Locating noise-dominated data in quadrant 0 : Time totcounts fraction Total number of 1 second bins: 7469 Bins with >0 counts : 7352 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 : 307277399.0 2195 0.809 : 307277410.0 2428 0.906 : 307277417.0 2215 0.848 : 307277418.0 2548 0.935 : 307277419.0 2634 0.921 : 307277421.0 2412 0.883 : 307277848.0 2578 0.867 : 307277849.0 2030 0.865 : 307278025.0 2203 0.854 : 307279424.0 3163 0.883 : 307279456.0 2276 0.830 : 307279691.0 3160 0.884 : 307279696.0 2152 0.851 : 307279697.0 2168 0.883 : 307279703.0 2005 0.835 : 307279721.0 3486 0.915 : 307280203.0 2076 0.883 : 307280705.0 3872 0.914 : 307280706.0 3055 0.935 : 307280721.0 2896 0.875 : 307282132.0 2167 0.757 : 307282650.0 2198 0.821 : 307282651.0 2502 0.871 Total number of 1 second bins: 7470 Bins with >0 counts : 7353 Bins with >2000 counts : 23 23 of 23 high count rate bins were dominated by noise Noise dominated 0.31% of total time, 0.31% 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: 7470 Bins with >0 counts : 7353 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 : 307276171.0 2392 0.857 : 307276175.0 2067 0.822 : 307276190.0 2744 0.950 : 307276191.0 3880 0.930 : 307276192.0 2226 0.963 : 307276208.0 3785 0.975 : 307276975.0 2301 0.893 : 307277108.0 3397 0.979 : 307277111.0 2150 0.912 : 307277112.0 2683 0.915 : 307277113.0 3021 0.979 : 307277115.0 2049 1.000 : 307277137.0 2399 0.855 : 307277158.0 2048 0.832 : 307277178.0 2445 0.873 : 307277179.0 2621 0.905 : 307277181.0 3623 0.931 : 307277185.0 4162 0.925 : 307277310.0 2162 0.831 : 307277323.0 2631 0.928 : 307277328.0 2315 0.844 : 307277329.0 2210 0.914 : 307277331.0 2219 0.882 : 307277332.0 2192 0.841 : 307277333.0 2671 0.941 : 307277334.0 2984 0.917 : 307277336.0 2062 0.835 : 307277339.0 2729 0.884 : 307277340.0 2227 0.867 : 307277341.0 3639 0.910 : 307277342.0 2064 0.948 : 307277343.0 2457 0.905 : 307277344.0 2066 0.949 : 307277345.0 2585 0.925 : 307277537.0 3192 0.919 : 307277768.0 2032 0.831 : 307277771.0 2311 0.864 : 307277775.0 2161 0.846 : 307277780.0 2817 0.869 : 307277938.0 2417 0.871 : 307277939.0 2335 0.904 : 307278214.0 2068 0.870 : 307278215.0 2124 0.878 : 307278217.0 2204 0.866 : 307278220.0 2346 0.839 : 307278221.0 2610 0.880 : 307278222.0 2154 0.917 : 307278225.0 2633 0.888 : 307278226.0 2319 0.872 : 307278227.0 2119 0.873 : 307278232.0 2278 0.855 : 307278233.0 2230 0.900 : 307278234.0 2357 0.888 : 307278242.0 2135 0.848 : 307278244.0 2290 0.871 : 307278246.0 2346 0.856 : 307278247.0 2549 0.881 : 307278250.0 2626 0.898 : 307278252.0 2688 0.859 : 307278254.0 2737 0.900 : 307278255.0 2609 0.923 : 307278256.0 3732 0.952 : 307278258.0 2609 0.940 : 307278259.0 2211 0.940 : 307278260.0 2600 0.899 : 307278261.0 2441 0.906 : 307278262.0 2341 0.893 : 307278263.0 2123 0.926 : 307278264.0 2880 0.931 : 307278266.0 2521 0.914 : 307278267.0 2680 0.908 : 307278270.0 2773 0.907 : 307278271.0 2323 0.914 : 307278272.0 2566 0.906 : 307278273.0 2110 0.856 : 307278274.0 2159 0.928 : 307278275.0 2864 0.912 : 307278277.0 2139 0.884 : 307278278.0 2636 0.891 : 307278279.0 2873 0.931 : 307278343.0 2668 0.888 : 307278399.0 2277 0.886 : 307278430.0 3019 0.886 : 307278486.0 3624 0.944 : 307278491.0 2610 0.916 : 307278517.0 3371 0.914 : 307278520.0 2204 0.892 : 307278521.0 2010 0.916 : 307278522.0 2068 0.867 : 307278627.0 2301 0.857 : 307278628.0 2297 0.876 : 307278630.0 3088 0.956 : 307278643.0 2880 0.903 : 307278644.0 2479 0.898 : 307278646.0 2944 0.935 : 307278648.0 2175 0.891 : 307278649.0 3545 0.979 : 307278650.0 2199 0.974 : 307278651.0 2140 0.960 : 307278654.0 2146 0.921 : 307278655.0 2790 0.934 : 307278656.0 2955 0.956 : 307278657.0 2141 0.956 : 307278658.0 2151 0.961 : 307278661.0 2052 0.866 : 307278663.0 2053 0.844 : 307278664.0 2432 0.887 : 307278668.0 2199 0.829 : 307278670.0 2456 0.851 : 307278689.0 2085 0.803 : 307278690.0 2196 0.896 : 307278691.0 2085 0.862 : 307278692.0 2768 0.872 : 307278709.0 2141 0.835 : 307278710.0 2347 0.882 : 307278713.0 2087 0.843 : 307278716.0 2175 0.862 : 307278718.0 2161 0.862 : 307278719.0 2048 0.893 : 307278721.0 2052 0.868 : 307278722.0 2103 0.878 : 307278732.0 3564 0.953 : 307278753.0 2092 0.821 : 307278755.0 2559 0.881 : 307278782.0 2337 0.857 : 307278830.0 2864 0.870 : 307278831.0 2119 0.864 : 307278833.0 2064 0.833 : 307278835.0 2303 0.853 : 307278838.0 2391 0.849 : 307278839.0 2292 0.895 : 307278846.0 2107 0.848 : 307278852.0 2280 0.832 : 307278856.0 2376 0.859 : 307278881.0 2303 0.870 : 307278883.0 2035 0.842 : 307278889.0 2005 0.821 : 307278890.0 2301 0.827 : 307278892.0 2236 0.867 : 307278893.0 2531 0.879 : 307278895.0 2290 0.827 : 307278905.0 3492 0.892 : 307278914.0 3036 0.897 : 307278915.0 2576 0.896 : 307278917.0 2134 0.853 : 307278918.0 2122 0.879 : 307278920.0 2208 0.860 : 307278942.0 2110 0.841 : 307278944.0 3457 0.895 : 307278945.0 2684 0.958 : 307278947.0 2248 0.903 : 307278949.0 2352 0.876 : 307278988.0 3252 0.918 : 307278990.0 2099 0.838 : 307278992.0 2335 0.853 : 307278996.0 2169 0.849 : 307278997.0 2300 0.873 : 307279003.0 2064 0.833 : 307279022.0 2122 0.870 : 307279023.0 2550 0.877 : 307279044.0 2696 0.867 : 307279045.0 2256 0.848 : 307279050.0 2440 0.859 : 307279051.0 2379 0.895 : 307279065.0 2352 0.867 : 307279066.0 2199 0.899 : 307279067.0 2027 0.884 : 307279068.0 2583 0.872 : 307279069.0 2162 0.873 : 307279071.0 2406 0.867 : 307279072.0 2547 0.884 : 307279073.0 2803 0.925 : 307279075.0 2970 0.887 : 307279076.0 2497 0.924 : 307279085.0 3194 0.890 : 307279086.0 2620 0.928 : 307279087.0 2828 0.918 : 307279088.0 2060 0.922 : 307279089.0 2433 0.889 : 307279091.0 2768 0.885 : 307279092.0 2053 0.897 : 307279093.0 2290 0.873 : 307279094.0 2111 0.859 : 307279096.0 2545 0.885 : 307279097.0 3087 0.914 : 307279098.0 2229 0.918 : 307279099.0 2561 0.920 : 307279100.0 2576 0.896 : 307279101.0 2802 0.925 : 307279102.0 2780 0.954 : 307279104.0 2967 0.912 : 307279105.0 2603 0.943 : 307279106.0 2553 0.940 : 307279107.0 3124 0.947 : 307279108.0 2423 0.949 : 307279110.0 2304 0.854 : 307279111.0 2351 0.885 : 307279112.0 2480 0.911 : 307279113.0 2464 0.931 : 307279114.0 2105 0.890 : 307279115.0 2876 0.931 : 307279116.0 2148 0.899 : 307279117.0 2496 0.911 : 307279119.0 2183 0.918 : 307279120.0 2132 0.836 : 307279121.0 2034 0.876 : 307279122.0 3059 0.941 : 307279123.0 2077 0.936 : 307279125.0 2956 0.914 : 307279126.0 2218 0.921 : 307279127.0 2380 0.908 : 307279128.0 2481 0.900 : 307279129.0 2084 0.897 : 307279130.0 2569 0.868 : 307279155.0 2087 0.855 : 307279176.0 2204 0.853 : 307279182.0 2184 0.811 : 307279185.0 2017 0.803 : 307279187.0 2528 0.889 : 307279199.0 2034 0.829 : 307279314.0 2816 0.867 : 307279366.0 2279 0.832 : 307279369.0 2308 0.864 : 307279371.0 3158 0.900 : 307279378.0 2266 0.875 : 307279379.0 2018 0.836 : 307279436.0 2213 0.865 : 307279726.0 2567 0.924 : 307279794.0 3889 0.967 : 307280080.0 3141 0.894 : 307280585.0 3949 0.928 : 307280586.0 3575 0.971 : 307280591.0 5092 0.963 : 307280592.0 2571 0.969 : 307280593.0 2569 0.989 : 307280594.0 2673 0.972 : 307280595.0 2613 0.974 : 307280606.0 3969 0.906 : 307280607.0 2737 0.980 : 307280608.0 2308 0.957 : 307280610.0 2397 0.933 : 307280615.0 2399 0.855 : 307280790.0 2529 0.869 : 307281210.0 2566 0.863 : 307281211.0 2044 0.876 : 307281213.0 2389 0.839 : 307281214.0 2899 0.909 : 307281307.0 3220 0.890 : 307281782.0 2198 0.797 : 307282791.0 2197 0.833 : 307282985.0 2630 0.871 : 307283036.0 2378 0.868 : 307283444.0 2209 0.848 Total number of 1 second bins: 7470 Bins with >0 counts : 7353 Bins with >2000 counts : 253 253 of 253 high count rate bins were dominated by noise Noise dominated 3.39% of total time, 3.44% of detector on time (defined as non-zero counts)