Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 229904140.0 2591 0.844 : 229904535.0 4045 0.957 : 229904536.0 2273 0.950 : 229904537.0 2295 0.947 : 229904538.0 2306 0.954 : 229904539.0 2299 0.952 : 229904540.0 2203 0.989 : 229904542.0 2580 0.947 : 229904543.0 2460 0.940 : 229904547.0 3084 0.870 : 229904548.0 2237 0.887 : 229904550.0 2519 0.937 : 229904553.0 3116 0.909 : 229904556.0 2048 0.826 : 229904557.0 2074 0.899 : 229904558.0 2083 0.918 : 229904560.0 2130 0.885 : 229904561.0 2091 0.848 : 229904562.0 2889 0.913 : 229904563.0 2285 0.943 : 229904566.0 2018 0.869 : 229904567.0 2343 0.927 : 229904568.0 2278 0.865 : 229904569.0 2979 0.926 : 229904571.0 2157 0.869 : 229904572.0 2523 0.903 : 229904573.0 2215 0.901 : 229904574.0 2325 0.910 : 229904576.0 2529 0.909 : 229904578.0 2318 0.889 : 229904579.0 2910 0.918 : 229904581.0 2589 0.911 : 229904582.0 2144 0.938 : 229904586.0 2115 0.832 : 229904588.0 2541 0.882 : 229904589.0 2898 0.914 : 229904592.0 2154 0.884 : 229904594.0 3347 0.923 : 229904596.0 2637 0.920 : 229904598.0 2528 0.914 : 229904599.0 2780 0.912 : 229904600.0 2561 0.902 : 229904602.0 2693 0.940 : 229904603.0 2070 0.905 : 229904604.0 2660 0.905 : 229904606.0 2542 0.886 : 229904607.0 2613 0.902 : 229904608.0 2034 0.893 : 229904609.0 2892 0.920 : 229904610.0 2025 0.901 : 229904611.0 2941 0.925 : 229904612.0 2034 0.917 : 229904613.0 2216 0.894 : 229904614.0 2630 0.910 : 229904615.0 2650 0.919 : 229904616.0 2103 0.905 : 229904618.0 2610 0.896 : 229904620.0 2525 0.904 : 229904621.0 2375 0.901 : 229904622.0 2587 0.944 : 229904624.0 2101 0.870 : 229904626.0 2297 0.908 : 229904628.0 2767 0.867 : 229904629.0 2420 0.962 : 229904630.0 2430 0.930 : 229904631.0 2472 0.926 : 229904633.0 3148 0.938 : 229904634.0 2370 0.959 : 229904636.0 2851 0.951 : 229904637.0 2153 0.933 : 229904638.0 2128 0.916 : 229904639.0 2320 0.940 : 229904640.0 2547 0.950 : 229904642.0 2805 0.950 : 229904643.0 2492 0.964 : 229904644.0 2107 0.924 : 229904645.0 2605 0.916 : 229904646.0 2465 0.932 : 229904647.0 2321 0.919 : 229904648.0 2372 0.947 : 229904649.0 2249 0.975 : 229904650.0 2256 0.933 : 229904651.0 2375 0.925 : 229904652.0 2519 0.961 : 229904653.0 2441 0.947 : 229904654.0 2390 0.942 : 229904656.0 2981 0.954 : 229904657.0 2264 0.920 : 229904658.0 2210 0.952 : 229904659.0 2325 0.928 : 229904661.0 3310 0.927 : 229904662.0 2318 0.961 : 229904663.0 2202 0.924 : 229904664.0 2742 0.942 : 229904665.0 2294 0.949 : 229904666.0 2223 0.921 : 229904667.0 2329 0.959 : 229904668.0 2129 0.938 : 229904669.0 2268 0.922 : 229904670.0 2314 0.917 : 229904671.0 2513 0.977 : 229904672.0 2475 0.927 : 229904674.0 2569 0.923 : 229904675.0 2483 0.945 : 229904677.0 2787 0.915 : 229904678.0 2458 0.939 : 229904679.0 2453 0.953 : 229904682.0 2610 0.863 : 229904683.0 2572 0.939 : 229904684.0 2336 0.919 : 229904685.0 2336 0.953 : 229904686.0 2084 0.936 : 229904687.0 2157 0.970 : 229904688.0 2284 0.945 : 229904689.0 2413 0.923 : 229904690.0 2389 0.953 : 229904691.0 2424 0.921 : 229904692.0 2327 0.926 : 229904694.0 2375 0.925 : 229904695.0 2434 0.950 : 229904696.0 2052 0.918 : 229904697.0 2381 0.908 : 229904698.0 2439 0.933 : 229904699.0 2333 0.924 : 229904700.0 2152 0.914 : 229904701.0 2271 0.924 : 229904702.0 2454 0.927 : 229904703.0 2398 0.939 : 229904704.0 2292 0.928 : 229904705.0 2101 0.907 : 229904706.0 2704 0.935 : 229904707.0 2571 0.934 : 229904708.0 2215 0.921 : 229904709.0 2719 0.936 : 229904710.0 2330 0.915 : 229904711.0 2402 0.935 : 229904712.0 2370 0.937 : 229904713.0 2229 0.924 : 229904714.0 2642 0.946 : 229904716.0 2405 0.928 : 229904717.0 2149 0.950 : 229904719.0 2616 0.916 : 229904720.0 2153 0.948 : 229904721.0 2583 0.949 : 229904722.0 2486 0.940 : 229904723.0 2449 0.942 : 229904724.0 2225 0.916 : 229904725.0 2348 0.947 : 229904726.0 2462 0.957 : 229904727.0 2235 0.949 : 229904728.0 2509 0.940 : 229904729.0 2033 0.905 : 229904731.0 2633 0.920 : 229904732.0 2203 0.934 : 229904733.0 2578 0.899 : 229904734.0 2449 0.927 : 229904735.0 2284 0.902 : 229904736.0 2511 0.936 : 229904737.0 2464 0.926 : 229904738.0 2233 0.912 : 229904739.0 2072 0.909 : 229904740.0 2468 0.942 : 229904741.0 2422 0.938 : 229904742.0 2311 0.916 : 229904744.0 2535 0.956 : 229904745.0 2463 0.959 : 229904746.0 2461 0.934 : 229904748.0 2953 0.928 : 229904749.0 2230 0.916 : 229904750.0 2378 0.907 : 229904751.0 2582 0.951 : 229904753.0 2677 0.914 : 229904754.0 2085 0.929 : 229904755.0 2385 0.934 : 229904758.0 3067 0.906 : 229904759.0 2037 0.885 : 229904761.0 2811 0.922 : 229904762.0 2170 0.926 : 229904763.0 2086 0.944 : 229904765.0 2287 0.913 : 229904766.0 2293 0.906 : 229904768.0 2521 0.939 : 229904770.0 2859 0.911 : 229904771.0 2294 0.905 : 229904772.0 2658 0.930 : 229904773.0 2234 0.927 : 229904774.0 2069 0.912 : 229904775.0 2343 0.912 : 229904776.0 2390 0.924 : 229904777.0 2195 0.938 : 229904778.0 2495 0.932 : 229904779.0 2211 0.929 : 229904781.0 3115 0.933 : 229904782.0 2504 0.975 : 229904783.0 2034 0.902 : 229904784.0 2760 0.944 : 229904785.0 2031 0.983 : 229904786.0 2453 0.939 : 229904787.0 2356 0.935 : 229904788.0 2422 0.969 : 229904789.0 2192 0.984 : 229904790.0 2246 0.921 : 229904791.0 2232 0.918 : 229904792.0 2220 0.939 : 229904798.0 2923 0.881 : 229904799.0 2050 0.910 : 229904800.0 2268 0.928 : 229904801.0 2291 0.954 : 229904802.0 2252 0.930 : 229904803.0 2488 0.936 : 229904804.0 2539 0.944 : 229904805.0 2162 0.946 : 229904806.0 2338 0.945 : 229904807.0 2031 0.915 : 229904809.0 2243 0.882 : 229904811.0 3573 0.935 : 229904812.0 2370 0.931 : 229904813.0 2255 0.928 : 229904815.0 2663 0.966 : 229904816.0 2301 0.934 : 229904818.0 2769 0.934 : 229904820.0 2257 0.914 : 229904821.0 2139 0.927 : 229904822.0 2843 0.953 : 229904824.0 2425 0.913 : 229904825.0 2990 0.959 : 229904826.0 2449 0.938 : 229904827.0 2149 0.916 : 229904828.0 2404 0.950 : 229904829.0 2190 0.918 : 229904831.0 2441 0.898 : 229904833.0 2716 0.923 : 229904834.0 2797 0.940 : 229904836.0 3028 0.938 : 229904837.0 2021 0.919 : 229904839.0 2874 0.903 : 229904840.0 2533 0.912 : 229904841.0 2178 0.923 : 229904842.0 2440 0.929 : 229904843.0 2132 0.926 : 229904844.0 2019 0.898 : 229904846.0 2984 0.906 : 229904847.0 2190 0.940 : 229904849.0 2189 0.890 : 229904850.0 2820 0.889 : 229904851.0 2007 0.902 : 229904852.0 2373 0.925 : 229904853.0 2061 0.911 : 229904854.0 2487 0.930 : 229904855.0 2359 0.972 : 229904856.0 2216 0.945 : 229904858.0 2654 0.905 : 229904859.0 2707 0.941 : 229904861.0 2461 0.926 : 229904862.0 2746 0.932 : 229904863.0 2267 0.970 : 229904865.0 2590 0.891 : 229904866.0 2166 0.905 : 229904867.0 2440 0.909 : 229904869.0 2527 0.886 : 229904871.0 2315 0.881 : 229904872.0 2464 0.887 : 229904873.0 2217 0.905 : 229904875.0 2589 0.894 : 229904876.0 2145 0.842 : 229904877.0 2316 0.823 : 229904879.0 3058 0.875 : 229904881.0 2006 0.857 : 229904882.0 2436 0.833 : 229904884.0 2814 0.916 : 229904886.0 2191 0.841 : 229904889.0 2027 0.828 : 229904891.0 2101 0.828 : 229904892.0 2748 0.875 : 229904894.0 2367 0.847 : 229904895.0 2220 0.809 : 229904896.0 2035 0.830 : 229904897.0 2113 0.842 : 229904898.0 2196 0.872 : 229904899.0 2327 0.834 : 229904900.0 2110 0.867 : 229904901.0 2651 0.900 : 229904903.0 2893 0.914 : 229904905.0 2511 0.883 : 229904906.0 2726 0.904 : 229904907.0 2777 0.910 : 229904910.0 3348 0.912 : 229904911.0 2407 0.913 : 229904912.0 2682 0.921 : 229904913.0 2673 0.955 : 229904914.0 2155 0.917 : 229904915.0 2398 0.962 : 229904916.0 2451 0.962 : 229904917.0 2676 0.963 : 229904918.0 2259 0.989 : 229904919.0 2324 0.945 : 229904920.0 2333 0.916 : 229904921.0 2250 0.918 : 229904922.0 2150 0.912 : 229904923.0 2043 0.871 : 229904926.0 2581 0.926 : 229904927.0 2308 0.946 : 229904928.0 2263 0.973 : 229904929.0 2277 0.924 : 229904930.0 2484 0.969 : 229904931.0 2312 0.940 : 229904932.0 2432 0.958 : 229904933.0 2624 0.956 : 229904934.0 2260 0.935 : 229904935.0 2456 0.948 : 229904936.0 2616 0.959 : 229904937.0 2284 0.940 : 229904938.0 2463 0.945 : 229904939.0 2298 0.908 : 229904940.0 2336 0.968 : 229904941.0 2624 0.956 : 229904942.0 2542 0.948 Total number of 1 second bins: 7664 Bins with >0 counts : 6780 Bins with >2000 counts : 317 317 of 317 high count rate bins were dominated by noise Noise dominated 4.14% of total time, 4.68% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 229904488.0 2064 0.852 : 229904489.0 2573 0.856 : 229904491.0 2572 0.842 : 229911378.0 2418 0.842 : 229911383.0 2271 0.848 : 229911385.0 3555 0.940 : 229911398.0 2437 0.862 Total number of 1 second bins: 7664 Bins with >0 counts : 6780 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: 7664 Bins with >0 counts : 6780 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 : 229903961.0 2101 0.752 : 229903974.0 3276 0.852 : 229903977.0 2025 0.777 : 229904809.0 2251 0.825 : 229904810.0 2211 0.836 : 229904815.0 2027 0.851 : 229904954.0 2116 0.852 : 229905630.0 2405 0.885 : 229907776.0 3129 0.948 : 229907841.0 2087 0.822 : 229909322.0 2516 0.814 : 229911525.0 2350 0.871 : 229911527.0 3402 0.927 : 229911544.0 2382 0.849 Total number of 1 second bins: 7664 Bins with >0 counts : 6780 Bins with >2000 counts : 14 14 of 14 high count rate bins were dominated by noise Noise dominated 0.18% of total time, 0.21% of detector on time (defined as non-zero counts)