Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 456738586.0 2016 0.823 : 456738650.0 2604 0.889 : 456738651.0 2327 0.844 : 456738652.0 2007 0.825 : 456738653.0 2044 0.874 : 456738654.0 2046 0.859 : 456738660.0 2027 0.831 : 456738661.0 2020 0.875 : 456738671.0 2263 0.842 : 456738679.0 2097 0.844 : 456738680.0 2228 0.836 : 456738681.0 2055 0.820 : 456738682.0 2205 0.860 : 456738744.0 2191 0.837 : 456738921.0 2398 0.875 : 456738959.0 2150 0.846 : 456738971.0 2076 0.831 : 456738987.0 2193 0.844 : 456738988.0 2231 0.897 : 456738990.0 2750 0.927 : 456738991.0 2313 0.850 : 456738992.0 2362 0.906 : 456738993.0 2056 0.845 : 456739009.0 2259 0.849 : 456739010.0 2260 0.869 : 456739017.0 2051 0.856 : 456739018.0 2256 0.843 : 456739019.0 2382 0.916 : 456739035.0 2246 0.858 : 456739054.0 2053 0.850 : 456739055.0 2369 0.897 : 456739056.0 2153 0.835 : 456739058.0 2346 0.882 : 456739059.0 2084 0.841 : 456739063.0 2084 0.830 : 456739065.0 2423 0.883 : 456739066.0 2411 0.905 : 456739087.0 2209 0.848 : 456739088.0 2021 0.900 : 456739094.0 2063 0.841 : 456739095.0 2022 0.844 : 456739097.0 2130 0.854 : 456739099.0 2189 0.871 : 456739100.0 2176 0.832 : 456739111.0 2151 0.838 : 456739113.0 2338 0.905 : 456739114.0 2079 0.843 : 456739128.0 2210 0.855 : 456739130.0 2139 0.866 : 456739133.0 2023 0.853 : 456739136.0 2233 0.843 : 456739139.0 2472 0.919 : 456739140.0 2343 0.907 : 456739141.0 2368 0.870 : 456739142.0 2199 0.863 : 456739147.0 2044 0.900 : 456739148.0 2311 0.914 : 456739149.0 2194 0.857 : 456739150.0 2031 0.891 : 456739151.0 2464 0.919 : 456739152.0 2243 0.885 : 456739153.0 2281 0.845 : 456739169.0 2328 0.878 : 456739170.0 2322 0.872 : 456739181.0 2432 0.866 : 456739183.0 2288 0.907 : 456739185.0 2138 0.848 : 456739186.0 2441 0.869 : 456739187.0 2283 0.871 : 456739209.0 2250 0.848 : 456739210.0 2456 0.918 : 456739212.0 2660 0.956 : 456739213.0 2361 0.870 : 456739789.0 2018 0.824 : 456740048.0 2099 0.840 : 456740780.0 2016 0.843 : 456740781.0 2237 0.929 : 456740783.0 2244 0.877 : 456740784.0 2267 0.892 : 456740786.0 2461 0.908 : 456740842.0 2038 0.855 : 456740891.0 2141 0.864 : 456740892.0 2077 0.856 : 456740901.0 2058 0.855 : 456740916.0 2463 0.886 : 456740917.0 2299 0.885 : 456740927.0 2155 0.855 : 456740942.0 2171 0.853 : 456740944.0 2398 0.885 : 456740980.0 2267 0.891 : 456740985.0 2004 0.830 : 456741038.0 2398 0.897 : 456741039.0 2426 0.885 : 456741040.0 2134 0.900 : 456741041.0 2111 0.881 : 456741043.0 2191 0.865 : 456741045.0 2319 0.927 : 456741066.0 2189 0.861 : 456741111.0 2673 0.930 : 456741119.0 2151 0.848 : 456741126.0 2326 0.882 : 456741127.0 2185 0.847 : 456741129.0 2132 0.854 : 456741151.0 2205 0.854 : 456741169.0 2025 0.837 : 456741185.0 2340 0.880 : 456741186.0 2006 0.854 : 456741187.0 2055 0.862 : 456741188.0 2418 0.912 : 456741189.0 2483 0.871 : 456741190.0 2147 0.879 : 456741197.0 2243 0.862 : 456741198.0 2162 0.844 : 456741202.0 2284 0.926 : 456741203.0 2570 0.969 : 456741204.0 2287 0.879 : 456741205.0 2564 0.935 : 456741207.0 2468 0.886 : 456741208.0 2056 0.839 : 456741212.0 2069 0.840 : 456741214.0 2355 0.874 : 456741215.0 2113 0.867 : 456741223.0 2324 0.880 : 456741232.0 2176 0.840 : 456741233.0 2143 0.864 : 456741236.0 2124 0.864 : 456741237.0 2152 0.853 : 456741238.0 2380 0.884 : 456741239.0 2432 0.871 : 456741294.0 2195 0.870 : 456741297.0 2021 0.889 : 456741301.0 2184 0.872 : 456741309.0 2055 0.857 : 456741354.0 2473 0.910 : 456741362.0 2081 0.897 : 456741557.0 2092 0.834 : 456741650.0 2050 0.834 : 456741797.0 2211 0.867 : 456741802.0 2238 0.877 : 456741826.0 2180 0.841 : 456741890.0 2172 0.844 : 456741897.0 2161 0.870 : 456741972.0 2023 0.858 : 456742000.0 2292 0.862 : 456742028.0 2113 0.856 : 456742056.0 2010 0.857 : 456742291.0 2016 0.859 : 456742304.0 2511 0.905 : 456742305.0 2255 0.875 : 456742309.0 2643 0.946 : 456742310.0 2361 0.916 : 456742312.0 2502 0.892 : 456742313.0 2454 0.905 : 456742314.0 2301 0.908 : 456742352.0 2085 0.843 : 456742353.0 2300 0.886 : 456742360.0 2150 0.845 : 456742613.0 2210 0.844 : 456743176.0 2501 0.896 : 456745132.0 2373 0.890 : 456745169.0 2063 0.864 : 456745172.0 2117 0.860 : 456745178.0 2161 0.844 : 456745179.0 2230 0.866 : 456745184.0 2012 0.818 : 456745372.0 2025 0.860 : 456745374.0 2487 0.867 : 456745375.0 2556 0.943 : 456745376.0 2495 0.941 : 456745381.0 2411 0.887 : 456745382.0 2151 0.908 : 456745383.0 2591 0.919 : 456745385.0 2338 0.901 : 456745387.0 2261 0.886 : 456745391.0 2116 0.897 : 456745393.0 2342 0.877 : 456745399.0 2399 0.902 : 456745400.0 2585 0.947 : 456745402.0 2223 0.857 : 456745403.0 2429 0.910 : 456745404.0 2567 0.927 : 456745405.0 2169 0.846 : 456745440.0 2258 0.873 : 456745445.0 2227 0.860 : 456745617.0 2112 0.856 : 456745654.0 2712 0.933 : 456745659.0 2685 0.920 : 456745661.0 2155 0.823 : 456745662.0 2158 0.876 : 456745663.0 2383 0.917 : 456745756.0 2015 0.835 : 456745757.0 2584 0.876 : 456745928.0 2310 0.863 : 456745935.0 2129 0.867 Total number of 1 second bins: 7906 Bins with >0 counts : 7862 Bins with >2000 counts : 194 194 of 194 high count rate bins were dominated by noise Noise dominated 2.45% of total time, 2.47% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 456740569.0 2299 0.954 : 456740673.0 2619 0.941 : 456740674.0 2112 0.917 : 456742210.0 2104 0.853 : 456743341.0 2254 0.862 : 456743404.0 2050 0.831 : 456743405.0 2056 0.939 : 456743406.0 2280 0.866 : 456743407.0 2164 0.852 : 456743410.0 2017 0.833 : 456743429.0 2107 0.848 : 456743433.0 2024 0.887 : 456743435.0 2222 0.895 : 456743440.0 2143 0.921 : 456743441.0 2224 0.923 : 456743442.0 2403 0.958 : 456743443.0 2566 0.938 : 456743444.0 2036 0.889 : 456743445.0 2099 0.938 : 456743446.0 2287 0.994 : 456743449.0 2530 0.935 : 456743451.0 2387 0.922 : 456743452.0 2339 0.950 : 456743453.0 2342 0.980 : 456743454.0 2305 0.987 : 456743558.0 2293 0.867 : 456743559.0 2603 0.933 : 456743560.0 2271 0.913 : 456743561.0 2683 0.948 : 456743562.0 2788 0.963 : 456743563.0 2492 0.949 : 456743564.0 2520 0.925 : 456743565.0 2486 0.912 : 456743566.0 2408 0.902 : 456743567.0 2644 0.901 : 456743568.0 2338 0.932 : 456743569.0 2875 0.953 : 456743570.0 2539 0.975 : 456743571.0 2571 0.954 : 456743572.0 2604 0.953 : 456743573.0 2266 0.915 : 456743574.0 2515 0.949 : 456743575.0 2222 0.939 : 456743576.0 2512 0.946 : 456743577.0 2340 0.935 : 456743578.0 2834 0.944 : 456743579.0 2462 0.936 : 456743580.0 2769 0.957 : 456743581.0 2508 0.971 : 456743582.0 2412 0.949 : 456743583.0 2788 0.959 : 456743584.0 2628 0.979 : 456743585.0 2555 0.973 : 456743586.0 2118 0.935 : 456743587.0 2912 0.979 : 456743588.0 2672 0.971 : 456743589.0 2743 0.970 : 456743590.0 2680 0.955 : 456743591.0 2504 0.911 : 456743592.0 2500 0.927 : 456743593.0 2091 0.936 : 456743594.0 2785 0.950 : 456743595.0 2800 0.964 : 456743596.0 2725 0.947 : 456743597.0 2890 0.967 : 456743598.0 2736 0.964 : 456743599.0 2652 0.977 : 456743600.0 2718 0.960 : 456743601.0 2382 0.945 : 456743602.0 2561 0.960 : 456743603.0 2734 0.975 : 456743604.0 2346 0.974 : 456743605.0 2683 0.968 : 456743606.0 2637 0.965 : 456743607.0 2527 0.971 : 456743608.0 2712 0.974 : 456743609.0 2847 0.959 : 456743610.0 2561 0.954 : 456743611.0 2040 0.837 : 456743612.0 2389 0.889 : 456743613.0 2842 0.943 : 456743614.0 2458 0.946 : 456743615.0 2654 0.951 : 456743616.0 2354 0.929 : 456743617.0 2382 0.909 : 456743618.0 2416 0.923 : 456743619.0 2340 0.921 : 456743620.0 2429 0.919 : 456743621.0 2725 0.966 : 456743622.0 2203 0.975 : 456743623.0 2354 0.921 : 456743624.0 2503 0.909 : 456743626.0 2493 0.909 : 456743627.0 2078 0.915 : 456743628.0 2099 0.859 : 456743629.0 2473 0.942 : 456743630.0 2528 0.956 : 456743631.0 2658 0.945 : 456743632.0 2450 0.937 : 456743633.0 2177 0.915 : 456743634.0 2420 0.899 : 456743635.0 2474 0.951 : 456743636.0 2379 0.904 : 456743637.0 2329 0.898 : 456743638.0 2050 0.897 : 456743640.0 2418 0.889 : 456743641.0 2167 0.910 : 456743645.0 2221 0.927 : 456743690.0 2156 0.904 : 456743691.0 2896 0.949 : 456743692.0 2487 1.000 : 456743693.0 2031 0.990 : 456743694.0 3239 1.000 : 456743695.0 2024 1.000 : 456743696.0 2246 1.000 : 456743697.0 2476 0.992 : 456743698.0 2173 0.987 : 456743700.0 2577 0.969 : 456743701.0 2511 0.954 : 456743702.0 3086 0.974 : 456743703.0 2125 0.976 : 456743704.0 2624 0.990 : 456743706.0 2922 0.972 : 456743707.0 2415 0.995 : 456743708.0 2837 0.998 : 456743709.0 2432 1.000 : 456743710.0 2756 1.000 : 456743711.0 2533 1.000 : 456743712.0 2085 0.993 : 456743713.0 2581 0.931 : 456743714.0 2284 0.981 : 456743715.0 2596 0.955 : 456743716.0 2894 0.996 : 456743717.0 2478 0.990 : 456743718.0 2186 0.943 : 456743719.0 2472 0.956 : 456743720.0 2261 0.920 : 456743722.0 2954 0.970 : 456743723.0 2861 0.983 : 456743725.0 2941 0.962 : 456743726.0 2613 0.983 : 456743727.0 2187 0.993 : 456743728.0 2851 0.979 : 456743729.0 2457 0.961 : 456743730.0 2573 0.970 : 456743731.0 2677 0.975 : 456743732.0 2204 0.968 : 456743733.0 2448 0.871 : 456743734.0 2268 1.000 : 456743735.0 2694 0.995 : 456743736.0 2632 0.983 : 456743737.0 2668 0.990 : 456743738.0 2617 0.978 : 456743739.0 2331 0.993 : 456743740.0 2195 0.931 : 456743741.0 2398 0.955 : 456743743.0 2705 0.956 : 456743744.0 2553 0.931 : 456743745.0 2133 0.936 : 456743746.0 2286 0.918 : 456743747.0 2158 0.889 : 456743748.0 2643 0.975 : 456743749.0 2566 0.982 : 456743750.0 3095 0.975 : 456743752.0 2742 0.949 : 456743754.0 2005 0.855 : 456743756.0 2035 0.826 : 456743757.0 2541 0.920 : 456743758.0 2260 0.920 : 456743759.0 2385 0.922 : 456743760.0 2586 0.943 : 456743761.0 2754 0.980 : 456743762.0 2540 0.957 : 456743763.0 2714 0.962 : 456743764.0 2603 0.960 : 456743765.0 2558 0.950 : 456743766.0 2640 0.956 : 456743767.0 2256 0.918 : 456743771.0 2211 0.969 : 456743773.0 2923 0.981 : 456743774.0 3017 0.986 : 456743775.0 2046 0.987 : 456743776.0 2815 0.972 : 456743777.0 3195 0.994 : 456743779.0 2735 0.984 : 456743781.0 2660 0.915 : 456743782.0 2574 0.977 : 456743784.0 2313 0.923 : 456743785.0 2075 0.842 : 456743786.0 2760 0.995 : 456743787.0 2734 0.997 : 456743788.0 2310 1.000 : 456743789.0 2229 0.976 : 456743792.0 2278 0.898 : 456743793.0 2829 0.920 : 456743794.0 2394 0.996 : 456743796.0 3106 0.979 : 456743797.0 2782 0.991 : 456743798.0 2536 1.000 : 456743799.0 2339 0.994 : 456743800.0 2740 0.992 : 456743802.0 2502 0.950 : 456743803.0 2171 0.899 : 456743804.0 2980 0.914 : 456743805.0 2531 1.000 : 456743806.0 2436 1.000 : 456743807.0 2436 1.000 : 456743808.0 2416 1.000 : 456743810.0 2824 0.964 : 456743811.0 2809 0.999 : 456743813.0 3049 0.974 : 456743815.0 3262 0.995 : 456743816.0 2454 0.999 : 456743817.0 2660 0.997 : 456743818.0 2021 0.997 : 456743819.0 2829 0.940 : 456743821.0 3278 0.985 : 456743822.0 2733 0.990 : 456743824.0 2835 0.947 : 456743825.0 2056 0.997 : 456743826.0 2388 0.957 : 456743828.0 3001 0.950 : 456743829.0 2118 1.000 : 456743830.0 2434 0.992 : 456743831.0 2880 0.983 : 456743832.0 2315 0.999 : 456743833.0 2602 1.000 : 456743834.0 2473 0.941 : 456743836.0 3110 0.970 : 456743837.0 2266 0.997 : 456743838.0 2969 0.997 : 456743840.0 3256 0.986 : 456743841.0 2576 0.991 : 456743842.0 2307 0.964 : 456743844.0 2878 0.937 : 456743846.0 2462 0.978 : 456743850.0 3183 0.984 : 456743852.0 2533 0.996 : 456743853.0 3245 0.994 : 456743856.0 3167 0.965 : 456743858.0 2523 0.991 : 456743859.0 2639 0.888 : 456743860.0 2480 0.998 : 456743861.0 2847 1.000 : 456743862.0 2421 1.000 : 456743863.0 2313 0.998 : 456743867.0 2437 0.895 : 456743869.0 2065 0.871 : 456743870.0 2600 0.941 : 456743871.0 2727 0.999 : 456743872.0 2298 1.000 : 456743873.0 2459 0.994 : 456743874.0 2691 1.000 : 456743876.0 2832 0.980 : 456743877.0 2486 1.000 : 456743878.0 2199 1.000 : 456743879.0 2457 0.986 : 456743880.0 3349 0.984 : 456743881.0 2350 0.998 : 456743882.0 2426 1.000 : 456743883.0 2441 1.000 : 456743884.0 2095 1.000 : 456743885.0 2415 0.995 : 456743886.0 2403 0.938 : 456743887.0 2292 0.975 : 456743888.0 2052 0.929 : 456743889.0 2888 1.000 : 456743890.0 2841 0.993 : 456743891.0 2188 1.000 : 456743892.0 2676 0.987 : 456743893.0 2325 0.999 : 456743894.0 2795 0.996 : 456743896.0 2390 0.985 : 456743902.0 3084 0.989 : 456743904.0 2594 0.899 : 456743905.0 2644 1.000 : 456743906.0 2404 0.979 : 456743907.0 3175 0.980 : 456743908.0 2654 0.997 : 456743909.0 2608 1.000 : 456743911.0 2056 0.975 : 456743912.0 2175 0.886 : 456743914.0 2625 0.992 : 456743915.0 2985 0.972 : 456743916.0 2491 0.988 : 456743917.0 2037 0.985 : 456744060.0 2409 0.945 : 456744061.0 2592 0.996 : 456744062.0 2793 0.992 : 456744063.0 2895 0.998 : 456744064.0 2490 0.989 : 456744065.0 2749 0.999 : 456744066.0 2481 1.000 : 456744067.0 2591 1.000 : 456744068.0 2731 0.988 : 456744069.0 2415 1.000 : 456744070.0 2406 0.995 : 456744076.0 2564 0.920 : 456744077.0 2555 0.984 : 456744078.0 2812 0.988 : 456744079.0 2779 0.996 : 456744637.0 2005 0.745 : 456744638.0 2104 0.981 : 456744950.0 2362 0.909 : 456744951.0 2770 0.985 : 456744952.0 2257 0.991 : 456744955.0 2633 0.901 : 456744956.0 2236 0.995 : 456744957.0 3011 0.976 : 456744958.0 2537 0.985 : 456744959.0 2565 0.982 : 456746476.0 2347 0.924 Total number of 1 second bins: 7907 Bins with >0 counts : 7863 Bins with >2000 counts : 312 312 of 312 high count rate bins were dominated by noise Noise dominated 3.95% of total time, 3.97% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 2 : Time totcounts fraction : 456742775.0 2264 0.857 Total number of 1 second bins: 7907 Bins with >0 counts : 7863 Bins with >2000 counts : 1 1 of 1 high count rate bins were dominated by noise Noise dominated 0.01% of total time, 0.01% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 3 : Time totcounts fraction : 456740058.0 2014 0.831 : 456740062.0 2037 0.871 : 456742050.0 2410 0.880 : 456742293.0 2018 0.829 : 456742299.0 2621 0.908 : 456742324.0 2339 0.927 : 456742443.0 2436 0.879 : 456743839.0 2291 0.849 : 456743845.0 2315 0.926 : 456743846.0 2220 0.935 : 456746130.0 2236 0.856 : 456746131.0 2181 0.891 : 456746133.0 2101 0.841 : 456746134.0 2581 0.925 : 456746135.0 2282 0.930 : 456746136.0 2662 0.938 : 456746137.0 2698 0.988 : 456746138.0 2769 0.972 : 456746139.0 2303 0.982 : 456746140.0 2100 0.940 : 456746141.0 2756 0.914 : 456746143.0 2335 0.879 : 456746144.0 2467 0.895 : 456746274.0 2075 0.860 : 456746275.0 2472 0.886 : 456746323.0 2105 0.913 : 456746324.0 2340 0.969 : 456746341.0 2887 0.929 : 456746342.0 2485 0.997 : 456746343.0 2683 0.987 : 456746344.0 2784 0.976 : 456746345.0 2590 0.973 : 456746346.0 2400 0.930 : 456746348.0 2061 0.870 : 456746349.0 2012 0.819 Total number of 1 second bins: 7907 Bins with >0 counts : 7863 Bins with >2000 counts : 35 35 of 35 high count rate bins were dominated by noise Noise dominated 0.44% of total time, 0.45% of detector on time (defined as non-zero counts)