Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 299997629.0 2158 0.832 : 300002912.0 3151 0.894 Total number of 1 second bins: 7571 Bins with >0 counts : 6682 Bins with >2000 counts : 2 2 of 2 high count rate bins were dominated by noise Noise dominated 0.03% of total time, 0.03% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 300000025.0 3080 0.890 : 300000026.0 2378 0.933 : 300000027.0 2948 0.923 : 300000523.0 2972 0.880 : 300000525.0 2557 0.852 : 300001410.0 3020 0.856 : 300001443.0 2053 0.733 Total number of 1 second bins: 7571 Bins with >0 counts : 6682 Bins with >2000 counts : 7 7 of 7 high count rate bins were dominated by noise Noise dominated 0.09% 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: 7571 Bins with >0 counts : 6682 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 : 299996398.0 2662 0.894 : 299997119.0 3200 0.955 : 299997120.0 2225 0.922 : 299997121.0 2182 0.920 : 299997122.0 2511 0.922 : 299997123.0 2386 0.919 : 299997124.0 2136 0.914 : 299997125.0 2825 0.964 : 299997127.0 2382 0.902 : 299997128.0 3075 0.913 : 299997130.0 2790 0.904 : 299997131.0 2201 0.903 : 299997133.0 2647 0.859 : 299997134.0 2515 0.911 : 299997136.0 2729 0.911 : 299997137.0 2081 0.905 : 299997138.0 2421 0.920 : 299997139.0 2370 0.924 : 299997141.0 2830 0.893 : 299997143.0 2636 0.874 : 299997144.0 2651 0.914 : 299997145.0 2684 0.914 : 299997146.0 2091 0.924 : 299997147.0 2726 0.909 : 299997149.0 2605 0.895 : 299997150.0 2487 0.892 : 299997152.0 3121 0.897 : 299997155.0 2335 0.885 : 299997156.0 2259 0.900 : 299997158.0 2809 0.900 : 299997161.0 2654 0.903 : 299997162.0 2613 0.891 : 299997163.0 2079 0.894 : 299997165.0 2843 0.918 : 299997166.0 2635 0.915 : 299997167.0 2494 0.918 : 299997169.0 2419 0.924 : 299997172.0 2409 0.874 : 299997173.0 2167 0.880 : 299997181.0 2675 0.902 : 299997183.0 2431 0.875 : 299997184.0 2622 0.932 : 299997188.0 2561 0.863 : 299997189.0 2676 0.886 : 299997191.0 2473 0.867 : 299997192.0 2559 0.850 : 299997193.0 2148 0.907 : 299997194.0 2586 0.894 : 299997195.0 2466 0.896 : 299997196.0 2558 0.886 : 299997198.0 2128 0.876 : 299997199.0 2282 0.888 : 299997200.0 2825 0.922 : 299997201.0 2857 0.943 : 299997202.0 2059 0.898 : 299997205.0 3101 0.903 : 299997207.0 2150 0.873 : 299997208.0 2729 0.877 : 299997209.0 2248 0.881 : 299997212.0 2347 0.873 : 299997213.0 2727 0.859 : 299997214.0 2539 0.918 : 299997216.0 2937 0.914 : 299997218.0 2816 0.890 : 299997219.0 2632 0.903 : 299997220.0 2396 0.899 : 299997221.0 2490 0.923 : 299997223.0 2227 0.905 : 299997224.0 3174 0.914 : 299997226.0 2453 0.916 : 299997228.0 2925 0.928 : 299997229.0 2398 0.900 : 299997230.0 2175 0.923 : 299997231.0 2439 0.900 : 299997232.0 2888 0.940 : 299997234.0 2596 0.893 : 299997235.0 2527 0.888 : 299997236.0 2331 0.906 : 299997237.0 2721 0.929 : 299997239.0 2086 0.882 : 299997241.0 2731 0.921 : 299997242.0 2502 0.908 : 299997244.0 2598 0.912 : 299997246.0 3059 0.929 : 299997247.0 2309 0.886 : 299997248.0 2722 0.910 : 299997250.0 2308 0.890 : 299997252.0 2661 0.903 : 299997254.0 2402 0.848 : 299997255.0 2302 0.890 : 299997256.0 2234 0.878 : 299997258.0 3220 0.909 : 299997260.0 2229 0.864 : 299997261.0 3037 0.900 : 299997262.0 2212 0.904 : 299997263.0 2175 0.890 : 299997264.0 2491 0.895 : 299997265.0 2482 0.908 : 299997266.0 2259 0.891 : 299997267.0 2206 0.907 : 299997268.0 2226 0.845 : 299997269.0 2260 0.873 : 299997281.0 2039 0.824 : 299997298.0 2817 0.880 : 299997299.0 3197 0.956 : 299997351.0 3165 0.894 : 299997359.0 2130 0.849 : 299997363.0 3089 0.919 : 299997366.0 2620 0.867 : 299997367.0 2794 0.921 : 299997369.0 2635 0.899 : 299997375.0 2636 0.865 : 299997376.0 2977 0.919 : 299997379.0 2483 0.872 : 299997380.0 3325 0.948 : 299997381.0 2552 0.937 : 299997383.0 2026 0.825 : 299997385.0 3060 0.880 : 299997390.0 2262 0.853 : 299997397.0 2829 0.890 : 299997399.0 2243 0.875 : 299997402.0 2353 0.864 : 299997410.0 2105 0.828 : 299997466.0 2924 0.899 : 299997467.0 2311 0.855 : 299997470.0 2813 0.877 : 299997471.0 2168 0.876 : 299997472.0 2210 0.813 : 299997941.0 2302 0.853 : 299997942.0 3470 0.903 : 299997961.0 2060 0.844 : 299998005.0 2618 0.882 : 299998041.0 2843 0.889 : 299998091.0 2673 0.908 : 299998092.0 2423 0.896 : 299998095.0 3339 0.923 : 299998096.0 2098 0.920 : 299998128.0 3083 0.916 : 299998270.0 2012 0.849 : 299998444.0 2285 0.861 : 299998519.0 2005 0.836 : 299999012.0 2324 0.837 : 299999034.0 2667 0.857 : 299999035.0 2832 0.916 : 299999036.0 2010 0.909 : 299999037.0 3206 0.919 : 299999039.0 2100 0.838 : 299999040.0 2421 0.861 : 299999042.0 2528 0.854 : 299999044.0 2546 0.899 : 299999046.0 2267 0.858 : 299999048.0 2093 0.840 : 299999062.0 3719 0.950 : 299999063.0 2094 0.904 : 299999066.0 2030 0.821 : 299999070.0 2849 0.886 : 299999071.0 3298 0.940 : 299999075.0 3219 0.909 : 299999145.0 2048 0.830 : 299999146.0 2264 0.845 : 299999186.0 2725 0.886 : 299999203.0 2491 0.836 : 299999491.0 2769 0.858 : 299999493.0 2821 0.885 : 299999495.0 2166 0.794 : 299999496.0 2103 0.869 : 299999536.0 2964 0.891 : 299999537.0 2300 0.900 : 299999538.0 2471 0.895 : 299999540.0 2561 0.873 : 299999545.0 3046 0.886 : 299999556.0 2661 0.915 : 299999560.0 2634 0.866 : 299999561.0 2340 0.858 : 299999562.0 3079 0.920 : 299999563.0 2041 0.878 : 299999565.0 2149 0.834 : 299999579.0 2132 0.813 : 299999580.0 2081 0.859 : 299999581.0 2193 0.830 : 299999583.0 2399 0.854 : 299999584.0 2816 0.883 : 299999591.0 2179 0.838 : 299999592.0 2911 0.898 : 299999651.0 2114 0.823 : 299999970.0 2219 0.840 : 300000056.0 2218 0.811 : 300000154.0 2966 0.863 : 300000411.0 2123 0.847 : 300000766.0 2771 0.899 : 300000767.0 2545 0.860 : 300000772.0 2370 0.817 : 300000773.0 2993 0.915 : 300000776.0 2192 0.878 : 300000777.0 2084 0.852 : 300000872.0 3732 0.957 : 300000873.0 2498 0.997 : 300000880.0 2105 0.812 : 300000962.0 3142 0.880 : 300000963.0 2454 0.978 : 300000967.0 2194 0.846 : 300000980.0 2327 0.839 : 300000997.0 2333 0.840 : 300001031.0 2121 0.880 : 300001048.0 3294 0.910 : 300001201.0 2428 0.816 : 300001202.0 2677 0.879 : 300001204.0 2137 0.831 : 300001208.0 2281 0.835 : 300001269.0 3748 0.909 : 300001274.0 2046 0.821 : 300001275.0 2684 0.875 : 300001276.0 2326 0.903 : 300001277.0 2252 0.836 : 300001278.0 2752 0.870 : 300001280.0 2572 0.868 : 300001281.0 2945 0.891 : 300002502.0 3877 0.980 : 300002503.0 2562 0.975 : 300002504.0 2568 0.962 : 300002505.0 2289 0.924 : 300002506.0 2443 0.932 : 300002507.0 2240 0.901 : 300002508.0 2544 0.923 : 300002509.0 2868 0.945 : 300002511.0 2714 0.851 : 300002512.0 2032 0.850 : 300002527.0 2328 0.814 : 300002528.0 3161 0.906 : 300002529.0 2481 0.960 : 300002530.0 2394 0.970 : 300002531.0 2419 0.994 : 300002535.0 2523 0.862 : 300002545.0 2012 0.848 : 300002546.0 2525 0.861 : 300002549.0 2155 0.792 : 300002557.0 2623 0.881 : 300002562.0 2286 0.801 : 300002586.0 2272 0.869 : 300002595.0 3211 0.905 : 300002596.0 2350 0.884 : 300002785.0 3063 0.888 : 300002990.0 2565 0.879 : 300003006.0 2687 0.888 : 300003027.0 2100 0.836 : 300003643.0 2291 0.860 Total number of 1 second bins: 7571 Bins with >0 counts : 6682 Bins with >2000 counts : 246 246 of 246 high count rate bins were dominated by noise Noise dominated 3.25% of total time, 3.68% of detector on time (defined as non-zero counts)