Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 233121351.0 2250 0.833 : 233121352.0 2199 0.833 : 233121385.0 2053 0.834 : 233121870.0 2690 0.903 : 233121886.0 2214 0.820 : 233121931.0 2819 0.934 : 233121939.0 2194 0.831 : 233121959.0 2100 0.853 : 233121961.0 2338 0.847 : 233121962.0 2541 0.893 : 233121979.0 2276 0.854 : 233121980.0 2140 0.829 : 233121981.0 2624 0.875 : 233121983.0 2018 0.853 : 233121985.0 2434 0.843 : 233121988.0 2542 0.848 : 233121992.0 2025 0.809 : 233122031.0 2215 0.844 : 233122033.0 2652 0.860 : 233122058.0 3650 0.965 : 233122062.0 3055 0.963 : 233122065.0 2236 0.845 : 233122071.0 2977 0.874 : 233122073.0 3088 0.890 : 233123070.0 2408 0.867 : 233124360.0 2164 0.850 : 233126132.0 3002 0.874 : 233128209.0 2430 0.858 : 233128210.0 2323 0.852 : 233128218.0 2647 0.873 : 233128219.0 2365 0.843 : 233128220.0 2528 0.910 : 233128222.0 2685 0.899 : 233128223.0 2165 0.880 : 233128224.0 2471 0.934 : 233128225.0 2106 0.877 : 233128226.0 2194 0.853 Total number of 1 second bins: 8820 Bins with >0 counts : 6967 Bins with >2000 counts : 37 37 of 37 high count rate bins were dominated by noise Noise dominated 0.42% of total time, 0.53% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 233122652.0 3195 0.924 : 233123768.0 2875 0.893 : 233123769.0 2347 0.888 : 233123770.0 2437 0.924 : 233123771.0 2670 0.977 : 233123772.0 2734 0.955 : 233123773.0 2515 0.949 : 233123774.0 2668 0.922 : 233123775.0 2362 0.913 : 233123776.0 2636 0.919 : 233123777.0 2641 0.933 : 233123778.0 2537 0.914 : 233123779.0 2429 0.921 : 233123780.0 2673 0.953 : 233123781.0 2138 0.938 : 233123782.0 2505 0.960 : 233123783.0 2803 0.969 : 233123784.0 2726 0.969 : 233123785.0 2487 0.953 : 233123786.0 2378 0.957 : 233123787.0 2770 0.966 : 233123788.0 2482 0.944 : 233123789.0 2495 0.948 : 233123790.0 2558 0.924 : 233123791.0 2362 0.933 : 233123792.0 2314 0.943 : 233123794.0 2475 0.947 : 233123795.0 2359 0.904 : 233123796.0 2246 0.927 : 233123797.0 2335 0.924 : 233123798.0 2511 0.965 : 233123799.0 2090 0.988 : 233123800.0 2410 0.908 : 233123801.0 2324 0.927 : 233123802.0 2540 0.941 : 233123803.0 2348 0.922 : 233123804.0 2300 0.913 : 233123805.0 2420 0.946 : 233123806.0 2134 0.879 : 233123808.0 2464 0.960 : 233123809.0 2787 0.965 : 233123810.0 2721 0.960 : 233123811.0 2867 0.963 : 233123812.0 2366 0.932 : 233123813.0 2481 0.969 : 233123814.0 2231 0.945 : 233123815.0 2874 0.987 : 233123816.0 2587 0.984 : 233123817.0 2655 0.969 : 233123818.0 2635 0.984 : 233123819.0 2842 0.971 : 233123820.0 2676 0.980 : 233123821.0 2337 0.934 : 233123822.0 2659 0.950 : 233123823.0 2489 0.938 : 233123824.0 2318 0.962 : 233123825.0 2134 0.929 : 233123826.0 2632 0.943 : 233123827.0 2543 0.960 : 233123828.0 2675 0.969 : 233123829.0 2849 0.964 : 233123830.0 2724 0.971 : 233123831.0 2440 0.957 : 233123832.0 2694 0.968 : 233123833.0 2560 0.961 : 233123834.0 2450 0.949 : 233123835.0 2647 0.962 : 233123836.0 2641 0.982 : 233123837.0 2838 0.969 : 233123838.0 2781 0.979 : 233123839.0 2867 0.967 : 233123840.0 2710 0.983 : 233123841.0 2543 0.964 : 233123842.0 2430 0.953 : 233123843.0 2737 0.967 : 233123844.0 2659 0.952 : 233123845.0 2307 0.950 : 233123846.0 2329 0.953 : 233123847.0 2723 0.958 : 233123848.0 2551 0.971 : 233123849.0 2448 0.953 : 233123850.0 2653 0.968 : 233123851.0 2331 0.959 : 233123852.0 2025 0.934 : 233123853.0 2035 0.953 : 233123854.0 2298 0.915 : 233123855.0 2801 0.972 : 233123856.0 2431 0.930 : 233123857.0 2800 0.967 : 233123858.0 2734 0.990 : 233123859.0 2718 0.990 : 233123860.0 2772 0.979 : 233123861.0 2506 0.961 : 233123862.0 2623 0.989 : 233123863.0 2835 0.984 : 233123864.0 2593 0.968 : 233123865.0 2442 0.966 : 233123866.0 2662 0.967 : 233123867.0 2465 0.978 : 233123868.0 2590 0.973 : 233123869.0 2671 0.991 : 233123870.0 2421 0.964 : 233123871.0 2741 0.982 : 233123872.0 2722 1.000 : 233123873.0 2579 0.986 : 233123874.0 2353 0.958 : 233123875.0 2197 0.955 : 233123876.0 2394 0.981 : 233123877.0 2670 1.000 : 233123878.0 2294 0.980 : 233123879.0 2325 0.998 : 233123880.0 2405 0.998 : 233123881.0 2600 0.996 : 233123882.0 2292 0.999 : 233123885.0 2144 1.000 : 233123886.0 2109 1.000 : 233123888.0 2228 0.998 : 233123890.0 2096 1.000 : 233123891.0 2169 1.000 : 233123901.0 2141 0.998 : 233123962.0 2341 1.000 : 233123972.0 2030 1.000 : 233123973.0 2217 1.000 : 233123975.0 2258 1.000 : 233123976.0 2310 1.000 : 233123977.0 2424 1.000 : 233123978.0 2249 1.000 : 233123979.0 2220 1.000 : 233123999.0 2034 1.000 : 233124001.0 2335 0.996 : 233124002.0 2081 0.878 : 233124006.0 2086 0.943 : 233124007.0 2135 0.969 : 233124009.0 2453 0.999 : 233124010.0 2267 0.976 : 233124012.0 2040 1.000 : 233124013.0 2409 0.972 : 233124090.0 2037 0.839 : 233124184.0 2110 0.850 : 233124199.0 2281 0.843 : 233124200.0 2879 0.929 : 233124202.0 2933 0.900 : 233124341.0 3039 0.930 : 233124394.0 2165 0.830 : 233124412.0 2565 0.854 : 233124414.0 2413 0.864 : 233124415.0 2175 0.897 : 233124416.0 2453 0.871 : 233124417.0 2249 0.876 : 233124418.0 2348 0.922 : 233124742.0 2613 1.000 : 233124743.0 2853 0.988 : 233124744.0 2890 0.991 : 233124745.0 2842 0.996 : 233124746.0 2952 0.976 : 233124747.0 2598 0.970 : 233124748.0 2868 0.975 : 233124749.0 2594 0.988 : 233124750.0 2909 0.989 : 233124751.0 2813 0.976 : 233124752.0 2674 0.954 : 233125769.0 2169 0.860 : 233125771.0 2623 0.883 : 233125772.0 2613 0.992 : 233126028.0 2223 0.823 : 233128410.0 2361 0.859 : 233128412.0 2261 0.848 : 233128413.0 2477 0.904 : 233128418.0 2411 0.861 : 233128421.0 3405 0.917 : 233128422.0 2428 0.896 : 233128424.0 2191 0.839 : 233128425.0 2411 0.893 : 233128430.0 2416 0.853 : 233128431.0 2119 0.874 : 233128457.0 2034 0.815 : 233128463.0 2511 0.855 : 233128464.0 2326 0.899 : 233128473.0 2202 0.831 : 233128474.0 2734 0.900 : 233128475.0 2445 0.893 : 233128509.0 2882 0.907 : 233128510.0 2298 0.900 : 233128512.0 2964 0.931 : 233128523.0 2097 0.841 : 233128525.0 2150 0.840 : 233128526.0 2136 0.840 : 233128529.0 2188 0.841 : 233128543.0 2170 0.819 : 233128549.0 2404 0.852 : 233128550.0 2186 0.820 : 233128551.0 2418 0.869 : 233128553.0 3035 0.879 : 233128555.0 2237 0.822 : 233128556.0 2398 0.957 : 233128559.0 3498 0.969 : 233128560.0 2929 0.983 : 233128561.0 2576 0.956 : 233128562.0 2799 0.983 : 233128563.0 2693 0.964 : 233128564.0 2815 0.974 : 233128565.0 2490 0.962 : 233128632.0 2044 0.814 : 233128634.0 2356 0.856 : 233128637.0 2134 0.841 : 233128639.0 2509 0.884 : 233128646.0 2817 0.901 : 233128648.0 2694 0.894 : 233128651.0 2764 0.866 : 233128652.0 2577 0.898 : 233128653.0 2280 0.896 Total number of 1 second bins: 8819 Bins with >0 counts : 6965 Bins with >2000 counts : 211 211 of 211 high count rate bins were dominated by noise Noise dominated 2.39% of total time, 3.03% 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: 8820 Bins with >0 counts : 6966 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 : 233121440.0 2243 0.848 : 233121445.0 3001 0.952 : 233121446.0 2499 0.915 : 233121447.0 2489 0.892 : 233122029.0 2104 0.856 : 233124479.0 2467 0.876 : 233125198.0 2127 0.828 : 233125199.0 3289 0.930 : 233127252.0 2895 0.901 : 233127253.0 2452 0.915 Total number of 1 second bins: 8820 Bins with >0 counts : 6966 Bins with >2000 counts : 10 10 of 10 high count rate bins were dominated by noise Noise dominated 0.11% of total time, 0.14% of detector on time (defined as non-zero counts)