Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 298441659.0 3099 0.883 : 298441707.0 3338 0.900 : 298441708.0 2682 0.957 : 298441710.0 2956 0.947 : 298441711.0 2117 0.938 : 298441715.0 4281 0.943 : 298441718.0 2919 0.877 : 298441719.0 2145 0.948 : 298441738.0 3994 0.966 : 298441740.0 3322 0.897 : 298441741.0 2659 0.933 : 298441743.0 2687 0.935 : 298441745.0 3271 0.967 : 298441746.0 2218 0.945 : 298441747.0 2980 0.960 : 298441748.0 3727 0.975 : 298441749.0 2372 0.997 : 298441753.0 2969 0.907 : 298441764.0 2792 0.906 : 298441765.0 2706 0.918 : 298441774.0 2300 0.817 : 298441786.0 2056 0.833 : 298441792.0 2674 0.885 : 298441794.0 2430 0.870 : 298441795.0 4378 0.962 : 298441797.0 2556 0.921 : 298441798.0 4807 0.985 : 298441799.0 2156 1.000 : 298441800.0 2378 0.998 : 298441803.0 2503 0.992 : 298441805.0 3330 0.985 : 298441806.0 2473 1.000 : 298441807.0 2218 0.986 : 298441809.0 3510 0.966 : 298441821.0 2249 0.921 : 298441822.0 3437 0.935 : 298441830.0 2323 0.830 : 298441831.0 2944 0.936 : 298441832.0 2250 0.962 : 298441833.0 3259 0.972 : 298442274.0 2485 0.852 : 298442279.0 2048 0.853 : 298442280.0 3191 0.929 : 298442284.0 2238 0.851 : 298442286.0 2362 0.832 : 298442288.0 3399 0.931 : 298442290.0 2689 0.880 : 298442291.0 2330 0.894 : 298442292.0 3905 0.968 : 298442440.0 2189 0.825 : 298442482.0 3366 0.899 : 298442485.0 2189 0.882 : 298442487.0 2175 0.907 : 298442488.0 3285 0.948 : 298442489.0 2183 0.966 : 298442491.0 2049 0.824 : 298442493.0 2724 0.896 : 298442497.0 3407 0.971 : 298442499.0 2170 0.918 : 298442503.0 2233 0.842 : 298442505.0 2249 0.860 : 298442506.0 2797 0.931 : 298442507.0 2849 0.907 : 298442510.0 2322 0.861 : 298442607.0 3626 0.919 : 298442621.0 2039 0.835 : 298442622.0 2582 0.991 : 298442624.0 2496 0.926 : 298442632.0 2100 0.825 : 298442633.0 2539 0.917 : 298442634.0 2521 0.930 : 298442636.0 2078 0.819 : 298442637.0 2465 0.862 : 298442712.0 2113 0.862 : 298442713.0 2117 0.837 : 298442714.0 2265 0.834 : 298442715.0 2363 0.953 : 298442728.0 2279 0.871 : 298444384.0 3197 0.910 : 298444386.0 2210 0.862 : 298444393.0 2911 0.895 : 298444394.0 2110 0.927 : 298444395.0 3045 0.927 : 298444396.0 2934 0.965 : 298444610.0 2097 0.840 : 298445188.0 2642 0.870 : 298445583.0 2255 0.909 : 298445618.0 2111 0.851 : 298445693.0 2725 0.860 : 298445697.0 3216 0.871 : 298445710.0 2535 0.860 : 298445715.0 2177 0.863 : 298445716.0 2676 0.907 : 298445718.0 2607 0.898 : 298445723.0 2477 0.895 : 298445724.0 2979 0.939 : 298445726.0 2865 0.938 : 298445727.0 2571 0.885 : 298445728.0 4020 0.962 : 298446033.0 3213 0.880 : 298446035.0 2048 0.774 : 298446043.0 2171 0.866 : 298446051.0 2283 0.832 : 298446108.0 2701 0.831 : 298446126.0 2534 0.847 : 298446139.0 2144 0.814 : 298446153.0 4009 0.966 : 298446156.0 2218 0.831 : 298446173.0 2709 0.859 : 298446174.0 3767 0.907 : 298446210.0 2079 0.773 : 298446212.0 2530 0.827 : 298446213.0 2521 0.937 : 298446214.0 2258 0.881 : 298447939.0 2243 0.818 : 298447940.0 2181 0.853 : 298447941.0 2254 0.834 : 298447942.0 2296 0.816 : 298447951.0 2918 0.891 : 298447982.0 2707 0.904 : 298447983.0 2255 0.806 : 298447988.0 3185 0.961 : 298447989.0 2308 0.971 : 298447993.0 2080 0.768 : 298447994.0 2088 0.818 : 298448010.0 3608 0.924 : 298448011.0 3110 0.984 : 298448013.0 2709 0.919 : 298448014.0 2337 0.944 : 298448015.0 2369 0.916 : 298448016.0 2239 0.854 : 298448017.0 3575 0.926 : 298448018.0 2980 0.962 : 298448019.0 2854 0.971 : 298448020.0 2833 0.984 : 298448022.0 2354 0.878 : 298448023.0 2133 0.857 : 298448025.0 2622 0.924 : 298448026.0 2181 0.909 : 298448027.0 4060 0.959 : 298448028.0 2109 0.973 : 298448031.0 2179 0.783 : 298448034.0 2202 0.797 : 298448035.0 2104 0.817 : 298448052.0 2076 0.773 : 298448053.0 2006 0.805 : 298448056.0 2320 0.850 : 298448058.0 2029 0.776 : 298448059.0 2020 0.796 : 298448061.0 2063 0.808 : 298448062.0 2393 0.839 : 298448063.0 2163 0.814 : 298448064.0 2141 0.836 : 298448065.0 2283 0.847 : 298448066.0 2652 0.869 : 298448067.0 2294 0.900 : 298448068.0 2311 0.847 : 298448071.0 2193 0.840 : 298448073.0 2204 0.806 : 298448074.0 2142 0.859 : 298448084.0 3659 0.892 : 298448085.0 2220 0.951 : 298448091.0 2839 0.892 : 298448101.0 2464 0.865 Total number of 1 second bins: 7256 Bins with >0 counts : 6137 Bins with >2000 counts : 164 164 of 164 high count rate bins were dominated by noise Noise dominated 2.26% of total time, 2.67% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 298444015.0 2015 0.817 : 298444214.0 2274 0.836 : 298444221.0 2338 0.899 : 298444272.0 2270 0.843 : 298444578.0 2499 0.886 : 298444609.0 3138 0.914 : 298445377.0 2356 0.902 : 298445378.0 2209 0.955 : 298445743.0 3629 0.909 : 298445746.0 2327 0.861 : 298445764.0 2361 0.834 Total number of 1 second bins: 7256 Bins with >0 counts : 6137 Bins with >2000 counts : 11 11 of 11 high count rate bins were dominated by noise Noise dominated 0.15% of total time, 0.18% 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: 7256 Bins with >0 counts : 6137 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 : 298444463.0 2103 0.825 : 298444794.0 2146 0.825 : 298446029.0 2214 0.808 : 298446030.0 2258 0.849 : 298448533.0 2010 0.897 : 298448743.0 2300 0.885 : 298448760.0 2043 0.812 : 298448797.0 2001 0.812 Total number of 1 second bins: 7255 Bins with >0 counts : 6136 Bins with >2000 counts : 8 8 of 8 high count rate bins were dominated by noise Noise dominated 0.11% of total time, 0.13% of detector on time (defined as non-zero counts)