Locating noise-dominated data in quadrant 0 : Time totcounts fraction : 358067302.0 2108 0.921 : 358090277.0 2023 0.936 : 358090284.0 2434 0.944 : 358092321.0 3012 0.956 : 358092329.0 2105 0.933 : 358092410.0 2164 0.933 : 358092422.0 2003 0.937 : 358092474.0 2117 0.954 : 358092861.0 2122 0.939 : 358094221.0 2175 0.919 : 358094323.0 2549 0.943 : 358094329.0 2004 0.914 : 358094330.0 2099 0.961 : 358094334.0 2136 0.937 : 358094437.0 2190 0.925 : 358094450.0 2014 0.931 : 358094463.0 2506 0.944 : 358094583.0 2061 0.917 : 358094585.0 2175 0.945 : 358094605.0 2289 0.952 : 358094607.0 2157 0.935 : 358094658.0 2180 0.914 : 358094659.0 2173 0.954 : 358094711.0 2361 0.936 : 358094724.0 2113 0.967 : 358094730.0 2121 0.968 : 358094736.0 2208 0.962 : 358094737.0 2024 0.959 : 358094741.0 2018 0.958 : 358094743.0 2013 0.963 : 358094775.0 2016 0.970 : 358094777.0 2133 0.973 : 358095266.0 2068 0.927 : 358095321.0 2314 0.936 : 358095329.0 2110 0.979 : 358095332.0 2002 0.985 : 358095335.0 2027 0.946 : 358095336.0 2090 0.968 : 358095341.0 2217 0.965 : 358095343.0 2052 0.962 : 358095344.0 2203 0.974 : 358095462.0 2606 0.942 : 358095648.0 2158 0.934 : 358095707.0 2781 0.944 : 358095728.0 2393 0.938 : 358096259.0 2084 0.917 : 358096260.0 2814 0.957 : 358096262.0 2373 0.944 : 358096265.0 2382 0.946 : 358097467.0 2403 0.946 : 358097471.0 2863 0.965 : 358097727.0 2666 0.973 : 358097728.0 2071 0.959 : 358097734.0 2114 0.931 : 358097736.0 2809 0.957 : 358097739.0 2794 0.956 : 358097763.0 2062 0.935 : 358097774.0 2370 0.935 : 358097789.0 2257 0.929 : 358097790.0 2769 0.968 : 358097793.0 2288 0.935 : 358097817.0 2057 0.939 : 358097818.0 2640 0.942 : 358097819.0 2001 0.957 : 358097850.0 2187 0.953 : 358097851.0 2484 0.951 : 358097854.0 2115 0.930 : 358097855.0 2393 0.970 : 358097856.0 2398 0.974 : 358097858.0 2483 0.976 : 358097861.0 2139 0.935 : 358097862.0 2202 0.962 : 358097865.0 2580 0.946 : 358097867.0 2841 0.956 : 358097869.0 3175 0.969 : 358097870.0 2161 0.971 : 358097872.0 2295 0.954 : 358097877.0 2298 0.940 : 358097878.0 2382 0.954 : 358097881.0 2490 0.951 : 358097882.0 2254 0.953 : 358097883.0 2055 0.957 : 358097885.0 2596 0.947 : 358097887.0 2577 0.969 : 358097889.0 2364 0.958 : 358097892.0 2341 0.979 : 358097893.0 2063 0.987 : 358097897.0 2187 0.940 : 358097899.0 2058 0.936 : 358097901.0 2549 0.952 : 358097905.0 2112 0.923 : 358097906.0 2457 0.942 : 358097908.0 2532 0.951 : 358097909.0 2655 0.967 : 358097910.0 2134 0.975 : 358097912.0 2053 0.941 : 358097913.0 2138 0.967 : 358097915.0 2269 0.943 : 358097917.0 2045 0.945 : 358097918.0 2037 0.946 : 358097923.0 2571 0.956 : 358097926.0 2438 0.944 : 358097929.0 2023 0.949 : 358097932.0 2250 0.940 : 358097936.0 2384 0.949 : 358097942.0 2135 0.948 : 358097945.0 2079 0.927 : 358097951.0 2184 0.933 : 358097952.0 2117 0.952 : 358097959.0 2211 0.944 : 358097962.0 2015 0.924 : 358097963.0 2607 0.965 : 358097964.0 2227 0.977 : 358097966.0 2005 0.989 : 358097969.0 2132 0.951 : 358097971.0 2067 0.929 : 358097973.0 2033 0.945 : 358097975.0 2139 0.936 : 358097980.0 2476 0.956 : 358097982.0 2370 0.946 : 358097983.0 2449 0.953 : 358097985.0 2765 0.979 : 358097988.0 2526 0.946 : 358097989.0 2006 0.956 : 358097990.0 2008 0.983 : 358097991.0 2041 0.984 : 358097992.0 2196 0.963 : 358097995.0 2933 0.958 : 358097996.0 2299 0.965 : 358097997.0 2024 0.963 : 358097999.0 2224 0.966 : 358098001.0 2231 0.982 : 358098003.0 2499 0.950 : 358098004.0 2084 0.965 : 358098006.0 2079 0.986 : 358098007.0 2048 0.990 : 358098010.0 2515 0.956 : 358098015.0 3244 0.964 : 358098016.0 2115 0.964 : 358098025.0 2239 0.941 : 358098027.0 3060 0.968 : 358098032.0 2624 0.964 : 358098033.0 2227 0.972 : 358098037.0 2031 0.934 : 358098038.0 2080 0.955 : 358098040.0 2300 0.945 : 358098042.0 2403 0.927 : 358098045.0 2511 0.965 : 358098060.0 2023 0.931 : 358098080.0 2026 0.938 : 358098082.0 2271 0.936 : 358098083.0 2454 0.957 : 358098086.0 2560 0.943 : 358098089.0 3091 0.962 : 358098096.0 2172 0.934 : 358098098.0 2557 0.958 : 358098099.0 2114 0.958 : 358098100.0 2333 0.974 : 358098101.0 2007 0.983 : 358098102.0 2091 0.983 : 358098103.0 2080 0.974 : 358098109.0 2018 0.972 : 358098111.0 2245 0.971 : 358098116.0 2037 0.953 : 358098118.0 2125 0.927 : 358098121.0 2017 0.945 : 358098125.0 2492 0.959 : 358098136.0 2112 0.936 : 358098141.0 2318 0.953 : 358098144.0 2824 0.966 : 358098148.0 2164 0.964 : 358098150.0 2501 0.954 : 358098152.0 2152 0.953 : 358098155.0 2567 0.950 : 358098178.0 2378 0.954 : 358098179.0 2060 0.954 : 358098180.0 2105 0.953 : 358098181.0 2133 0.954 : 358098188.0 2453 0.956 : 358098189.0 2250 0.996 : 358098190.0 2275 0.988 : 358098191.0 2137 0.989 : 358098192.0 2255 0.987 : 358098194.0 2774 0.960 : 358098196.0 2047 0.959 : 358098198.0 2719 0.974 : 358098199.0 2295 0.960 : 358098200.0 2247 0.980 : 358098201.0 2121 0.954 : 358098204.0 2022 0.942 : 358098205.0 2527 0.983 : 358098206.0 2122 0.990 : 358098208.0 2717 0.971 : 358098210.0 2029 0.968 : 358098213.0 2992 0.965 : 358098215.0 2873 0.964 : 358098217.0 2061 0.954 : 358098219.0 2726 0.973 : 358098222.0 2019 0.960 : 358098223.0 2081 0.968 : 358098226.0 2663 0.969 : 358098229.0 2980 0.963 : 358098231.0 2095 0.959 : 358098232.0 2288 0.985 : 358098234.0 2066 0.976 : 358098235.0 2247 0.994 : 358098237.0 2482 0.956 : 358098242.0 2140 0.968 : 358098248.0 2800 0.959 : 358098250.0 2571 0.946 : 358098253.0 2538 0.990 : 358098255.0 2585 0.979 : 358098257.0 2818 0.961 : 358098261.0 2573 0.972 : 358098264.0 2192 0.921 : 358098266.0 2626 0.958 : 358098270.0 2780 0.964 : 358098275.0 2447 0.935 : 358098276.0 2529 0.964 : 358098278.0 2460 0.980 : 358098282.0 2407 0.968 : 358098284.0 2786 0.952 : 358098286.0 2255 0.953 : 358098287.0 2187 0.970 : 358098289.0 2830 0.971 : 358098291.0 2158 0.968 : 358098292.0 2065 0.979 : 358098293.0 2018 0.963 : 358098294.0 2586 0.955 : 358098299.0 2443 0.955 : 358098300.0 2332 0.965 : 358098303.0 2090 0.955 : 358098308.0 2597 0.935 : 358098310.0 2162 0.940 : 358098311.0 2043 0.945 : 358098313.0 2314 0.959 : 358098314.0 2429 0.956 : 358098315.0 2096 0.976 : 358098316.0 2179 0.979 : 358098319.0 2662 0.974 : 358098322.0 2838 0.965 : 358098324.0 2214 0.979 : 358098325.0 2263 0.985 : 358098327.0 2310 0.960 : 358098334.0 2522 0.961 : 358098336.0 2238 0.952 : 358098361.0 2126 0.926 : 358098364.0 2654 0.959 : 358098368.0 2154 0.937 : 358098369.0 2039 0.939 : 358098396.0 2285 0.948 : 358098399.0 2107 0.938 : 358098425.0 2207 0.943 : 358098437.0 2268 0.945 : 358098440.0 2507 0.976 : 358098441.0 2163 0.974 : 358098494.0 2230 0.934 : 358098501.0 2035 0.939 : 358098503.0 2482 0.956 : 358098505.0 2583 0.979 : 358098510.0 2042 0.929 : 358098511.0 2199 0.950 : 358098519.0 2337 0.944 : 358098525.0 2293 0.957 : 358098528.0 2943 0.951 : 358098531.0 2129 0.929 : 358098533.0 2360 0.938 : 358098545.0 2014 0.924 : 358098562.0 2314 0.946 : 358098563.0 2068 0.957 : 358098565.0 2184 0.951 : 358098566.0 2624 0.984 : 358098567.0 2145 0.963 : 358098572.0 2285 0.943 : 358098574.0 2269 0.948 : 358098577.0 2264 0.945 : 358098578.0 2061 0.943 : 358098579.0 2755 0.976 : 358098583.0 2641 0.942 : 358098586.0 2774 0.965 : 358098588.0 2116 0.975 : 358098594.0 2441 0.949 : 358098599.0 2065 0.944 : 358098604.0 2016 0.932 : 358098659.0 2239 0.965 : 358098660.0 2315 0.975 : 358098661.0 2064 0.986 : 358098662.0 2069 0.967 : 358098663.0 2098 0.970 : 358098706.0 2204 0.939 : 358098708.0 2493 0.949 : 358098712.0 2360 0.939 : 358098714.0 2671 0.951 : 358098720.0 2567 0.966 : 358098721.0 2184 0.976 : 358098723.0 2307 0.987 : 358098727.0 2932 0.961 : 358098728.0 2075 0.976 : 358098729.0 2442 0.975 : 358098730.0 2132 0.973 : 358098733.0 2013 0.928 : 358098735.0 2363 0.942 : 358098736.0 2335 0.934 : 358098738.0 2678 0.955 : 358098742.0 2094 0.939 : 358098743.0 2028 0.957 : 358098744.0 2129 0.983 : 358098745.0 2403 0.975 : 358098746.0 2011 0.991 : 358098748.0 2614 0.960 : 358098752.0 2195 0.988 : 358098753.0 2174 0.971 : 358098754.0 2005 0.991 : 358098755.0 2110 0.973 : 358098756.0 2128 0.975 : 358098757.0 2050 0.988 : 358098759.0 2185 0.935 : 358098760.0 2168 0.946 : 358098762.0 2190 0.967 : 358098764.0 2802 0.972 : 358098765.0 2191 0.966 : 358098767.0 2119 0.956 : 358098768.0 2120 0.977 : 358098770.0 2202 0.972 : 358098772.0 2170 0.939 : 358098773.0 2592 0.965 : 358098774.0 2044 0.971 : 358098775.0 2110 0.961 : 358098777.0 2169 0.963 : 358098780.0 2616 0.976 : 358098781.0 2043 1.000 : 358098782.0 2078 0.996 : 358098784.0 2034 0.989 : 358098785.0 2085 0.988 : 358098787.0 2165 0.964 : 358098791.0 2073 0.947 : 358098792.0 2017 0.949 : 358098793.0 2165 0.952 : 358098798.0 2527 0.972 : 358098800.0 2236 0.964 : 358098809.0 2131 0.925 : 358098854.0 2112 0.936 : 358098858.0 2480 0.947 : 358098872.0 2016 0.923 : 358098873.0 2745 0.976 : 358098877.0 2144 0.960 : 358098880.0 2342 0.960 : 358098881.0 2020 0.984 : 358098887.0 2379 0.976 : 358098888.0 2073 0.988 : 358098889.0 2080 0.990 : 358098890.0 2052 0.973 : 358098894.0 2938 0.969 : 358098895.0 2084 0.974 : 358098900.0 2068 0.934 : 358098910.0 2339 0.934 : 358098929.0 2812 0.962 : 358098931.0 2148 0.946 : 358098932.0 2159 0.956 : 358098936.0 2719 0.977 : 358098937.0 2039 0.971 : 358098938.0 2072 0.968 : 358098939.0 2188 0.971 : 358098941.0 2290 0.973 : 358098943.0 2241 0.965 : 358098945.0 2172 0.991 : 358098946.0 2032 0.986 : 358098952.0 2152 0.940 : 358098954.0 2109 0.979 : 358098961.0 2181 0.923 : 358098962.0 2257 0.959 : 358098971.0 2232 0.946 : 358098973.0 2146 0.972 : 358098974.0 2030 0.989 : 358098976.0 2013 0.955 : 358098977.0 2228 0.985 : 358098978.0 2340 0.959 : 358098980.0 2195 0.986 : 358098982.0 2205 0.965 : 358098984.0 2031 0.954 : 358098986.0 2116 0.952 : 358098988.0 2412 0.978 : 358098989.0 2262 0.975 : 358098991.0 2205 0.956 : 358098992.0 2201 0.972 : 358098994.0 2197 0.989 : 358098996.0 2094 0.958 : 358098998.0 2274 0.984 : 358099007.0 2185 0.986 : 358099008.0 2104 0.965 : 358099009.0 2036 0.982 : 358099010.0 2079 0.983 : 358099011.0 2088 0.995 : 358099017.0 2099 0.981 : 358099021.0 2564 0.956 : 358099025.0 2232 0.977 : 358099026.0 2111 0.979 : 358099032.0 2638 0.969 : 358099033.0 2050 0.972 : 358099034.0 2231 0.984 : 358099035.0 2241 0.990 : 358099066.0 2921 0.957 : 358100683.0 2257 0.910 : 358100699.0 2101 0.907 : 358100702.0 2307 0.926 : 358100707.0 2046 0.892 : 358100708.0 2151 0.952 Total number of 1 second bins: 40627 Bins with >0 counts : 36503 Bins with >2000 counts : 407 407 of 407 high count rate bins were dominated by noise Noise dominated 1.00% of total time, 1.11% of detector on time (defined as non-zero counts) Locating noise-dominated data in quadrant 1 : Time totcounts fraction : 358088104.0 2144 0.949 : 358088108.0 2113 0.958 : 358088111.0 2051 0.970 : 358088139.0 2098 0.952 : 358088142.0 2093 0.949 : 358088145.0 2059 0.931 : 358088148.0 2558 0.950 : 358088158.0 2054 0.923 : 358088165.0 2061 0.957 : 358088169.0 2093 0.971 : 358088178.0 2073 0.946 : 358091009.0 2020 0.947 : 358096167.0 2380 0.940 : 358096202.0 2036 0.942 : 358096242.0 2173 0.965 : 358097566.0 2198 0.947 : 358098754.0 2009 0.916 Total number of 1 second bins: 40627 Bins with >0 counts : 36501 Bins with >2000 counts : 17 17 of 17 high count rate bins were dominated by noise Noise dominated 0.04% of total time, 0.05% 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: 40627 Bins with >0 counts : 36503 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 : 358067719.0 2064 0.973 : 358071487.0 3047 0.972 : 358071488.0 2248 0.987 : 358072014.0 3235 0.969 : 358072018.0 2339 0.964 : 358079517.0 2248 0.934 : 358079518.0 2460 0.948 : 358079629.0 2756 0.958 : 358079630.0 2205 0.941 : 358079666.0 2402 0.944 : 358079667.0 2674 0.962 : 358083284.0 3058 0.956 : 358083492.0 2061 0.943 : 358085217.0 2112 0.943 : 358085737.0 2222 0.986 : 358095950.0 2509 0.954 : 358095958.0 2176 0.935 Total number of 1 second bins: 40627 Bins with >0 counts : 36503 Bins with >2000 counts : 17 17 of 17 high count rate bins were dominated by noise Noise dominated 0.04% of total time, 0.05% of detector on time (defined as non-zero counts)