Locating noise-dominated data in quadrant 0 : Time totcounts fraction Total number of 1 second bins: 7495 Bins with >0 counts : 6140 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 : 256968614.0 2854 0.806 : 256968619.0 2363 0.854 : 256968622.0 2463 0.814 : 256968628.0 2209 0.774 : 256968629.0 2096 0.768 : 256968652.0 2725 0.844 : 256968653.0 2910 0.968 : 256968654.0 2570 0.950 : 256968655.0 2494 0.969 : 256968656.0 2328 0.930 : 256968663.0 2331 0.876 : 256968667.0 4375 0.912 : 256968668.0 2623 0.982 : 256968671.0 2935 0.861 : 256968672.0 2288 0.993 : 256968673.0 2036 0.921 : 256968674.0 2166 0.994 : 256968675.0 2081 1.000 : 256968676.0 2110 0.973 : 256968677.0 2248 0.982 : 256968678.0 2479 0.990 : 256968679.0 2467 0.985 : 256968680.0 2340 0.981 : 256968681.0 2516 0.971 : 256968682.0 2495 0.981 : 256968683.0 2445 0.967 : 256968707.0 2083 0.685 : 256968708.0 2133 0.803 : 256968709.0 3267 0.912 : 256968711.0 2091 0.863 : 256968716.0 3105 0.874 : 256968717.0 2989 0.965 : 256968719.0 2816 0.856 : 256968720.0 2598 0.976 : 256968722.0 3063 0.846 : 256968723.0 2450 0.885 : 256968726.0 3618 0.908 : 256968729.0 4351 0.953 : 256968730.0 2204 0.946 : 256968732.0 2825 0.921 : 256968735.0 2419 0.933 : 256968736.0 3065 0.950 : 256968737.0 2025 0.930 : 256968738.0 2573 0.977 : 256968740.0 3317 0.866 : 256968741.0 2239 0.951 : 256968743.0 2543 0.952 : 256968745.0 2770 0.939 : 256968746.0 2521 0.935 : 256968756.0 2075 0.800 : 256968757.0 2145 0.834 : 256968758.0 2111 0.857 : 256968759.0 2486 0.800 : 256968762.0 2084 0.769 : 256968763.0 3086 0.879 : 256968766.0 3039 0.868 : 256968767.0 2591 0.939 : 256968768.0 3080 0.928 : 256968769.0 2151 0.922 : 256968771.0 2935 0.908 : 256968773.0 2745 0.893 : 256968792.0 3932 0.917 : 256968794.0 3741 0.966 : 256968799.0 2477 0.845 : 256968807.0 3292 0.847 : 256968809.0 2264 0.894 : 256968812.0 2165 0.857 : 256968813.0 4157 0.913 : 256968824.0 3741 0.888 : 256968829.0 3320 0.857 : 256968831.0 2539 0.868 : 256968833.0 2650 0.827 : 256968834.0 2680 0.866 : 256968978.0 2033 0.736 : 256969750.0 2247 0.798 : 256969958.0 2125 0.844 : 256970813.0 2351 0.855 : 256970819.0 2126 0.839 : 256970822.0 2218 0.817 : 256971238.0 2079 0.843 : 256971285.0 2242 0.865 : 256971338.0 2346 0.908 : 256971342.0 2684 0.942 : 256971343.0 2736 0.920 : 256971351.0 2631 0.895 : 256971353.0 2109 0.831 : 256971378.0 2791 0.865 : 256971379.0 2172 0.913 : 256971380.0 3440 0.938 : 256971382.0 2020 0.829 : 256971383.0 3869 0.933 : 256971384.0 3504 0.972 : 256971387.0 3368 0.880 : 256971388.0 3253 0.957 : 256971397.0 2289 0.838 : 256971399.0 2034 0.852 : 256971431.0 2492 0.902 : 256971434.0 2686 0.888 : 256971441.0 2190 0.842 : 256971442.0 2076 0.920 : 256971485.0 2259 0.849 : 256971489.0 3080 0.897 : 256971512.0 2349 0.874 : 256971758.0 2109 0.819 : 256971905.0 2159 0.786 : 256971907.0 2510 0.881 : 256971916.0 2333 0.859 : 256971917.0 3079 0.925 : 256971924.0 2345 0.862 : 256971925.0 3248 0.928 : 256971971.0 2336 0.850 : 256971972.0 2365 0.862 : 256971974.0 2023 0.907 : 256971975.0 3292 0.968 : 256971977.0 2921 0.968 : 256971982.0 3246 0.922 : 256972199.0 2345 0.840 : 256972223.0 2208 0.816 : 256972236.0 2703 0.867 : 256972264.0 2758 0.863 : 256972267.0 2389 0.923 : 256972310.0 2730 0.875 : 256972311.0 2202 0.897 : 256972461.0 2254 0.850 : 256972463.0 2401 0.897 : 256972492.0 2320 0.917 : 256972536.0 2101 0.849 : 256972547.0 2464 0.912 : 256972548.0 4176 0.939 : 256972551.0 2886 0.909 : 256972553.0 2481 0.890 : 256972554.0 3812 0.944 : 256972559.0 2038 0.883 : 256972561.0 2574 0.894 : 256972562.0 3025 0.932 : 256972563.0 2318 0.955 : 256972581.0 3000 0.908 : 256972591.0 2485 0.900 : 256972641.0 3564 0.890 : 256972643.0 2439 0.905 : 256972644.0 2866 0.971 : 256972648.0 4853 0.960 : 256972672.0 2020 0.862 : 256972677.0 2393 0.877 : 256972678.0 4127 0.977 : 256972688.0 3141 0.903 : 256972689.0 2623 0.880 : 256972691.0 2004 0.891 : 256972692.0 4122 0.945 : 256972695.0 2255 0.914 : 256972696.0 3219 0.889 : 256972837.0 3686 0.934 : 256972838.0 2069 0.927 : 256972854.0 2881 0.891 : 256972855.0 2462 0.937 : 256972897.0 2866 0.875 : 256972917.0 2005 0.817 : 256972918.0 2865 0.849 : 256972920.0 3182 0.899 : 256972922.0 3249 0.901 : 256972923.0 3073 0.946 : 256972924.0 2257 0.943 : 256972925.0 2434 0.977 : 256972926.0 2577 0.968 : 256972928.0 2707 0.898 : 256972930.0 3281 0.923 : 256972931.0 2827 0.958 : 256972934.0 3184 0.884 : 256972946.0 2733 0.863 : 256972949.0 2115 0.880 : 256972951.0 2483 0.915 : 256972953.0 2194 0.816 : 256972971.0 2186 0.837 : 256972999.0 2497 0.891 : 256973111.0 3592 0.935 : 256973114.0 2033 0.783 : 256973297.0 4015 0.939 : 256973298.0 2348 0.950 : 256973347.0 2493 0.857 : 256973351.0 2288 0.790 : 256973352.0 2225 0.810 : 256973354.0 2133 0.834 : 256973356.0 2189 0.824 : 256973359.0 2479 0.894 : 256973360.0 2530 0.892 : 256973361.0 2265 0.913 : 256973365.0 2854 0.853 : 256973366.0 2266 0.907 : 256973367.0 2352 0.906 : 256973385.0 2193 0.831 : 256973387.0 2069 0.841 : 256973388.0 3556 0.986 : 256973389.0 2411 0.993 : 256973439.0 2646 0.823 : 256973440.0 2667 0.927 : 256973441.0 3089 0.971 : 256973442.0 2398 0.961 : 256973443.0 2217 0.925 : 256973444.0 2556 0.986 : 256973445.0 2236 0.994 : 256973446.0 2487 0.966 : 256973447.0 2168 0.988 : 256973448.0 2214 0.988 : 256973449.0 2304 0.981 : 256973450.0 2367 0.964 : 256973451.0 2277 0.953 : 256973453.0 2832 0.958 : 256973454.0 2587 0.977 : 256973456.0 2953 0.845 : 256973457.0 2434 0.919 : 256973458.0 2390 0.963 : 256973459.0 2210 0.996 : 256973460.0 2251 0.940 : 256973461.0 2728 0.972 : 256973462.0 2405 0.995 : 256973463.0 2412 0.947 : 256973464.0 2460 0.970 : 256973466.0 2693 0.922 : 256973467.0 2561 0.962 : 256973468.0 2389 0.944 : 256973469.0 2466 0.948 : 256973470.0 2428 0.986 : 256973471.0 2499 0.982 : 256973472.0 2480 0.979 : 256973473.0 2564 0.967 : 256973474.0 2317 0.983 : 256973475.0 2582 0.939 : 256973476.0 2404 0.990 : 256973477.0 2155 0.978 : 256973478.0 2150 0.985 : 256973479.0 2533 0.993 : 256973480.0 2194 0.997 : 256973481.0 2195 0.985 : 256973482.0 2205 0.989 : 256973484.0 2229 0.983 : 256973485.0 2345 0.960 : 256973486.0 2189 0.984 : 256973487.0 2378 0.963 : 256973488.0 2517 0.957 : 256973489.0 2226 0.987 : 256973490.0 2290 0.985 : 256973491.0 2173 0.991 : 256973492.0 2168 1.000 : 256973494.0 3833 0.974 : 256973495.0 2078 0.999 : 256973496.0 2496 0.964 : 256973497.0 2216 0.986 : 256973499.0 2332 0.946 : 256973502.0 2153 0.863 : 256973503.0 2591 0.905 : 256973504.0 2321 0.989 : 256973505.0 2308 0.971 : 256973507.0 3065 0.926 : 256973509.0 2483 0.964 : 256973510.0 2242 0.919 : 256973512.0 3052 0.928 : 256973516.0 2107 0.746 : 256973522.0 2511 0.846 : 256974883.0 2899 0.869 : 256974886.0 2998 0.932 : 256974888.0 2357 0.768 Total number of 1 second bins: 7495 Bins with >0 counts : 6139 Bins with >2000 counts : 261 261 of 261 high count rate bins were dominated by noise Noise dominated 3.48% of total time, 4.25% 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: 7495 Bins with >0 counts : 6140 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 Total number of 1 second bins: 7495 Bins with >0 counts : 6140 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)