0.840 : 273548966.0 2598 0.882 : 273548967.0 2640 0.869 : 273548968.0 2015 0.861 : 273548969.0 2072 0.868 : 273548970.0 2754 0.871 : 273548971.0 2232 0.894 : 273548972.0 2646 0.881 : 273548973.0 2456 0.883 : 273548974.0 2731 0.881 : 273548975.0 2239 0.886 : 273548976.0 2424 0.901 : 273548977.0 2282 0.895 : 273548978.0 2312 0.856 : 273548979.0 2244 0.843 : 273548980.0 2157 0.850 : 273548981.0 2055 0.854 : 273548983.0 2674 0.874 : 273548988.0 2923 0.902 : 273548990.0 2831 0.878 : 273548991.0 2751 0.902 : 273548992.0 2085 0.880 : 273548993.0 2260 0.885 : 273548994.0 2663 0.904 : 273548996.0 2548 0.875 : 273548997.0 2406 0.891 : 273548998.0 2636 0.883 : 273548999.0 2873 0.901 : 273549001.0 2252 0.833 : 273549002.0 2317 0.877 : 273549003.0 2361 0.877 : 273549004.0 2313 0.866 : 273549005.0 2320 0.863 : 273549006.0 2445 0.884 : 273549008.0 2232 0.833 : 273549010.0 2500 0.866 : 273549011.0 2614 0.890 : 273549012.0 2452 0.899 : 273549013.0 2581 0.880 : 273549014.0 2447 0.865 : 273549015.0 2276 0.878 : 273549016.0 2095 0.854 : 273549017.0 2334 0.853 : 273549018.0 2121 0.831 : 273549024.0 2424 0.879 : 273549026.0 2397 0.842 : 273549028.0 2078 0.817 : 273549029.0 2288 0.867 : 273549030.0 2303 0.846 : 273549031.0 2398 0.851 : 273549032.0 2196 0.843 : 273549033.0 2304 0.850 : 273549034.0 2690 0.874 : 273549035.0 2179 0.854 : 273549036.0 2302 0.859 : 273549037.0 2057 0.848 : 273549038.0 2854 0.882 : 273549039.0 2265 0.853 : 273549040.0 2597 0.873 : 273549041.0 2433 0.883 : 273549042.0 2170 0.879 : 273549043.0 2283 0.880 : 273549044.0 2388 0.859 : 273549045.0 2075 0.827 : 273549047.0 2126 0.840 : 273549048.0 2796 0.898 : 273549051.0 2316 0.843 : 273549054.0 2354 0.862 : 273549055.0 2593 0.877 : 273549056.0 2337 0.899 : 273549058.0 2170 0.845 : 273549059.0 2812 0.897 : 273549060.0 2214 0.901 : 273549061.0 2194 0.872 : 273549063.0 2135 0.843 : 273549068.0 3038 0.895 : 273549069.0 2394 0.891 : 273549070.0 2700 0.908 : 273549071.0 2673 0.917 : 273549072.0 2312 0.890 : 273549073.0 2469 0.889 : 273549074.0 2342 0.845 : 273549076.0 2401 0.873 : 273549077.0 2600 0.901 : 273549078.0 2444 0.885 : 273549079.0 2036 0.875 : 273549080.0 2682 0.883 : 273549081.0 2111 0.901 : 273549082.0 2422 0.897 : 273549083.0 2319 0.874 : 273549084.0 2432 0.880 : 273549085.0 2172 0.837 : 273549086.0 2358 0.842 : 273549087.0 2136 0.899 : 273549088.0 2719 0.901 : 273549090.0 2706 0.856 : 273549091.0 2222 0.896 : 273549092.0 2268 0.889 : 273549093.0 2607 0.907 : 273549094.0 2611 0.881 : 273549095.0 2129 0.882 : 273549096.0 2588 0.886 : 273549097.0 2457 0.885 : 273549098.0 2519 0.891 : 273549099.0 2253 0.892 : 273549100.0 2472 0.898 : 273549102.0 2364 0.850 : 273549103.0 2243 0.842 : 273549104.0 2134 0.871 : 273549105.0 2717 0.912 : 273549106.0 2119 0.876 : 273549107.0 2497 0.839 : 273549108.0 2590 0.870 : 273549109.0 2276 0.899 : 273549110.0 2594 0.882 : 273549111.0 2113 0.893 : 273549112.0 2716 0.895 : 273549113.0 2795 0.892 : 273549114.0 2828 0.914 : 273549115.0 2523 0.916 : 273549116.0 2694 0.909 : 273549117.0 2211 0.902 : 273549118.0 2231 0.906 : 273549119.0 2538 0.894 : 273549120.0 2536 0.911 : 273549121.0 2467 0.895 : 273549122.0 2429 0.905 : 273549123.0 2379 0.876 : 273549124.0 2709 0.887 : 273549125.0 2489 0.873 : 273549128.0 2446 0.861 : 273549129.0 2079 0.846 : 273549130.0 2097 0.827 : 273549131.0 2082 0.866 : 273549132.0 2648 0.872 : 273549133.0 2115 0.861 : 273549134.0 2026 0.840 : 273549135.0 2239 0.841 : 273549139.0 2156 0.849 : 273549140.0 2047 0.845 : 273549142.0 2257 0.845 : 273549147.0 2065 0.832 : 273549159.0 2373 0.855 : 273549161.0 2263 0.822 : 273549168.0 2974 0.886 : 273549169.0 2323 0.876 : 273549173.0 2219 0.839 : 273549183.0 2148 0.846 : 273549282.0 2171 0.892 : 273549350.0 3431 0.921 : 273549352.0 2034 0.828 : 273549647.0 3155 0.893 : 273549653.0 2045 0.846 : 273549654.0 3680 0.926 : 273549657.0 3243 0.932 : 273549661.0 2225 0.912 : 273549662.0 3028 0.932 : 273549794.0 3736 0.918 : 273549843.0 2277 0.899 : 273550675.0 2156 0.853 : 273550698.0 2172 0.827 : 273550699.0 2561 0.907 : 273550700.0 3087 0.919 : 273550701.0 2883 0.929 : 273550702.0 2330 0.917 : 273550704.0 2536 0.858 : 273550705.0 3392 0.940 : 273550706.0 3302 0.952 : 273550709.0 2815 0.877 : 273550710.0 2755 0.884 : 273550711.0 2447 0.931 : 273550712.0 3344 0.964 : 273550714.0 2536 0.888 : 273550716.0 2658 0.891 : 273550717.0 3788 0.957 : 273550719.0 2775 0.905 : 273550720.0 2220 0.877 : 273550721.0 2336 0.934 : 273550722.0 3675 0.934 : 273550724.0 3195 0.905 : 273550726.0 2207 0.858 : 273550728.0 3404 0.934 : 273550730.0 2693 0.881 : 273550732.0 2717 0.926 : 273550733.0 2856 0.864 : 273550735.0 2530 0.847 : 273550736.0 2166 0.844 : 273550737.0 2961 0.880 : 273550739.0 3491 0.912 : 273550741.0 2274 0.845 : 273550742.0 3597 0.930 : 273550744.0 3048 0.911 : 273550748.0 3011 0.879 : 273550908.0 2563 0.865 : 273550930.0 2411 0.893 : 273551369.0 2921 0.883 : 273551370.0 2481 1.000 : 273551402.0 2796 0.867 : 273551403.0 2062 0.922 : 273551406.0 4223 0.922 : 273551411.0 2880 0.869 : 273551465.0 2396 0.834 : 273551476.0 4677 0.950 : 273551499.0 3134 0.905 : 273551594.0 2227 0.846 : 273551784.0 4114 0.914 : 273551842.0 2492 0.843 : 273552391.0 2166 0.797 : 273552393.0 2946 0.888 : 273552396.0 2730 0.848 : 273552397.0 2101 0.888 : 273552400.0 2243 0.800 : 273552401.0 2950 0.861 : 273552421.0 3582 0.952 : 273552422.0 2255 0.943 : 273552432.0 2962 0.877 : 273552438.0 4412 0.941 : 273552479.0 2882 0.900 : 273552498.0 3131 0.898 : 273552499.0 3309 0.926 : 273552500.0 2529 0.931 : 273552521.0 2563 0.855 : 273552522.0 2054 0.912 : 273552526.0 2104 0.990 : 273552528.0 2041 0.849 : 273552529.0 2190 0.858 : 273552532.0 2550 0.942 : 273552538.0 2443 0.883 : 273552539.0 2152 0.868 : 273552549.0 3340 0.886 : 273552575.0 3918 0.899 : 273552576.0 2350 0.927 : 273552578.0 2130 0.881 : 273552579.0 2742 0.933 : 273552581.0 2152 0.872 Total number of 1 second bins: 17375 Bins with >0 counts : 13863 Bins with >2000 counts : 395 395 of 395 high count rate bins were dominated by noise Noise dominated 2.27% of total time, 2.85% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 273545427.0 2173 0.833 : 273545440.0 2290 0.819 : 273548825.0 2623 0.832 : 273548827.0 2228 0.873 : 273550814.0 2284 0.896 : 273551837.0 2220 0.848 : 273551838.0 2264 0.866 : 273551839.0 3822 0.915 : 273551840.0 2518 0.937 : 273551841.0 2627 0.950 : 273551842.0 2665 0.961 : 273551844.0 2528 0.903 : 273551845.0 3377 0.916 : 273551846.0 2154 0.930 : 273551847.0 3160 0.970 : 273551848.0 2592 0.963 : 273551850.0 2382 0.924 : 273551851.0 2253 0.944 : 273551852.0 2698 0.946 : 273551854.0 2160 0.910 : 273551855.0 2380 0.914 : 273551857.0 3438 0.917 : 273551859.0 3092 0.950 : 273551862.0 3008 0.881 : 273551864.0 3021 0.873 : 273551865.0 3456 0.935 : 273551866.0 2732 0.934 : 273551868.0 2315 0.839 : 273551869.0 3017 0.886 : 273551870.0 2937 0.918 : 273551872.0 2279 0.835 : 273551873.0 2167 0.849 : 273551875.0 2427 0.918 : 273551878.0 3586 0.895 : 273551881.0 2830 0.877 : 273551883.0 3614 0.949 : 273551884.0 2554 0.946 : 273551886.0 2366 0.922 : 273551888.0 3313 0.890 : 273551890.0 3962 0.927 : 273551891.0 2455 0.942 : 273551892.0 2636 0.954 : 273551893.0 2672 0.960 : 273551895.0 2439 0.903 : 273551896.0 2675 0.876 : 273551897.0 2108 0.921 : 273551899.0 2987 0.922 : 273551900.0 2882 0.924 : 273551902.0 3248 0.925 : 273551903.0 2620 0.913 : 273551906.0 2219 0.855 : 273551908.0 2430 0.864 : 273551909.0 2086 0.840 : 273551911.0 2183 0.831 : 273551912.0 2013 0.840 : 273551913.0 2623 0.867 : 273551914.0 2351 0.873 : 273551915.0 2779 0.874 : 273551916.0 2270 0.913 : 273551917.0 2091 0.869 : 273551918.0 2646 0.896 : 273551919.0 2275 0.892 : 273551920.0 2844 0.918 : 273551921.0 2075 0.887 : 273551922.0 2708 0.918 : 273551924.0 2365 0.866 : 273551926.0 2299 0.857 : 273551927.0 2272 0.864 : 273551928.0 2774 0.871 : 273551929.0 2112 0.836 : 273551930.0 2191 0.850 : 273551931.0 2213 0.834 : 273551932.0 2616 0.856 : 273551933.0 2144 0.847 : 273551934.0 2211 0.823 : 273551935.0 2221 0.894 : 273551940.0 2093 0.866 : 273551941.0 3038 0.915 : 273551942.0 2125 0.894 : 273551943.0 2162 0.841 : 273551944.0 2359 0.876 : 273551945.0 2804 0.876 : 273551948.0 2498 0.870 : 273551950.0 2018 0.801 : 273551951.0 2064 0.787 : 273551952.0 2138 0.810 : 273551953.0 2257 0.806 : 273551955.0 2993 0.892 : 273551956.0 2134 0.901 : 273551958.0 2041 0.802 : 273551960.0 2049 0.801 : 273551961.0 2244 0.838 : 273551962.0 2088 0.826 : 273551963.0 2011 0.816 : 273551964.0 2181 0.817 : 273551967.0 2023 0.807 : 273551969.0 2015 0.808 : 273551972.0 2220 0.801 : 273551978.0 2121 0.832 : 273551985.0 2248 0.817 : 273551986.0 2139 0.832 : 273552013.0 2445 0.809 : 273552898.0 2469 0.791 : 273552899.0 2988 0.895 : 273552901.0 2361 0.875 : 273552903.0 2349 0.685 : 273552906.0 2302 0.725 : 273552908.0 2560 0.854 : 273552913.0 2292 0.770 Total number of 1 second bins: 17375 Bins with >0 counts : 13863 Bins with >2000 counts : 109 109 of 109 high count rate bins were dominated by noise Noise dominated 0.63% of total time, 0.79% 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: 17375 Bins with >0 counts : 13863 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 : 273539409.0 2003 0.805 : 273542367.0 2065 0.798 : 273545407.0 2007 0.817 : 273545885.0 2131 0.808 : 273549619.0 2644 0.879 : 273549638.0 2340 0.868 : 273549677.0 2145 0.797 : 273551748.0 2383 0.835 Total number of 1 second bins: 17375 Bins with >0 counts : 13863 Bins with >2000 counts : 8 8 of 8 high count rate bins were dominated by noise Noise dominated 0.05% of total time, 0.06% of detector on time (defined as non-zero counts)