Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 279204585.0 2268 0.822 : 279204586.0 2299 0.871 : 279204802.0 2576 0.823 : 279204837.0 2115 0.876 : 279204896.0 2012 0.902 : 279204897.0 2395 0.838 : 279204899.0 2811 0.842 : 279204924.0 4156 0.920 : 279204925.0 2245 0.971 : 279204926.0 2355 0.957 : 279204927.0 2685 0.971 : 279205217.0 2078 0.837 : 279205219.0 3118 0.927 : 279205220.0 2377 0.930 : 279205222.0 2668 0.906 : 279205223.0 2435 0.952 : 279205225.0 2726 0.908 : 279205226.0 2337 0.934 : 279205228.0 2816 0.903 : 279205229.0 2088 0.933 : 279205231.0 2576 0.886 : 279205233.0 2495 0.906 : 279205234.0 2598 0.919 : 279205235.0 2195 0.905 : 279205237.0 2403 0.871 : 279205240.0 2665 0.919 : 279205241.0 2338 0.924 : 279205242.0 2219 0.942 : 279205243.0 3201 0.925 : 279205245.0 2115 0.897 : 279205246.0 3062 0.937 : 279205248.0 2605 0.920 : 279205249.0 2362 0.903 : 279205251.0 2238 0.857 : 279205258.0 2216 0.873 : 279205263.0 2483 0.903 : 279205265.0 2462 0.899 : 279205285.0 2455 0.860 : 279205290.0 2004 0.844 : 279205299.0 2071 0.870 : 279205302.0 2309 0.830 : 279205352.0 2560 0.843 : 279205354.0 2104 0.873 : 279205355.0 2224 0.872 : 279205356.0 2228 0.830 : 279205357.0 3178 0.888 : 279205358.0 3167 0.950 : 279205359.0 2485 0.965 : 279205360.0 2075 0.954 : 279205361.0 2066 0.934 : 279205363.0 2766 0.843 : 279205365.0 2012 0.808 : 279205366.0 2077 0.842 : 279205367.0 2260 0.865 : 279205369.0 3733 0.945 : 279205370.0 2848 0.978 : 279205390.0 2263 0.808 : 279205394.0 2897 0.856 : 279205395.0 2153 0.895 : 279205396.0 2262 0.901 : 279205397.0 2203 0.898 : 279205399.0 2309 0.892 : 279205400.0 2064 0.864 : 279205402.0 2166 0.864 : 279205403.0 2464 0.883 : 279205404.0 2333 0.882 : 279205581.0 2731 0.879 : 279205588.0 4549 0.981 : 279205589.0 2679 0.988 : 279205590.0 2681 0.999 : 279205675.0 3322 0.890 : 279205677.0 2178 0.847 : 279206260.0 2632 0.868 : 279207043.0 2599 0.909 : 279207045.0 2407 0.855 : 279207048.0 2466 0.826 : 279207049.0 2331 0.859 : 279207050.0 2006 0.881 : 279207168.0 2154 0.827 : 279207169.0 2323 0.823 : 279207170.0 2095 0.885 : 279207171.0 2038 0.864 : 279207172.0 2222 0.857 : 279207191.0 2656 0.926 : 279207192.0 2590 0.907 : 279207193.0 2097 0.865 : 279207198.0 2307 0.874 : 279207199.0 2412 0.860 : 279207200.0 3123 0.880 : 279207201.0 2262 0.932 : 279207205.0 2054 0.811 : 279207209.0 2002 0.845 : 279207925.0 2431 0.847 : 279207926.0 2453 0.907 : 279207927.0 2672 0.887 : 279207928.0 2986 0.925 : 279207930.0 2222 0.911 : 279207931.0 2197 0.874 : 279207940.0 2596 0.901 : 279207941.0 2518 0.897 : 279207942.0 2435 0.862 : 279207943.0 2744 0.909 : 279207944.0 2053 0.911 : 279207945.0 2384 0.904 : 279207946.0 2037 0.870 : 279207947.0 2345 0.871 : 279207949.0 2069 0.814 : 279207950.0 2184 0.857 : 279207952.0 2304 0.829 : 279207954.0 2444 0.855 : 279208148.0 2659 0.849 : 279208149.0 2260 0.868 : 279208151.0 2397 0.813 : 279208152.0 2085 0.839 : 279208153.0 2254 0.830 : 279208154.0 2570 0.872 : 279208155.0 2299 0.835 : 279208156.0 2227 0.825 : 279208157.0 2121 0.848 : 279208253.0 3309 0.946 : 279208264.0 2190 0.796 : 279208265.0 2118 0.932 : 279208266.0 2238 0.920 : 279208267.0 3693 0.942 : 279208269.0 2272 0.917 : 279208270.0 2126 0.936 : 279208271.0 2246 0.876 : 279208272.0 3092 0.915 : 279208289.0 2151 0.815 : 279208409.0 4165 0.959 : 279208410.0 2790 0.967 : 279208411.0 2478 0.967 : 279208412.0 2570 0.958 : 279208413.0 2977 0.969 : 279208414.0 2705 0.964 : 279208415.0 2744 0.971 : 279208416.0 2705 0.980 : 279208417.0 2647 0.968 : 279208418.0 2563 0.968 : 279208419.0 2713 0.974 : 279208420.0 2765 0.975 : 279208421.0 2682 0.970 : 279208422.0 2611 0.967 : 279208423.0 2609 0.964 : 279208424.0 2759 0.968 : 279208425.0 2754 0.971 : 279208426.0 2622 0.969 : 279208427.0 2691 0.964 : 279208428.0 2632 0.965 : 279208429.0 2763 0.967 : 279208430.0 2761 0.971 : 279208431.0 2768 0.974 : 279208432.0 2614 0.964 : 279208433.0 2673 0.979 : 279208434.0 2628 0.979 : 279208435.0 2839 0.968 : 279208436.0 2763 0.962 : 279208437.0 2767 0.973 : 279208438.0 2813 0.968 : 279208439.0 2832 0.979 : 279208440.0 2580 0.973 : 279208441.0 2808 0.979 : 279208442.0 2743 0.985 : 279208443.0 2758 0.970 : 279208444.0 2754 0.966 : 279208445.0 2446 0.960 : 279208446.0 2263 0.962 : 279208447.0 2557 0.934 : 279208448.0 2684 0.947 : 279208449.0 2674 0.938 : 279208450.0 2665 0.955 : 279208452.0 3194 0.902 : 279208453.0 2236 0.916 : 279208454.0 4053 0.966 : 279208455.0 2786 0.964 : 279208456.0 2441 0.954 : 279208457.0 2689 0.954 : 279208458.0 2546 0.960 : 279208459.0 2600 0.957 : 279208460.0 2606 0.968 : 279208461.0 2853 0.957 : 279208462.0 2237 0.960 : 279208463.0 2937 0.951 : 279208464.0 2329 0.939 : 279208465.0 2518 0.925 : 279208466.0 2801 0.956 : 279208467.0 2504 0.942 : 279208468.0 2725 0.954 : 279208469.0 2788 0.959 : 279208470.0 2736 0.961 : 279208471.0 2236 0.946 : 279208472.0 2638 0.956 : 279208473.0 2744 0.979 : 279208474.0 2473 0.946 : 279208475.0 2670 0.972 : 279208476.0 2705 0.966 : 279208477.0 2616 0.963 : 279208478.0 2660 0.965 : 279208479.0 2548 0.960 : 279208480.0 2579 0.950 : 279208481.0 2725 0.952 : 279208482.0 2555 0.968 : 279208483.0 2570 0.970 : 279208484.0 2538 0.963 : 279208485.0 2680 0.955 : 279208486.0 2739 0.961 : 279208488.0 4687 0.952 : 279208489.0 2579 0.968 : 279208490.0 2623 0.961 : 279208491.0 2623 0.971 : 279208492.0 2592 0.974 : 279208493.0 2449 0.964 : 279208494.0 2625 0.955 : 279208495.0 2827 0.975 : 279208496.0 2356 0.939 : 279208497.0 2388 0.958 : 279208498.0 2677 0.937 : 279208499.0 2680 0.968 : 279208500.0 2674 0.947 : 279208501.0 2847 0.967 : 279208502.0 2573 0.964 : 279208503.0 2719 0.959 : 279208504.0 2461 0.960 : 279208505.0 2796 0.957 : 279208506.0 2528 0.948 : 279208507.0 2508 0.956 : 279208508.0 2215 0.940 : 279208509.0 2402 0.921 : 279208510.0 2986 0.956 : 279208511.0 2584 0.959 : 279208512.0 2790 0.957 : 279208513.0 2512 0.955 : 279208514.0 2548 0.959 : 279208515.0 2792 0.952 : 279208516.0 2544 0.942 : 279208517.0 2627 0.942 : 279208518.0 2506 0.947 : 279208519.0 2702 0.967 : 279208520.0 2296 0.954 : 279208521.0 2711 0.973 : 279208522.0 2689 0.972 : 279208523.0 2688 0.972 : 279208525.0 3691 0.948 : 279208526.0 2879 0.978 : 279208527.0 2699 0.975 : 279208528.0 2600 0.969 : 279208529.0 2465 0.968 : 279208530.0 2533 0.969 : 279208531.0 2619 0.958 : 279208532.0 2115 0.942 : 279208533.0 2427 0.918 : 279208534.0 2103 0.881 : 279208535.0 2428 0.928 : 279208536.0 2037 0.913 : 279208537.0 2687 0.914 : 279208538.0 2602 0.912 : 279208539.0 3095 0.980 : 279208540.0 2735 0.967 : 279208541.0 2746 0.971 : 279208542.0 2345 0.967 : 279208543.0 2579 0.965 : 279208544.0 2694 0.973 : 279208545.0 2712 0.964 : 279208546.0 2330 0.964 : 279208547.0 2639 0.978 : 279208548.0 2098 0.935 : 279208549.0 2442 0.925 : 279208550.0 2843 0.935 : 279208551.0 2158 0.924 : 279208552.0 2778 0.959 : 279208553.0 2618 0.973 : 279208554.0 2433 0.973 : 279208555.0 2722 0.968 : 279208556.0 2727 0.976 : 279208557.0 2259 0.969 : 279208558.0 2553 0.976 : 279208559.0 2674 0.970 : 279208560.0 2565 0.976 : 279208561.0 2461 0.974 : 279208562.0 2624 0.972 : 279208563.0 2487 0.964 : 279208564.0 2583 0.976 : 279208565.0 2709 0.972 : 279208566.0 2427 0.967 : 279208567.0 2605 0.971 : 279208568.0 2687 0.983 : 279208569.0 2483 0.966 : 279208570.0 2665 0.979 : 279208571.0 2625 0.979 : 279208572.0 2642 0.977 : 279208573.0 2528 0.969 : 279208574.0 2743 0.980 : 279208575.0 2657 0.977 : 279208576.0 2587 0.987 : 279208577.0 2706 0.979 : 279208578.0 2760 0.973 : 279208579.0 2391 0.963 : 279208580.0 2717 0.959 : 279208581.0 2583 0.974 : 279208582.0 2349 0.959 : 279208583.0 2506 0.979 : 279208584.0 2661 0.987 : 279208585.0 2303 0.969 : 279208586.0 2524 0.970 : 279208588.0 4228 0.973 : 279208589.0 2654 0.974 : 279208590.0 2579 0.978 : 279208591.0 2678 0.966 : 279208592.0 2517 0.965 : 279208593.0 2811 0.976 : 279208594.0 2256 0.965 : 279208595.0 2702 0.981 : 279208596.0 2651 0.969 : 279208597.0 2495 0.971 : 279208598.0 2692 0.980 : 279208599.0 2553 0.963 : 279208600.0 2748 0.969 : 279208601.0 2588 0.979 : 279208602.0 2513 0.966 : 279208603.0 2684 0.986 : 279208604.0 2527 0.974 : 279208605.0 2359 0.955 : 279208606.0 2600 0.970 : 279208607.0 2643 0.971 : 279208608.0 2519 0.979 : 279208609.0 2575 0.977 : 279208610.0 2457 0.967 : 279208611.0 2456 0.979 : 279208612.0 2620 0.975 : 279208613.0 2469 0.969 : 279208614.0 2517 0.967 : 279208615.0 2522 0.971 : 279208616.0 2547 0.961 : 279208617.0 2632 0.974 : 279208618.0 2623 0.963 : 279208619.0 2668 0.970 : 279208620.0 2627 0.980 : 279208621.0 2180 0.966 : 279208622.0 2234 0.964 : 279208623.0 2464 0.973 : 279208624.0 2611 0.980 : 279208625.0 2434 0.965 : 279208626.0 2249 0.960 : 279208627.0 2685 0.983 : 279208628.0 2608 0.976 : 279208629.0 2438 0.978 : 279208630.0 2424 0.968 : 279208631.0 2438 0.967 : 279208632.0 2619 0.982 : 279208633.0 2620 0.984 : 279208634.0 2592 0.971 : 279208635.0 2612 0.968 : 279208636.0 2377 0.959 : 279208637.0 2516 0.975 : 279208638.0 2544 0.972 : 279208639.0 2546 0.968 : 279208640.0 2248 0.960 : 279208641.0 2462 0.967 : 279208642.0 2462 0.955 : 279208643.0 2585 0.978 : 279208644.0 2462 0.964 : 279208645.0 2352 0.959 : 279208646.0 2488 0.973 : 279208647.0 2081 0.958 : 279208648.0 2410 0.973 : 279208649.0 2481 0.965 : 279208650.0 2089 0.957 : 279208651.0 2468 0.983 : 279208652.0 2531 0.968 : 279208653.0 2130 0.956 : 279208654.0 2258 0.962 : 279208655.0 2451 0.964 : 279208656.0 2357 0.966 : 279208657.0 2344 0.949 : 279208658.0 2468 0.970 : 279208659.0 2567 0.979 : 279208660.0 2463 0.968 : 279208661.0 2325 0.966 : 279210062.0 2807 0.872 : 279210063.0 2570 0.880 : 279210065.0 2205 0.808 : 279210067.0 2479 0.840 : 279210199.0 2015 0.816 : 279210223.0 2419 0.827 : 279210226.0 2046 0.773 : 279210228.0 2275 0.863 : 279210239.0 2271 0.818 : 279210242.0 2091 0.796 : 279210264.0 2177 0.873 : 279210267.0 2263 0.874 : 279210269.0 2309 0.819 : 279210271.0 2996 0.893 : 279210272.0 2470 0.891 : 279210274.0 2508 0.864 : 279210276.0 3119 0.892 : 279210278.0 2895 0.921 : 279210279.0 2561 0.931 : 279210280.0 2252 0.917 : 279210288.0 2348 0.830 : 279210289.0 2123 0.807 : 279210290.0 2085 0.800 : 279210292.0 2481 0.834 : 279210295.0 2255 0.834 : 279210300.0 2162 0.811 : 279210301.0 2218 0.789 : 279210339.0 2792 0.853 : 279210383.0 2457 0.832 : 279210386.0 2358 0.833 : 279210898.0 2456 0.859 : 279211235.0 3389 0.904 : 279211275.0 2490 0.851 : 279211277.0 2158 0.834 : 279211285.0 2611 0.904 : 279211286.0 2026 0.882 : 279211321.0 2105 0.787 : 279211328.0 2267 0.835 : 279211330.0 2613 0.857 Total number of 1 second bins: 7229 Bins with >0 counts : 6055 Bins with >2000 counts : 417 417 of 417 high count rate bins were dominated by noise Noise dominated 5.77% of total time, 6.89% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 279205553.0 2016 0.794 : 279205581.0 2021 0.851 : 279205643.0 2041 0.807 : 279206691.0 3469 0.919 : 279211074.0 2451 0.887 : 279211109.0 2115 0.859 Total number of 1 second bins: 7229 Bins with >0 counts : 6055 Bins with >2000 counts : 6 6 of 6 high count rate bins were dominated by noise Noise dominated 0.08% of total time, 0.10% 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: 7229 Bins with >0 counts : 6055 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 : 279204288.0 2358 0.828 : 279204486.0 2292 0.818 : 279205144.0 2615 0.885 : 279205229.0 2269 0.808 : 279205258.0 2922 0.900 : 279205452.0 2055 0.814 : 279205458.0 4116 0.922 : 279205464.0 3974 0.918 : 279205485.0 2034 0.819 : 279205489.0 2470 0.850 : 279205490.0 3338 0.880 : 279205501.0 2699 0.875 : 279205777.0 2309 0.815 : 279205794.0 2326 0.836 : 279205950.0 2578 0.910 : 279205951.0 2416 0.920 : 279206103.0 2277 0.850 : 279206237.0 2383 0.841 : 279206469.0 2091 0.827 : 279206615.0 3101 0.924 : 279206638.0 3825 0.933 : 279206639.0 2084 0.878 : 279206641.0 2741 0.889 : 279207182.0 2144 0.853 : 279207243.0 2130 0.867 : 279207690.0 3107 0.896 : 279207693.0 3446 0.944 : 279208002.0 2025 0.796 : 279208004.0 4466 0.989 : 279208039.0 2025 0.882 : 279208506.0 2877 0.887 : 279208511.0 2315 0.858 : 279208566.0 2127 0.823 : 279208567.0 2537 0.804 : 279208570.0 3075 0.879 : 279208590.0 3647 0.866 : 279210674.0 4398 0.920 : 279211243.0 2333 0.818 Total number of 1 second bins: 7229 Bins with >0 counts : 6055 Bins with >2000 counts : 38 38 of 38 high count rate bins were dominated by noise Noise dominated 0.53% of total time, 0.63% of detector on time (defined as non-zero counts)