SECTION-HEAD-BEGIN MEMORY_PER_PROCESSOR = 256 MBytes [1M = 1e6] 1-dim-paterns: size = 16 1-dim-paterns: size = 16 2-dim-paterns: size = 4 * 4 3-dim-paterns: size = 4 * 2 * 2 Used message lengths (and used loop length for each message lengths): msglng= 1 (300), 2 (300), 4 (300), 8 (300), 16 (300), 32 (300), 64 (300), 128 (300), 256 (300), 512 (300), 1024 (300), 2048 (300), 4096 (300), 8933 (234), 19484 (107), 42495 (49), 92682 (22), 202141 (10), 440872 (4), 961548 (2), 2097152 (1), SECTION-HEAD-END SECTION-LOOP-BEGIN measurment loop: 90.046 sec Minimum / Average / Maximum of the bandwidth per node and on all nodes, printed for all 3 repetition (MB/s = 1e6 Bytes/s): (mthd0=Sendrecv or Send or Recv, mthd1=Alltoallv, pattern see next table) msg length|methd|pat| MByte/s MByte/s MByte/s -> maximum bandw. on all repetitions | | | -> (elapsed time) 1 mthd0 p00 min= 0.048 0.052 0.047 -> 0.052 (0.037 s) avg= 0.048 0.052 0.047 max= 0.048 0.052 0.047 p01 min= 0.067 0.071 0.067 -> 0.071 (0.026 s) avg= 0.070 0.071 0.070 max= 0.071 0.071 0.071 p02 min= 0.067 0.071 0.071 -> 0.071 (0.026 s) avg= 0.070 0.071 0.071 max= 0.071 0.071 0.071 p03 min= 0.052 0.052 0.051 -> 0.052 (0.035 s) avg= 0.052 0.052 0.051 max= 0.052 0.052 0.051 p04 min= 0.052 0.051 0.051 -> 0.052 (0.070 s) avg= 0.052 0.051 0.051 max= 0.052 0.051 0.051 p05 min= 0.060 0.059 0.062 -> 0.062 (0.090 s) avg= 0.060 0.059 0.062 max= 0.060 0.059 0.062 p06 min= 0.052 0.051 0.052 -> 0.052 (0.035 s) avg= 0.052 0.051 0.052 max= 0.052 0.051 0.052 p07 min= 0.052 0.052 0.052 -> 0.052 (0.035 s) avg= 0.052 0.052 0.052 max= 0.052 0.052 0.052 p08 min= 0.052 0.052 0.052 -> 0.052 (0.035 s) avg= 0.052 0.052 0.052 max= 0.052 0.052 0.052 p09 min= 0.052 0.052 0.052 -> 0.052 (0.069 s) avg= 0.052 0.052 0.052 max= 0.052 0.052 0.052 p10 min= 0.052 0.052 0.052 -> 0.052 (0.035 s) avg= 0.052 0.052 0.052 max= 0.052 0.052 0.052 p11 min= 0.052 0.052 0.052 -> 0.052 (0.017 s) avg= 0.052 0.052 0.052 max= 0.052 0.052 0.052 p12 min= 0.052 0.052 0.051 -> 0.052 (0.018 s) avg= 0.052 0.052 0.052 max= 0.052 0.052 0.052 p13 min= 0.052 0.051 0.050 -> 0.052 (0.071 s) avg= 0.052 0.051 0.050 max= 0.052 0.051 0.050 p14 min= 0.052 0.052 0.052 -> 0.052 (0.035 s) avg= 0.052 0.052 0.052 max= 0.052 0.052 0.052 p15 min= 0.052 0.052 0.052 -> 0.052 (0.035 s) avg= 0.052 0.052 0.052 max= 0.052 0.052 0.052 p16 min= 0.050 0.049 0.050 -> 0.050 (0.036 s) avg= 0.050 0.049 0.050 max= 0.050 0.049 0.050 p17 min= 0.052 0.052 0.052 -> 0.052 (0.035 s) avg= 0.052 0.052 0.052 max= 0.052 0.052 0.052 p18 min= 0.052 0.052 0.052 -> 0.052 (0.035 s) avg= 0.052 0.052 0.052 max= 0.052 0.052 0.052 p19 min= 0.052 0.052 0.052 -> 0.052 (0.035 s) avg= 0.052 0.052 0.052 max= 0.052 0.052 0.052 p20 min= 0.052 0.052 0.052 -> 0.052 (0.035 s) avg= 0.052 0.052 0.052 max= 0.052 0.052 0.052 p21 min= 0.052 0.052 0.052 -> 0.052 (0.035 s) avg= 0.052 0.052 0.052 max= 0.052 0.052 0.052 p22 min= 0.052 0.051 0.052 -> 0.052 (0.035 s) avg= 0.052 0.051 0.052 max= 0.052 0.051 0.052 p23 min= 0.052 0.051 0.052 -> 0.052 (0.035 s) avg= 0.052 0.051 0.052 max= 0.052 0.051 0.052 p24 min= 0.052 0.052 0.052 -> 0.052 (0.035 s) avg= 0.052 0.052 0.052 max= 0.052 0.052 0.052 mthd1 p00 min= 0.011 0.012 0.011 -> 0.012 (0.162 s) avg= 0.011 0.012 0.011 max= 0.011 0.012 0.011 p01 min= 0.011 0.012 0.011 -> 0.012 (0.155 s) avg= 0.011 0.012 0.011 max= 0.011 0.012 0.011 p02 min= 0.012 0.012 0.012 -> 0.012 (0.149 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 p03 min= 0.012 0.012 0.012 -> 0.012 (0.155 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 p04 min= 0.021 0.021 0.022 -> 0.022 (0.167 s) avg= 0.021 0.021 0.022 max= 0.021 0.021 0.022 p05 min= 0.033 0.033 0.033 -> 0.033 (0.166 s) avg= 0.033 0.033 0.033 max= 0.033 0.033 0.033 p06 min= 0.012 0.012 0.011 -> 0.012 (0.156 s) avg= 0.012 0.012 0.011 max= 0.012 0.012 0.011 p07 min= 0.012 0.012 0.012 -> 0.012 (0.154 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 p08 min= 0.012 0.012 0.012 -> 0.012 (0.154 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 p09 min= 0.022 0.022 0.022 -> 0.022 (0.166 s) avg= 0.022 0.022 0.022 max= 0.022 0.022 0.022 p10 min= 0.012 0.012 0.012 -> 0.012 (0.154 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 p11 min= 0.006 0.006 0.006 -> 0.006 (0.149 s) avg= 0.006 0.006 0.006 max= 0.006 0.006 0.006 p12 min= 0.006 0.006 0.006 -> 0.006 (0.148 s) avg= 0.006 0.006 0.006 max= 0.006 0.006 0.006 p13 min= 0.022 0.022 0.021 -> 0.022 (0.167 s) avg= 0.022 0.022 0.021 max= 0.022 0.022 0.021 p14 min= 0.012 0.012 0.012 -> 0.012 (0.154 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 p15 min= 0.011 0.012 0.012 -> 0.012 (0.156 s) avg= 0.011 0.012 0.012 max= 0.011 0.012 0.012 p16 min= 0.012 0.012 0.012 -> 0.012 (0.153 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 p17 min= 0.012 0.012 0.011 -> 0.012 (0.156 s) avg= 0.012 0.012 0.011 max= 0.012 0.012 0.011 p18 min= 0.012 0.012 0.012 -> 0.012 (0.153 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 p19 min= 0.012 0.012 0.012 -> 0.012 (0.154 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 p20 min= 0.012 0.012 0.012 -> 0.012 (0.154 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 p21 min= 0.012 0.012 0.012 -> 0.012 (0.154 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 p22 min= 0.012 0.012 0.012 -> 0.012 (0.153 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 p23 min= 0.012 0.012 0.012 -> 0.012 (0.153 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 p24 min= 0.012 0.012 0.012 -> 0.012 (0.154 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 mthd2 p00 min= 0.038 0.039 0.037 -> 0.039 (0.048 s) avg= 0.038 0.039 0.037 max= 0.038 0.039 0.037 p01 min= 0.053 0.054 0.054 -> 0.054 (0.034 s) avg= 0.054 0.054 0.054 max= 0.055 0.055 0.055 p02 min= 0.054 0.053 0.053 -> 0.054 (0.034 s) avg= 0.054 0.054 0.054 max= 0.054 0.054 0.054 p03 min= 0.039 0.039 0.039 -> 0.039 (0.046 s) avg= 0.040 0.039 0.039 max= 0.040 0.039 0.039 p04 min= 0.041 0.041 0.042 -> 0.042 (0.087 s) avg= 0.041 0.041 0.042 max= 0.041 0.041 0.042 p05 min= 0.054 0.053 0.054 -> 0.054 (0.101 s) avg= 0.054 0.054 0.054 max= 0.054 0.054 0.054 p06 min= 0.039 0.035 0.039 -> 0.039 (0.048 s) avg= 0.039 0.036 0.039 max= 0.039 0.036 0.039 p07 min= 0.039 0.039 0.039 -> 0.039 (0.046 s) avg= 0.039 0.039 0.039 max= 0.039 0.039 0.039 p08 min= 0.039 0.039 0.039 -> 0.039 (0.047 s) avg= 0.039 0.039 0.039 max= 0.040 0.040 0.040 p09 min= 0.035 0.034 0.034 -> 0.035 (0.105 s) avg= 0.035 0.035 0.035 max= 0.035 0.035 0.035 p10 min= 0.040 0.039 0.040 -> 0.040 (0.046 s) avg= 0.040 0.040 0.040 max= 0.040 0.040 0.040 p11 min= 0.034 0.034 0.034 -> 0.034 (0.026 s) avg= 0.035 0.035 0.035 max= 0.035 0.035 0.035 p12 min= 0.034 0.034 0.034 -> 0.034 (0.026 s) avg= 0.035 0.035 0.035 max= 0.035 0.035 0.035 p13 min= 0.035 0.034 0.035 -> 0.035 (0.105 s) avg= 0.035 0.034 0.035 max= 0.035 0.034 0.035 p14 min= 0.039 0.039 0.039 -> 0.039 (0.046 s) avg= 0.039 0.039 0.039 max= 0.039 0.039 0.039 p15 min= 0.039 0.039 0.039 -> 0.039 (0.046 s) avg= 0.039 0.039 0.039 max= 0.040 0.039 0.039 p16 min= 0.039 0.039 0.039 -> 0.039 (0.046 s) avg= 0.039 0.039 0.039 max= 0.039 0.039 0.039 p17 min= 0.039 0.039 0.039 -> 0.039 (0.046 s) avg= 0.039 0.039 0.039 max= 0.039 0.039 0.039 p18 min= 0.039 0.039 0.039 -> 0.039 (0.047 s) avg= 0.039 0.039 0.039 max= 0.039 0.039 0.039 p19 min= 0.039 0.039 0.039 -> 0.039 (0.046 s) avg= 0.039 0.039 0.039 max= 0.039 0.039 0.039 p20 min= 0.039 0.038 0.039 -> 0.039 (0.047 s) avg= 0.039 0.039 0.039 max= 0.039 0.039 0.039 p21 min= 0.039 0.039 0.039 -> 0.039 (0.046 s) avg= 0.039 0.039 0.039 max= 0.039 0.039 0.039 p22 min= 0.039 0.038 0.039 -> 0.039 (0.046 s) avg= 0.039 0.039 0.039 max= 0.039 0.039 0.039 p23 min= 0.039 0.039 0.039 -> 0.039 (0.046 s) avg= 0.039 0.039 0.039 max= 0.039 0.039 0.039 p24 min= 0.039 0.039 0.039 -> 0.039 (0.046 s) avg= 0.039 0.040 0.039 max= 0.039 0.040 0.040 2 mthd0 p00 min= 0.101 0.101 0.101 -> 0.101 (0.036 s) avg= 0.101 0.101 0.101 max= 0.102 0.101 0.101 p01 min= 0.138 0.136 0.140 -> 0.140 (0.026 s) avg= 0.139 0.139 0.140 max= 0.139 0.140 0.141 p02 min= 0.140 0.135 0.140 -> 0.140 (0.026 s) avg= 0.140 0.138 0.140 max= 0.140 0.139 0.141 p03 min= 0.101 0.101 0.099 -> 0.101 (0.036 s) avg= 0.101 0.101 0.099 max= 0.101 0.101 0.099 p04 min= 0.098 0.101 0.095 -> 0.101 (0.074 s) avg= 0.098 0.101 0.095 max= 0.098 0.101 0.095 p05 min= 0.117 0.114 0.117 -> 0.117 (0.093 s) avg= 0.117 0.114 0.117 max= 0.117 0.114 0.117 p06 min= 0.095 0.093 0.100 -> 0.100 (0.038 s) avg= 0.095 0.093 0.100 max= 0.095 0.094 0.100 p07 min= 0.090 0.097 0.095 -> 0.097 (0.038 s) avg= 0.098 0.100 0.099 max= 0.101 0.101 0.100 p08 min= 0.093 0.099 0.101 -> 0.101 (0.037 s) avg= 0.098 0.100 0.101 max= 0.100 0.101 0.101 p09 min= 0.096 0.096 0.100 -> 0.100 (0.074 s) avg= 0.096 0.096 0.100 max= 0.096 0.096 0.100 p10 min= 0.100 0.099 0.101 -> 0.101 (0.036 s) avg= 0.101 0.100 0.101 max= 0.102 0.102 0.102 p11 min= 0.092 0.101 0.101 -> 0.101 (0.018 s) avg= 0.100 0.101 0.101 max= 0.101 0.102 0.102 p12 min= 0.101 0.101 0.100 -> 0.101 (0.018 s) avg= 0.101 0.101 0.101 max= 0.101 0.101 0.101 p13 min= 0.094 0.101 0.099 -> 0.101 (0.074 s) avg= 0.094 0.101 0.099 max= 0.094 0.101 0.099 p14 min= 0.096 0.099 0.101 -> 0.101 (0.037 s) avg= 0.096 0.099 0.101 max= 0.096 0.099 0.101 p15 min= 0.099 0.101 0.102 -> 0.102 (0.036 s) avg= 0.099 0.101 0.102 max= 0.099 0.101 0.102 p16 min= 0.099 0.099 0.099 -> 0.099 (0.036 s) avg= 0.099 0.099 0.099 max= 0.099 0.099 0.099 p17 min= 0.101 0.100 0.101 -> 0.101 (0.036 s) avg= 0.101 0.100 0.101 max= 0.101 0.100 0.101 p18 min= 0.101 0.101 0.101 -> 0.101 (0.036 s) avg= 0.101 0.101 0.101 max= 0.101 0.101 0.101 p19 min= 0.101 0.101 0.100 -> 0.101 (0.036 s) avg= 0.101 0.101 0.100 max= 0.101 0.101 0.100 p20 min= 0.102 0.101 0.101 -> 0.102 (0.036 s) avg= 0.102 0.101 0.101 max= 0.102 0.101 0.101 p21 min= 0.102 0.101 0.102 -> 0.102 (0.036 s) avg= 0.102 0.101 0.102 max= 0.102 0.101 0.102 p22 min= 0.093 0.102 0.100 -> 0.102 (0.037 s) avg= 0.093 0.102 0.101 max= 0.093 0.102 0.101 p23 min= 0.102 0.099 0.101 -> 0.102 (0.036 s) avg= 0.102 0.099 0.101 max= 0.102 0.099 0.101 p24 min= 0.102 0.101 0.101 -> 0.102 (0.036 s) avg= 0.102 0.101 0.101 max= 0.102 0.101 0.102 mthd1 p00 min= 0.024 0.023 0.024 -> 0.024 (0.153 s) avg= 0.024 0.023 0.024 max= 0.024 0.023 0.024 p01 min= 0.024 0.024 0.025 -> 0.025 (0.148 s) avg= 0.024 0.024 0.025 max= 0.024 0.024 0.025 p02 min= 0.024 0.025 0.023 -> 0.025 (0.150 s) avg= 0.024 0.025 0.023 max= 0.024 0.025 0.023 p03 min= 0.023 0.023 0.019 -> 0.023 (0.166 s) avg= 0.023 0.023 0.019 max= 0.023 0.023 0.019 p04 min= 0.043 0.042 0.041 -> 0.043 (0.171 s) avg= 0.043 0.042 0.041 max= 0.043 0.042 0.041 p05 min= 0.063 0.062 0.063 -> 0.063 (0.173 s) avg= 0.063 0.062 0.063 max= 0.063 0.062 0.063 p06 min= 0.023 0.021 0.023 -> 0.023 (0.162 s) avg= 0.023 0.021 0.023 max= 0.023 0.021 0.023 p07 min= 0.022 0.021 0.023 -> 0.023 (0.163 s) avg= 0.022 0.021 0.023 max= 0.022 0.021 0.023 p08 min= 0.022 0.022 0.023 -> 0.023 (0.162 s) avg= 0.022 0.022 0.023 max= 0.022 0.022 0.023 p09 min= 0.041 0.040 0.043 -> 0.043 (0.174 s) avg= 0.041 0.040 0.043 max= 0.042 0.040 0.043 p10 min= 0.022 0.022 0.023 -> 0.023 (0.161 s) avg= 0.022 0.022 0.023 max= 0.022 0.022 0.023 p11 min= 0.012 0.012 0.012 -> 0.012 (0.151 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 p12 min= 0.012 0.012 0.012 -> 0.012 (0.151 s) avg= 0.012 0.012 0.012 max= 0.012 0.012 0.012 p13 min= 0.041 0.043 0.043 -> 0.043 (0.170 s) avg= 0.041 0.043 0.043 max= 0.041 0.043 0.043 p14 min= 0.023 0.023 0.023 -> 0.023 (0.156 s) avg= 0.023 0.023 0.023 max= 0.023 0.023 0.023 p15 min= 0.023 0.024 0.023 -> 0.024 (0.155 s) avg= 0.023 0.024 0.023 max= 0.023 0.024 0.023 p16 min= 0.023 0.023 0.023 -> 0.023 (0.154 s) avg= 0.023 0.023 0.023 max= 0.023 0.023 0.023 p17 min= 0.023 0.023 0.023 -> 0.023 (0.154 s) avg= 0.023 0.023 0.023 max= 0.023 0.023 0.023 p18 min= 0.024 0.023 0.024 -> 0.024 (0.154 s) avg= 0.024 0.023 0.024 max= 0.024 0.023 0.024 p19 min= 0.023 0.023 0.024 -> 0.024 (0.154 s) avg= 0.023 0.023 0.024 max= 0.023 0.023 0.024 p20 min= 0.023 0.023 0.023 -> 0.023 (0.155 s) avg= 0.023 0.023 0.023 max= 0.023 0.023 0.023 p21 min= 0.022 0.023 0.023 -> 0.023 (0.158 s) avg= 0.022 0.023 0.023 max= 0.022 0.023 0.023 p22 min= 0.023 0.023 0.024 -> 0.024 (0.155 s) avg= 0.023 0.023 0.024 max= 0.023 0.023 0.024 p23 min= 0.024 0.024 0.024 -> 0.024 (0.153 s) avg= 0.024 0.024 0.024 max= 0.024 0.024 0.024 p24 min= 0.023 0.024 0.023 -> 0.024 (0.154 s) avg= 0.023 0.024 0.023 max= 0.023 0.024 0.023 mthd2 p00 min= 0.077 0.076 0.077 -> 0.077 (0.047 s) avg= 0.077 0.076 0.078 max= 0.078 0.077 0.078 p01 min= 0.106 0.105 0.105 -> 0.106 (0.034 s) avg= 0.107 0.107 0.107 max= 0.108 0.108 0.108 p02 min= 0.105 0.105 0.104 -> 0.105 (0.035 s) avg= 0.105 0.106 0.105 max= 0.106 0.106 0.105 p03 min= 0.075 0.073 0.074 -> 0.075 (0.049 s) avg= 0.076 0.074 0.075 max= 0.076 0.075 0.076 p04 min= 0.080 0.079 0.079 -> 0.080 (0.091 s) avg= 0.080 0.079 0.079 max= 0.080 0.079 0.079 p05 min= 0.104 0.098 0.101 -> 0.104 (0.107 s) avg= 0.104 0.099 0.101 max= 0.105 0.099 0.101 p06 min= 0.073 0.076 0.076 -> 0.076 (0.048 s) avg= 0.074 0.076 0.077 max= 0.074 0.076 0.077 p07 min= 0.076 0.076 0.078 -> 0.078 (0.047 s) avg= 0.078 0.077 0.078 max= 0.079 0.078 0.078 p08 min= 0.076 0.072 0.077 -> 0.077 (0.048 s) avg= 0.077 0.076 0.078 max= 0.079 0.079 0.079 p09 min= 0.065 0.066 0.068 -> 0.068 (0.108 s) avg= 0.066 0.066 0.069 max= 0.066 0.067 0.069 p10 min= 0.076 0.078 0.077 -> 0.078 (0.047 s) avg= 0.078 0.078 0.078 max= 0.079 0.079 0.079 p11 min= 0.064 0.068 0.068 -> 0.068 (0.027 s) avg= 0.068 0.069 0.069 max= 0.070 0.070 0.070 p12 min= 0.066 0.068 0.068 -> 0.068 (0.027 s) avg= 0.069 0.069 0.069 max= 0.070 0.070 0.070 p13 min= 0.066 0.069 0.069 -> 0.069 (0.106 s) avg= 0.067 0.069 0.069 max= 0.067 0.069 0.069 p14 min= 0.078 0.077 0.077 -> 0.078 (0.047 s) avg= 0.078 0.078 0.078 max= 0.078 0.078 0.078 p15 min= 0.077 0.078 0.078 -> 0.078 (0.047 s) avg= 0.078 0.078 0.078 max= 0.078 0.078 0.078 p16 min= 0.077 0.077 0.077 -> 0.077 (0.047 s) avg= 0.078 0.078 0.078 max= 0.078 0.078 0.078 p17 min= 0.077 0.078 0.077 -> 0.078 (0.047 s) avg= 0.078 0.078 0.078 max= 0.078 0.078 0.078 p18 min= 0.077 0.077 0.077 -> 0.077 (0.047 s) avg= 0.078 0.077 0.078 max= 0.078 0.078 0.078 p19 min= 0.078 0.076 0.078 -> 0.078 (0.047 s) avg= 0.078 0.077 0.078 max= 0.078 0.077 0.078 p20 min= 0.077 0.077 0.078 -> 0.078 (0.047 s) avg= 0.078 0.078 0.078 max= 0.078 0.078 0.078 p21 min= 0.073 0.076 0.078 -> 0.078 (0.048 s) avg= 0.073 0.077 0.078 max= 0.073 0.077 0.078 p22 min= 0.078 0.076 0.078 -> 0.078 (0.047 s) avg= 0.078 0.077 0.078 max= 0.079 0.077 0.078 p23 min= 0.077 0.078 0.078 -> 0.078 (0.047 s) avg= 0.078 0.078 0.078 max= 0.078 0.078 0.078 p24 min= 0.077 0.078 0.078 -> 0.078 (0.046 s) avg= 0.078 0.079 0.079 max= 0.078 0.079 0.079 4 mthd0 p00 min= 0.210 0.210 0.210 -> 0.210 (0.034 s) avg= 0.210 0.211 0.210 max= 0.210 0.211 0.210 p01 min= 0.292 0.291 0.286 -> 0.292 (0.025 s) avg= 0.292 0.292 0.292 max= 0.292 0.292 0.293 p02 min= 0.291 0.291 0.292 -> 0.292 (0.025 s) avg= 0.292 0.292 0.293 max= 0.292 0.292 0.293 p03 min= 0.198 0.207 0.210 -> 0.210 (0.035 s) avg= 0.198 0.207 0.211 max= 0.199 0.207 0.211 p04 min= 0.210 0.211 0.210 -> 0.211 (0.069 s) avg= 0.210 0.211 0.210 max= 0.210 0.211 0.210 p05 min= 0.253 0.253 0.252 -> 0.253 (0.086 s) avg= 0.253 0.253 0.252 max= 0.253 0.253 0.252 p06 min= 0.211 0.211 0.210 -> 0.211 (0.034 s) avg= 0.211 0.211 0.210 max= 0.211 0.211 0.210 p07 min= 0.207 0.210 0.210 -> 0.210 (0.034 s) avg= 0.210 0.210 0.211 max= 0.210 0.211 0.211 p08 min= 0.210 0.211 0.210 -> 0.211 (0.034 s) avg= 0.210 0.211 0.210 max= 0.211 0.211 0.211 p09 min= 0.211 0.211 0.211 -> 0.211 (0.068 s) avg= 0.211 0.211 0.211 max= 0.211 0.211 0.211 p10 min= 0.210 0.210 0.210 -> 0.210 (0.034 s) avg= 0.210 0.210 0.210 max= 0.211 0.211 0.211 p11 min= 0.209 0.210 0.209 -> 0.210 (0.017 s) avg= 0.210 0.210 0.209 max= 0.210 0.210 0.210 p12 min= 0.209 0.209 0.209 -> 0.209 (0.017 s) avg= 0.209 0.210 0.209 max= 0.210 0.210 0.209 p13 min= 0.211 0.211 0.211 -> 0.211 (0.068 s) avg= 0.211 0.211 0.211 max= 0.211 0.211 0.211 p14 min= 0.210 0.211 0.210 -> 0.211 (0.034 s) avg= 0.210 0.211 0.210 max= 0.211 0.211 0.210 p15 min= 0.210 0.210 0.210 -> 0.210 (0.034 s) avg= 0.211 0.211 0.210 max= 0.211 0.211 0.210 p16 min= 0.203 0.202 0.202 -> 0.203 (0.036 s) avg= 0.203 0.202 0.202 max= 0.203 0.202 0.202 p17 min= 0.210 0.211 0.211 -> 0.211 (0.034 s) avg= 0.210 0.211 0.211 max= 0.210 0.211 0.211 p18 min= 0.210 0.210 0.210 -> 0.210 (0.034 s) avg= 0.210 0.210 0.210 max= 0.210 0.211 0.210 p19 min= 0.210 0.210 0.211 -> 0.211 (0.034 s) avg= 0.210 0.210 0.211 max= 0.210 0.211 0.211 p20 min= 0.210 0.210 0.210 -> 0.210 (0.034 s) avg= 0.211 0.210 0.210 max= 0.211 0.210 0.210 p21 min= 0.210 0.210 0.210 -> 0.210 (0.034 s) avg= 0.210 0.210 0.210 max= 0.211 0.210 0.211 p22 min= 0.210 0.210 0.211 -> 0.211 (0.034 s) avg= 0.210 0.210 0.211 max= 0.210 0.210 0.211 p23 min= 0.211 0.211 0.211 -> 0.211 (0.034 s) avg= 0.211 0.211 0.211 max= 0.211 0.211 0.211 p24 min= 0.210 0.210 0.210 -> 0.210 (0.034 s) avg= 0.210 0.210 0.211 max= 0.210 0.211 0.211 mthd1 p00 min= 0.056 0.056 0.056 -> 0.056 (0.130 s) avg= 0.056 0.056 0.056 max= 0.056 0.056 0.056 p01 min= 0.056 0.056 0.055 -> 0.056 (0.130 s) avg= 0.056 0.056 0.055 max= 0.056 0.056 0.055 p02 min= 0.055 0.054 0.053 -> 0.055 (0.134 s) avg= 0.055 0.054 0.053 max= 0.055 0.054 0.053 p03 min= 0.054 0.055 0.056 -> 0.056 (0.131 s) avg= 0.054 0.055 0.056 max= 0.054 0.055 0.056 p04 min= 0.110 0.110 0.110 -> 0.110 (0.132 s) avg= 0.110 0.110 0.110 max= 0.110 0.110 0.110 p05 min= 0.163 0.163 0.163 -> 0.163 (0.133 s) avg= 0.164 0.163 0.163 max= 0.164 0.163 0.163 p06 min= 0.054 0.056 0.056 -> 0.056 (0.131 s) avg= 0.054 0.056 0.056 max= 0.054 0.056 0.056 p07 min= 0.055 0.056 0.056 -> 0.056 (0.130 s) avg= 0.055 0.056 0.056 max= 0.055 0.056 0.056 p08 min= 0.056 0.056 0.056 -> 0.056 (0.130 s) avg= 0.056 0.056 0.056 max= 0.056 0.056 0.056 p09 min= 0.108 0.109 0.109 -> 0.109 (0.133 s) avg= 0.108 0.109 0.109 max= 0.108 0.109 0.109 p10 min= 0.056 0.056 0.056 -> 0.056 (0.130 s) avg= 0.056 0.056 0.056 max= 0.056 0.056 0.056 p11 min= 0.028 0.028 0.028 -> 0.028 (0.129 s) avg= 0.028 0.028 0.028 max= 0.028 0.028 0.028 p12 min= 0.028 0.028 0.028 -> 0.028 (0.129 s) avg= 0.028 0.028 0.028 max= 0.028 0.028 0.028 p13 min= 0.109 0.109 0.109 -> 0.109 (0.132 s) avg= 0.109 0.109 0.109 max= 0.109 0.109 0.109 p14 min= 0.055 0.056 0.056 -> 0.056 (0.130 s) avg= 0.055 0.056 0.056 max= 0.056 0.056 0.056 p15 min= 0.056 0.056 0.056 -> 0.056 (0.130 s) avg= 0.056 0.056 0.056 max= 0.056 0.056 0.056 p16 min= 0.056 0.056 0.056 -> 0.056 (0.130 s) avg= 0.056 0.056 0.056 max= 0.056 0.056 0.056 p17 min= 0.055 0.056 0.056 -> 0.056 (0.130 s) avg= 0.055 0.056 0.056 max= 0.056 0.056 0.056 p18 min= 0.056 0.056 0.056 -> 0.056 (0.130 s) avg= 0.056 0.056 0.056 max= 0.056 0.056 0.056 p19 min= 0.056 0.056 0.056 -> 0.056 (0.130 s) avg= 0.056 0.056 0.056 max= 0.056 0.056 0.056 p20 min= 0.056 0.056 0.056 -> 0.056 (0.130 s) avg= 0.056 0.056 0.056 max= 0.056 0.056 0.056 p21 min= 0.055 0.055 0.055 -> 0.055 (0.130 s) avg= 0.055 0.055 0.055 max= 0.055 0.055 0.055 p22 min= 0.056 0.056 0.056 -> 0.056 (0.130 s) avg= 0.056 0.056 0.056 max= 0.056 0.056 0.056 p23 min= 0.056 0.056 0.056 -> 0.056 (0.130 s) avg= 0.056 0.056 0.056 max= 0.056 0.056 0.056 p24 min= 0.055 0.056 0.056 -> 0.056 (0.130 s) avg= 0.056 0.056 0.056 max= 0.056 0.056 0.056 mthd2 p00 min= 0.160 0.159 0.158 -> 0.160 (0.045 s) avg= 0.160 0.160 0.159 max= 0.161 0.161 0.160 p01 min= 0.215 0.215 0.212 -> 0.215 (0.034 s) avg= 0.218 0.216 0.217 max= 0.220 0.219 0.220 p02 min= 0.213 0.211 0.215 -> 0.215 (0.034 s) avg= 0.216 0.214 0.216 max= 0.217 0.217 0.217 p03 min= 0.160 0.156 0.156 -> 0.160 (0.046 s) avg= 0.161 0.158 0.158 max= 0.162 0.160 0.160 p04 min= 0.168 0.168 0.169 -> 0.169 (0.086 s) avg= 0.168 0.169 0.170 max= 0.168 0.169 0.170 p05 min= 0.216 0.216 0.217 -> 0.217 (0.100 s) avg= 0.216 0.216 0.217 max= 0.217 0.216 0.218 p06 min= 0.160 0.160 0.160 -> 0.160 (0.045 s) avg= 0.161 0.160 0.161 max= 0.161 0.161 0.161 p07 min= 0.161 0.162 0.162 -> 0.162 (0.045 s) avg= 0.162 0.162 0.162 max= 0.162 0.163 0.163 p08 min= 0.159 0.160 0.160 -> 0.160 (0.045 s) avg= 0.162 0.162 0.162 max= 0.163 0.165 0.164 p09 min= 0.164 0.141 0.140 -> 0.164 (0.098 s) avg= 0.164 0.141 0.141 max= 0.165 0.142 0.141 p10 min= 0.162 0.162 0.161 -> 0.162 (0.045 s) avg= 0.163 0.163 0.162 max= 0.163 0.163 0.163 p11 min= 0.138 0.138 0.138 -> 0.138 (0.026 s) avg= 0.140 0.140 0.140 max= 0.143 0.143 0.143 p12 min= 0.138 0.138 0.138 -> 0.138 (0.026 s) avg= 0.140 0.140 0.140 max= 0.143 0.143 0.142 p13 min= 0.142 0.142 0.141 -> 0.142 (0.102 s) avg= 0.142 0.142 0.142 max= 0.142 0.142 0.142 p14 min= 0.160 0.161 0.160 -> 0.161 (0.045 s) avg= 0.161 0.162 0.161 max= 0.161 0.162 0.162 p15 min= 0.161 0.161 0.160 -> 0.161 (0.045 s) avg= 0.162 0.162 0.161 max= 0.162 0.163 0.162 p16 min= 0.160 0.162 0.161 -> 0.162 (0.045 s) avg= 0.161 0.162 0.162 max= 0.162 0.163 0.163 p17 min= 0.160 0.161 0.161 -> 0.161 (0.045 s) avg= 0.161 0.162 0.162 max= 0.162 0.163 0.162 p18 min= 0.160 0.160 0.161 -> 0.161 (0.045 s) avg= 0.161 0.161 0.162 max= 0.162 0.162 0.163 p19 min= 0.161 0.161 0.161 -> 0.161 (0.045 s) avg= 0.162 0.162 0.161 max= 0.162 0.162 0.162 p20 min= 0.160 0.160 0.161 -> 0.161 (0.045 s) avg= 0.161 0.161 0.162 max= 0.162 0.162 0.163 p21 min= 0.160 0.160 0.161 -> 0.161 (0.045 s) avg= 0.160 0.160 0.161 max= 0.161 0.161 0.162 p22 min= 0.162 0.161 0.161 -> 0.162 (0.045 s) avg= 0.162 0.162 0.161 max= 0.163 0.162 0.162 p23 min= 0.160 0.161 0.161 -> 0.161 (0.045 s) avg= 0.161 0.162 0.162 max= 0.162 0.162 0.163 p24 min= 0.161 0.160 0.161 -> 0.161 (0.045 s) avg= 0.162 0.161 0.162 max= 0.163 0.162 0.163 8 mthd0 p00 min= 0.430 0.429 0.430 -> 0.430 (0.034 s) avg= 0.430 0.429 0.430 max= 0.431 0.430 0.430 p01 min= 0.598 0.595 0.598 -> 0.598 (0.024 s) avg= 0.599 0.596 0.599 max= 0.600 0.597 0.599 p02 min= 0.597 0.597 0.597 -> 0.597 (0.024 s) avg= 0.597 0.597 0.598 max= 0.598 0.598 0.599 p03 min= 0.430 0.430 0.429 -> 0.430 (0.034 s) avg= 0.430 0.430 0.430 max= 0.430 0.430 0.430 p04 min= 0.431 0.429 0.417 -> 0.431 (0.068 s) avg= 0.432 0.429 0.418 max= 0.432 0.429 0.418 p05 min= 0.478 0.512 0.497 -> 0.512 (0.088 s) avg= 0.478 0.512 0.497 max= 0.479 0.512 0.497 p06 min= 0.429 0.430 0.429 -> 0.430 (0.034 s) avg= 0.430 0.430 0.429 max= 0.430 0.430 0.430 p07 min= 0.411 0.430 0.429 -> 0.430 (0.034 s) avg= 0.425 0.430 0.430 max= 0.430 0.430 0.430 p08 min= 0.430 0.430 0.429 -> 0.430 (0.034 s) avg= 0.430 0.430 0.430 max= 0.430 0.430 0.430 p09 min= 0.431 0.431 0.431 -> 0.431 (0.067 s) avg= 0.431 0.431 0.431 max= 0.431 0.431 0.432 p10 min= 0.430 0.430 0.430 -> 0.430 (0.034 s) avg= 0.430 0.430 0.430 max= 0.430 0.430 0.430 p11 min= 0.427 0.428 0.427 -> 0.428 (0.017 s) avg= 0.427 0.428 0.427 max= 0.428 0.428 0.428 p12 min= 0.428 0.427 0.426 -> 0.428 (0.017 s) avg= 0.428 0.427 0.427 max= 0.428 0.428 0.428 p13 min= 0.431 0.431 0.430 -> 0.431 (0.067 s) avg= 0.431 0.431 0.430 max= 0.431 0.431 0.430 p14 min= 0.430 0.429 0.429 -> 0.430 (0.034 s) avg= 0.430 0.430 0.429 max= 0.430 0.430 0.430 p15 min= 0.430 0.429 0.429 -> 0.430 (0.034 s) avg= 0.430 0.429 0.429 max= 0.430 0.429 0.430 p16 min= 0.412 0.413 0.411 -> 0.413 (0.035 s) avg= 0.412 0.413 0.411 max= 0.412 0.413 0.411 p17 min= 0.429 0.430 0.429 -> 0.430 (0.034 s) avg= 0.430 0.430 0.430 max= 0.430 0.430 0.430 p18 min= 0.429 0.429 0.429 -> 0.429 (0.034 s) avg= 0.429 0.429 0.429 max= 0.429 0.430 0.430 p19 min= 0.430 0.430 0.430 -> 0.430 (0.034 s) avg= 0.430 0.430 0.430 max= 0.430 0.430 0.430 p20 min= 0.430 0.430 0.429 -> 0.430 (0.034 s) avg= 0.430 0.430 0.430 max= 0.430 0.430 0.430 p21 min= 0.429 0.420 0.388 -> 0.429 (0.035 s) avg= 0.429 0.420 0.388 max= 0.429 0.421 0.388 p22 min= 0.430 0.429 0.429 -> 0.430 (0.034 s) avg= 0.430 0.429 0.430 max= 0.430 0.429 0.430 p23 min= 0.429 0.429 0.429 -> 0.429 (0.034 s) avg= 0.429 0.429 0.430 max= 0.429 0.430 0.430 p24 min= 0.430 0.430 0.430 -> 0.430 (0.034 s) avg= 0.430 0.430 0.430 max= 0.431 0.430 0.431 mthd1 p00 min= 0.112 0.111 0.111 -> 0.112 (0.130 s) avg= 0.112 0.111 0.112 max= 0.112 0.111 0.112 p01 min= 0.112 0.112 0.112 -> 0.112 (0.129 s) avg= 0.112 0.112 0.112 max= 0.112 0.112 0.112 p02 min= 0.112 0.112 0.112 -> 0.112 (0.129 s) avg= 0.112 0.112 0.112 max= 0.112 0.112 0.112 p03 min= 0.111 0.111 0.110 -> 0.111 (0.130 s) avg= 0.111 0.111 0.110 max= 0.111 0.111 0.110 p04 min= 0.214 0.215 0.217 -> 0.217 (0.134 s) avg= 0.214 0.215 0.217 max= 0.214 0.215 0.217 p05 min= 0.321 0.327 0.325 -> 0.327 (0.134 s) avg= 0.322 0.327 0.325 max= 0.322 0.327 0.325 p06 min= 0.112 0.111 0.111 -> 0.112 (0.130 s) avg= 0.112 0.111 0.111 max= 0.112 0.111 0.111 p07 min= 0.111 0.111 0.112 -> 0.112 (0.130 s) avg= 0.111 0.111 0.112 max= 0.112 0.111 0.112 p08 min= 0.111 0.111 0.111 -> 0.111 (0.130 s) avg= 0.111 0.111 0.111 max= 0.111 0.111 0.111 p09 min= 0.219 0.219 0.220 -> 0.220 (0.132 s) avg= 0.219 0.219 0.220 max= 0.219 0.219 0.220 p10 min= 0.111 0.111 0.111 -> 0.111 (0.130 s) avg= 0.111 0.112 0.111 max= 0.111 0.112 0.111 p11 min= 0.056 0.056 0.056 -> 0.056 (0.129 s) avg= 0.056 0.056 0.056 max= 0.056 0.056 0.056 p12 min= 0.056 0.056 0.054 -> 0.056 (0.130 s) avg= 0.056 0.056 0.054 max= 0.056 0.056 0.054 p13 min= 0.218 0.220 0.215 -> 0.220 (0.133 s) avg= 0.218 0.220 0.215 max= 0.218 0.220 0.215 p14 min= 0.111 0.111 0.111 -> 0.111 (0.130 s) avg= 0.111 0.111 0.111 max= 0.111 0.111 0.111 p15 min= 0.111 0.111 0.111 -> 0.111 (0.130 s) avg= 0.111 0.111 0.111 max= 0.111 0.111 0.111 p16 min= 0.111 0.111 0.111 -> 0.111 (0.130 s) avg= 0.111 0.111 0.111 max= 0.111 0.111 0.111 p17 min= 0.111 0.111 0.111 -> 0.111 (0.130 s) avg= 0.111 0.111 0.111 max= 0.111 0.111 0.111 p18 min= 0.111 0.111 0.109 -> 0.111 (0.131 s) avg= 0.111 0.111 0.109 max= 0.111 0.111 0.109 p19 min= 0.111 0.111 0.109 -> 0.111 (0.131 s) avg= 0.111 0.111 0.109 max= 0.111 0.111 0.109 p20 min= 0.111 0.111 0.111 -> 0.111 (0.130 s) avg= 0.111 0.111 0.111 max= 0.111 0.111 0.111 p21 min= 0.111 0.111 0.111 -> 0.111 (0.130 s) avg= 0.111 0.111 0.111 max= 0.111 0.111 0.111 p22 min= 0.111 0.111 0.110 -> 0.111 (0.131 s) avg= 0.111 0.111 0.110 max= 0.111 0.111 0.110 p23 min= 0.111 0.111 0.112 -> 0.112 (0.130 s) avg= 0.111 0.111 0.112 max= 0.111 0.111 0.112 p24 min= 0.112 0.111 0.112 -> 0.112 (0.130 s) avg= 0.112 0.111 0.112 max= 0.112 0.111 0.112 mthd2 p00 min= 0.326 0.325 0.327 -> 0.327 (0.044 s) avg= 0.328 0.327 0.329 max= 0.329 0.328 0.330 p01 min= 0.435 0.438 0.436 -> 0.438 (0.033 s) avg= 0.440 0.442 0.441 max= 0.446 0.446 0.445 p02 min= 0.436 0.436 0.435 -> 0.436 (0.033 s) avg= 0.438 0.437 0.437 max= 0.440 0.438 0.439 p03 min= 0.325 0.325 0.321 -> 0.325 (0.045 s) avg= 0.327 0.326 0.323 max= 0.329 0.327 0.325 p04 min= 0.332 0.330 0.324 -> 0.332 (0.088 s) avg= 0.333 0.331 0.324 max= 0.333 0.331 0.325 p05 min= 0.418 0.431 0.431 -> 0.431 (0.102 s) avg= 0.420 0.432 0.432 max= 0.422 0.433 0.433 p06 min= 0.326 0.322 0.324 -> 0.326 (0.045 s) avg= 0.327 0.323 0.325 max= 0.328 0.325 0.326 p07 min= 0.325 0.323 0.325 -> 0.325 (0.045 s) avg= 0.327 0.325 0.326 max= 0.329 0.328 0.328 p08 min= 0.323 0.324 0.322 -> 0.324 (0.045 s) avg= 0.327 0.327 0.327 max= 0.332 0.331 0.333 p09 min= 0.284 0.284 0.283 -> 0.284 (0.102 s) avg= 0.285 0.285 0.284 max= 0.286 0.286 0.285 p10 min= 0.331 0.328 0.328 -> 0.331 (0.044 s) avg= 0.331 0.330 0.329 max= 0.332 0.332 0.330 p11 min= 0.280 0.279 0.280 -> 0.280 (0.026 s) avg= 0.285 0.283 0.283 max= 0.290 0.288 0.286 p12 min= 0.279 0.278 0.279 -> 0.279 (0.026 s) avg= 0.284 0.283 0.283 max= 0.289 0.287 0.286 p13 min= 0.285 0.284 0.339 -> 0.339 (0.096 s) avg= 0.286 0.285 0.339 max= 0.287 0.286 0.340 p14 min= 0.323 0.325 0.323 -> 0.325 (0.045 s) avg= 0.325 0.326 0.325 max= 0.326 0.327 0.326 p15 min= 0.325 0.324 0.323 -> 0.325 (0.045 s) avg= 0.326 0.325 0.325 max= 0.328 0.327 0.327 p16 min= 0.324 0.326 0.323 -> 0.326 (0.045 s) avg= 0.326 0.327 0.324 max= 0.327 0.328 0.326 p17 min= 0.322 0.322 0.322 -> 0.322 (0.045 s) avg= 0.324 0.324 0.323 max= 0.325 0.325 0.324 p18 min= 0.325 0.324 0.323 -> 0.325 (0.045 s) avg= 0.326 0.325 0.325 max= 0.327 0.327 0.327 p19 min= 0.325 0.324 0.300 -> 0.325 (0.046 s) avg= 0.326 0.325 0.302 max= 0.327 0.326 0.303 p20 min= 0.323 0.319 0.323 -> 0.323 (0.045 s) avg= 0.325 0.320 0.324 max= 0.326 0.322 0.325 p21 min= 0.326 0.324 0.323 -> 0.326 (0.045 s) avg= 0.327 0.325 0.325 max= 0.328 0.326 0.326 p22 min= 0.324 0.325 0.323 -> 0.325 (0.045 s) avg= 0.325 0.326 0.324 max= 0.326 0.327 0.325 p23 min= 0.324 0.324 0.324 -> 0.324 (0.045 s) avg= 0.326 0.325 0.325 max= 0.327 0.327 0.326 p24 min= 0.323 0.325 0.328 -> 0.328 (0.044 s) avg= 0.325 0.327 0.330 max= 0.326 0.328 0.331 16 mthd0 p00 min= 0.860 0.860 0.860 -> 0.860 (0.034 s) avg= 0.860 0.860 0.860 max= 0.861 0.861 0.861 p01 min= 1.190 1.192 1.196 -> 1.196 (0.024 s) avg= 1.192 1.194 1.197 max= 1.193 1.196 1.198 p02 min= 1.196 1.197 1.191 -> 1.197 (0.024 s) avg= 1.197 1.198 1.193 max= 1.198 1.199 1.195 p03 min= 0.858 0.859 0.861 -> 0.861 (0.034 s) avg= 0.859 0.860 0.861 max= 0.860 0.860 0.861 p04 min= 0.851 0.864 0.862 -> 0.864 (0.067 s) avg= 0.851 0.864 0.863 max= 0.851 0.865 0.863 p05 min= 1.036 1.035 1.025 -> 1.036 (0.084 s) avg= 1.036 1.036 1.025 max= 1.036 1.037 1.026 p06 min= 0.860 0.860 0.860 -> 0.860 (0.034 s) avg= 0.860 0.860 0.861 max= 0.860 0.861 0.861 p07 min= 0.832 0.846 0.860 -> 0.860 (0.034 s) avg= 0.846 0.857 0.860 max= 0.859 0.861 0.861 p08 min= 0.859 0.860 0.859 -> 0.860 (0.034 s) avg= 0.859 0.860 0.859 max= 0.860 0.861 0.860 p09 min= 0.864 0.844 0.861 -> 0.864 (0.067 s) avg= 0.864 0.845 0.861 max= 0.864 0.847 0.861 p10 min= 0.859 0.859 0.859 -> 0.859 (0.034 s) avg= 0.860 0.859 0.860 max= 0.860 0.859 0.860 p11 min= 0.853 0.854 0.854 -> 0.854 (0.017 s) avg= 0.854 0.854 0.854 max= 0.854 0.855 0.855 p12 min= 0.854 0.854 0.855 -> 0.855 (0.017 s) avg= 0.854 0.854 0.856 max= 0.855 0.855 0.857 p13 min= 0.861 0.862 0.813 -> 0.862 (0.068 s) avg= 0.861 0.862 0.813 max= 0.861 0.862 0.813 p14 min= 0.860 0.859 0.859 -> 0.860 (0.034 s) avg= 0.860 0.860 0.859 max= 0.861 0.860 0.859 p15 min= 0.859 0.861 0.860 -> 0.861 (0.034 s) avg= 0.859 0.861 0.861 max= 0.860 0.862 0.861 p16 min= 0.825 0.826 0.825 -> 0.826 (0.035 s) avg= 0.825 0.827 0.825 max= 0.825 0.827 0.826 p17 min= 0.859 0.859 0.859 -> 0.859 (0.034 s) avg= 0.859 0.860 0.859 max= 0.860 0.860 0.860 p18 min= 0.861 0.858 0.860 -> 0.861 (0.034 s) avg= 0.862 0.858 0.860 max= 0.862 0.859 0.860 p19 min= 0.860 0.799 0.861 -> 0.861 (0.034 s) avg= 0.860 0.800 0.861 max= 0.861 0.800 0.861 p20 min= 0.859 0.860 0.859 -> 0.860 (0.034 s) avg= 0.859 0.860 0.859 max= 0.860 0.860 0.860 p21 min= 0.859 0.860 0.859 -> 0.860 (0.034 s) avg= 0.860 0.860 0.859 max= 0.860 0.860 0.860 p22 min= 0.859 0.860 0.861 -> 0.861 (0.034 s) avg= 0.859 0.860 0.861 max= 0.859 0.861 0.861 p23 min= 0.859 0.860 0.861 -> 0.861 (0.034 s) avg= 0.860 0.861 0.861 max= 0.860 0.861 0.861 p24 min= 0.859 0.843 0.860 -> 0.860 (0.034 s) avg= 0.859 0.843 0.861 max= 0.859 0.844 0.861 mthd1 p00 min= 0.221 0.223 0.223 -> 0.223 (0.130 s) avg= 0.221 0.223 0.224 max= 0.221 0.223 0.224 p01 min= 0.221 0.224 0.223 -> 0.224 (0.130 s) avg= 0.221 0.224 0.223 max= 0.221 0.224 0.223 p02 min= 0.222 0.219 0.223 -> 0.223 (0.131 s) avg= 0.222 0.219 0.223 max= 0.222 0.219 0.223 p03 min= 0.220 0.223 0.223 -> 0.223 (0.130 s) avg= 0.220 0.223 0.223 max= 0.220 0.223 0.223 p04 min= 0.440 0.441 0.441 -> 0.441 (0.131 s) avg= 0.440 0.441 0.441 max= 0.440 0.441 0.441 p05 min= 0.654 0.654 0.642 -> 0.654 (0.133 s) avg= 0.654 0.654 0.643 max= 0.654 0.654 0.643 p06 min= 0.219 0.214 0.220 -> 0.220 (0.133 s) avg= 0.219 0.214 0.220 max= 0.219 0.214 0.220 p07 min= 0.217 0.222 0.223 -> 0.223 (0.131 s) avg= 0.217 0.222 0.223 max= 0.217 0.223 0.223 p08 min= 0.222 0.217 0.217 -> 0.222 (0.132 s) avg= 0.222 0.217 0.217 max= 0.222 0.217 0.217 p09 min= 0.439 0.438 0.429 -> 0.439 (0.133 s) avg= 0.439 0.438 0.429 max= 0.439 0.438 0.429 p10 min= 0.222 0.222 0.222 -> 0.222 (0.130 s) avg= 0.222 0.222 0.222 max= 0.222 0.222 0.222 p11 min= 0.112 0.112 0.109 -> 0.112 (0.130 s) avg= 0.112 0.112 0.110 max= 0.112 0.112 0.110 p12 min= 0.112 0.112 0.112 -> 0.112 (0.129 s) avg= 0.112 0.112 0.112 max= 0.112 0.112 0.112 p13 min= 0.438 0.438 0.428 -> 0.438 (0.133 s) avg= 0.438 0.438 0.428 max= 0.438 0.438 0.428 p14 min= 0.223 0.221 0.223 -> 0.223 (0.130 s) avg= 0.223 0.221 0.223 max= 0.223 0.221 0.223 p15 min= 0.222 0.222 0.222 -> 0.222 (0.130 s) avg= 0.222 0.222 0.222 max= 0.222 0.222 0.222 p16 min= 0.223 0.222 0.222 -> 0.223 (0.130 s) avg= 0.223 0.222 0.222 max= 0.223 0.222 0.222 p17 min= 0.222 0.217 0.223 -> 0.223 (0.131 s) avg= 0.222 0.217 0.223 max= 0.222 0.217 0.223 p18 min= 0.223 0.217 0.223 -> 0.223 (0.131 s) avg= 0.223 0.217 0.223 max= 0.223 0.217 0.223 p19 min= 0.222 0.222 0.222 -> 0.222 (0.130 s) avg= 0.222 0.222 0.222 max= 0.222 0.222 0.222 p20 min= 0.222 0.222 0.222 -> 0.222 (0.130 s) avg= 0.222 0.222 0.222 max= 0.222 0.222 0.222 p21 min= 0.222 0.218 0.223 -> 0.223 (0.131 s) avg= 0.222 0.218 0.223 max= 0.222 0.218 0.223 p22 min= 0.222 0.219 0.223 -> 0.223 (0.131 s) avg= 0.222 0.219 0.223 max= 0.222 0.219 0.223 p23 min= 0.223 0.222 0.223 -> 0.223 (0.130 s) avg= 0.223 0.222 0.223 max= 0.223 0.222 0.223 p24 min= 0.222 0.221 0.222 -> 0.222 (0.130 s) avg= 0.222 0.221 0.222 max= 0.222 0.222 0.222 mthd2 p00 min= 0.644 0.646 0.646 -> 0.646 (0.045 s) avg= 0.647 0.650 0.649 max= 0.652 0.654 0.652 p01 min= 0.868 0.863 0.862 -> 0.868 (0.033 s) avg= 0.875 0.874 0.873 max= 0.884 0.884 0.884 p02 min= 0.862 0.864 0.865 -> 0.865 (0.033 s) avg= 0.867 0.868 0.870 max= 0.872 0.872 0.874 p03 min= 0.647 0.643 0.605 -> 0.647 (0.046 s) avg= 0.651 0.647 0.613 max= 0.654 0.650 0.620 p04 min= 0.680 0.650 0.660 -> 0.680 (0.087 s) avg= 0.681 0.652 0.661 max= 0.682 0.654 0.663 p05 min= 0.869 0.858 0.852 -> 0.869 (0.101 s) avg= 0.871 0.860 0.854 max= 0.873 0.861 0.856 p06 min= 0.645 0.609 0.650 -> 0.650 (0.046 s) avg= 0.647 0.611 0.653 max= 0.649 0.614 0.657 p07 min= 0.647 0.650 0.655 -> 0.655 (0.044 s) avg= 0.654 0.654 0.658 max= 0.658 0.657 0.661 p08 min= 0.648 0.648 0.649 -> 0.649 (0.045 s) avg= 0.657 0.655 0.656 max= 0.666 0.661 0.664 p09 min= 0.566 0.565 0.640 -> 0.640 (0.098 s) avg= 0.568 0.567 0.641 max= 0.570 0.569 0.645 p10 min= 0.654 0.652 0.653 -> 0.654 (0.044 s) avg= 0.657 0.654 0.657 max= 0.659 0.657 0.659 p11 min= 0.558 0.558 0.560 -> 0.560 (0.026 s) avg= 0.566 0.564 0.569 max= 0.577 0.572 0.579 p12 min= 0.558 0.558 0.559 -> 0.559 (0.026 s) avg= 0.566 0.566 0.568 max= 0.577 0.577 0.574 p13 min= 0.569 0.565 0.569 -> 0.569 (0.102 s) avg= 0.570 0.566 0.571 max= 0.572 0.568 0.573 p14 min= 0.648 0.650 0.649 -> 0.650 (0.045 s) avg= 0.651 0.652 0.652 max= 0.654 0.654 0.654 p15 min= 0.647 0.652 0.653 -> 0.653 (0.044 s) avg= 0.651 0.655 0.655 max= 0.653 0.658 0.658 p16 min= 0.648 0.610 0.651 -> 0.651 (0.045 s) avg= 0.651 0.614 0.654 max= 0.654 0.617 0.656 p17 min= 0.649 0.648 0.649 -> 0.649 (0.045 s) avg= 0.651 0.651 0.652 max= 0.653 0.653 0.654 p18 min= 0.648 0.652 0.652 -> 0.652 (0.044 s) avg= 0.652 0.655 0.655 max= 0.654 0.658 0.658 p19 min= 0.647 0.649 0.648 -> 0.649 (0.045 s) avg= 0.649 0.652 0.651 max= 0.651 0.655 0.654 p20 min= 0.646 0.647 0.649 -> 0.649 (0.045 s) avg= 0.649 0.650 0.652 max= 0.653 0.654 0.655 p21 min= 0.646 0.612 0.648 -> 0.648 (0.045 s) avg= 0.649 0.615 0.651 max= 0.652 0.617 0.653 p22 min= 0.648 0.649 0.653 -> 0.653 (0.044 s) avg= 0.652 0.651 0.655 max= 0.655 0.654 0.657 p23 min= 0.649 0.649 0.649 -> 0.649 (0.045 s) avg= 0.652 0.652 0.652 max= 0.656 0.655 0.655 p24 min= 0.652 0.649 0.650 -> 0.652 (0.044 s) avg= 0.656 0.653 0.654 max= 0.659 0.656 0.657 32 mthd0 p00 min= 1.718 1.721 1.715 -> 1.721 (0.034 s) avg= 1.718 1.722 1.716 max= 1.719 1.723 1.718 p01 min= 2.383 2.393 2.385 -> 2.393 (0.024 s) avg= 2.385 2.395 2.389 max= 2.386 2.398 2.393 p02 min= 2.388 2.387 2.383 -> 2.388 (0.024 s) avg= 2.389 2.388 2.387 max= 2.391 2.390 2.392 p03 min= 1.715 1.491 1.718 -> 1.718 (0.035 s) avg= 1.716 1.517 1.718 max= 1.717 1.591 1.719 p04 min= 1.725 1.623 1.724 -> 1.725 (0.068 s) avg= 1.725 1.623 1.724 max= 1.726 1.624 1.725 p05 min= 2.066 2.070 2.066 -> 2.070 (0.084 s) avg= 2.066 2.071 2.067 max= 2.067 2.071 2.067 p06 min= 1.717 1.718 1.721 -> 1.721 (0.034 s) avg= 1.717 1.719 1.722 max= 1.718 1.720 1.723 p07 min= 1.721 1.721 1.718 -> 1.721 (0.034 s) avg= 1.722 1.722 1.719 max= 1.723 1.722 1.722 p08 min= 1.720 1.692 1.663 -> 1.720 (0.034 s) avg= 1.721 1.713 1.699 max= 1.722 1.721 1.720 p09 min= 1.691 1.655 1.693 -> 1.693 (0.069 s) avg= 1.692 1.656 1.694 max= 1.692 1.656 1.694 p10 min= 1.721 1.722 1.720 -> 1.722 (0.034 s) avg= 1.722 1.723 1.721 max= 1.723 1.724 1.721 p11 min= 1.706 1.708 1.710 -> 1.710 (0.017 s) avg= 1.707 1.709 1.711 max= 1.709 1.710 1.712 p12 min= 1.707 1.707 1.707 -> 1.707 (0.017 s) avg= 1.708 1.708 1.708 max= 1.709 1.710 1.710 p13 min= 1.722 1.723 1.724 -> 1.724 (0.067 s) avg= 1.722 1.723 1.724 max= 1.723 1.724 1.724 p14 min= 1.718 1.717 1.591 -> 1.718 (0.035 s) avg= 1.718 1.718 1.592 max= 1.719 1.719 1.594 p15 min= 1.718 1.718 1.718 -> 1.718 (0.034 s) avg= 1.718 1.719 1.719 max= 1.719 1.720 1.720 p16 min= 1.649 1.651 1.650 -> 1.651 (0.035 s) avg= 1.649 1.652 1.651 max= 1.650 1.652 1.652 p17 min= 1.721 1.717 1.718 -> 1.721 (0.034 s) avg= 1.721 1.717 1.718 max= 1.721 1.718 1.719 p18 min= 1.720 1.721 1.717 -> 1.721 (0.034 s) avg= 1.721 1.722 1.718 max= 1.721 1.722 1.719 p19 min= 1.718 1.721 1.722 -> 1.722 (0.034 s) avg= 1.718 1.722 1.722 max= 1.719 1.723 1.723 p20 min= 1.718 1.720 1.720 -> 1.720 (0.034 s) avg= 1.718 1.721 1.720 max= 1.719 1.721 1.722 p21 min= 1.721 1.722 1.721 -> 1.722 (0.034 s) avg= 1.722 1.722 1.721 max= 1.722 1.723 1.722 p22 min= 1.717 1.719 1.719 -> 1.719 (0.034 s) avg= 1.718 1.720 1.720 max= 1.718 1.721 1.721 p23 min= 1.718 1.723 1.717 -> 1.723 (0.034 s) avg= 1.719 1.723 1.719 max= 1.719 1.723 1.720 p24 min= 1.718 1.671 1.721 -> 1.721 (0.034 s) avg= 1.719 1.673 1.721 max= 1.720 1.675 1.722 mthd1 p00 min= 0.443 0.422 0.444 -> 0.444 (0.133 s) avg= 0.443 0.422 0.444 max= 0.443 0.422 0.444 p01 min= 0.446 0.440 0.446 -> 0.446 (0.130 s) avg= 0.446 0.441 0.446 max= 0.446 0.441 0.446 p02 min= 0.447 0.411 0.446 -> 0.447 (0.133 s) avg= 0.447 0.411 0.446 max= 0.447 0.412 0.446 p03 min= 0.445 0.406 0.444 -> 0.445 (0.134 s) avg= 0.445 0.406 0.444 max= 0.445 0.406 0.444 p04 min= 0.878 0.840 0.878 -> 0.878 (0.134 s) avg= 0.878 0.840 0.878 max= 0.879 0.840 0.878 p05 min= 1.299 1.305 1.276 -> 1.305 (0.134 s) avg= 1.300 1.306 1.276 max= 1.300 1.306 1.276 p06 min= 0.445 0.444 0.445 -> 0.445 (0.130 s) avg= 0.446 0.444 0.445 max= 0.446 0.444 0.445 p07 min= 0.445 0.444 0.440 -> 0.445 (0.130 s) avg= 0.445 0.444 0.440 max= 0.445 0.444 0.440 p08 min= 0.444 0.431 0.435 -> 0.444 (0.132 s) avg= 0.444 0.432 0.435 max= 0.444 0.432 0.435 p09 min= 0.844 0.869 0.869 -> 0.869 (0.134 s) avg= 0.844 0.870 0.869 max= 0.844 0.870 0.869 p10 min= 0.442 0.442 0.443 -> 0.443 (0.131 s) avg= 0.442 0.442 0.444 max= 0.442 0.442 0.444 p11 min= 0.223 0.224 0.224 -> 0.224 (0.129 s) avg= 0.223 0.224 0.224 max= 0.224 0.224 0.224 p12 min= 0.224 0.224 0.224 -> 0.224 (0.129 s) avg= 0.224 0.224 0.224 max= 0.224 0.224 0.224 p13 min= 0.873 0.874 0.873 -> 0.874 (0.132 s) avg= 0.873 0.874 0.873 max= 0.873 0.874 0.873 p14 min= 0.443 0.443 0.444 -> 0.444 (0.130 s) avg= 0.443 0.443 0.444 max= 0.443 0.443 0.444 p15 min= 0.444 0.445 0.444 -> 0.445 (0.130 s) avg= 0.444 0.445 0.444 max= 0.444 0.445 0.444 p16 min= 0.444 0.444 0.444 -> 0.444 (0.130 s) avg= 0.444 0.444 0.444 max= 0.444 0.444 0.444 p17 min= 0.445 0.444 0.444 -> 0.445 (0.130 s) avg= 0.445 0.444 0.444 max= 0.445 0.444 0.444 p18 min= 0.444 0.446 0.436 -> 0.446 (0.131 s) avg= 0.444 0.446 0.436 max= 0.444 0.446 0.436 p19 min= 0.444 0.423 0.445 -> 0.445 (0.132 s) avg= 0.444 0.423 0.445 max= 0.444 0.423 0.445 p20 min= 0.445 0.439 0.445 -> 0.445 (0.131 s) avg= 0.445 0.439 0.445 max= 0.445 0.439 0.445 p21 min= 0.445 0.431 0.435 -> 0.445 (0.132 s) avg= 0.445 0.431 0.435 max= 0.445 0.432 0.435 p22 min= 0.444 0.446 0.444 -> 0.446 (0.130 s) avg= 0.444 0.446 0.444 max= 0.444 0.446 0.444 p23 min= 0.445 0.446 0.444 -> 0.446 (0.130 s) avg= 0.445 0.446 0.445 max= 0.445 0.446 0.445 p24 min= 0.444 0.445 0.444 -> 0.445 (0.130 s) avg= 0.444 0.445 0.445 max= 0.444 0.445 0.445 mthd2 p00 min= 1.287 1.246 1.289 -> 1.289 (0.045 s) avg= 1.293 1.251 1.296 max= 1.299 1.256 1.301 p01 min= 1.727 1.688 1.725 -> 1.727 (0.034 s) avg= 1.744 1.742 1.745 max= 1.772 1.767 1.768 p02 min= 1.728 1.618 1.731 -> 1.731 (0.034 s) avg= 1.735 1.716 1.737 max= 1.745 1.740 1.742 p03 min= 1.292 1.167 1.292 -> 1.292 (0.046 s) avg= 1.298 1.171 1.298 max= 1.306 1.178 1.304 p04 min= 1.349 1.351 1.349 -> 1.351 (0.086 s) avg= 1.352 1.353 1.351 max= 1.354 1.354 1.354 p05 min= 1.724 1.729 1.727 -> 1.729 (0.100 s) avg= 1.728 1.732 1.729 max= 1.732 1.734 1.733 p06 min= 1.294 1.293 1.299 -> 1.299 (0.045 s) avg= 1.300 1.297 1.304 max= 1.305 1.302 1.309 p07 min= 1.296 1.283 1.278 -> 1.296 (0.045 s) avg= 1.304 1.299 1.297 max= 1.312 1.311 1.310 p08 min= 1.287 1.273 1.283 -> 1.287 (0.045 s) avg= 1.298 1.301 1.309 max= 1.309 1.325 1.333 p09 min= 1.127 1.342 1.129 -> 1.342 (0.097 s) avg= 1.131 1.344 1.132 max= 1.134 1.348 1.136 p10 min= 1.295 1.295 1.305 -> 1.305 (0.045 s) avg= 1.301 1.303 1.312 max= 1.306 1.309 1.319 p11 min= 1.111 1.107 1.114 -> 1.114 (0.026 s) avg= 1.126 1.127 1.131 max= 1.137 1.142 1.151 p12 min= 1.114 1.109 1.118 -> 1.118 (0.026 s) avg= 1.128 1.127 1.133 max= 1.142 1.144 1.154 p13 min= 1.133 1.133 1.133 -> 1.133 (0.102 s) avg= 1.136 1.136 1.136 max= 1.140 1.140 1.139 p14 min= 1.295 1.295 1.291 -> 1.295 (0.045 s) avg= 1.301 1.300 1.299 max= 1.306 1.307 1.305 p15 min= 1.292 1.295 1.294 -> 1.295 (0.045 s) avg= 1.297 1.299 1.301 max= 1.302 1.305 1.308 p16 min= 1.296 1.296 1.222 -> 1.296 (0.045 s) avg= 1.303 1.301 1.225 max= 1.307 1.306 1.229 p17 min= 1.293 1.294 1.295 -> 1.295 (0.045 s) avg= 1.297 1.298 1.300 max= 1.301 1.301 1.306 p18 min= 1.292 1.295 1.295 -> 1.295 (0.045 s) avg= 1.299 1.302 1.301 max= 1.304 1.307 1.307 p19 min= 1.293 1.283 1.293 -> 1.293 (0.045 s) avg= 1.299 1.289 1.299 max= 1.305 1.294 1.303 p20 min= 1.297 1.296 1.297 -> 1.297 (0.045 s) avg= 1.302 1.303 1.300 max= 1.307 1.309 1.305 p21 min= 1.294 1.285 1.293 -> 1.294 (0.045 s) avg= 1.300 1.292 1.297 max= 1.305 1.297 1.300 p22 min= 1.302 1.295 1.297 -> 1.302 (0.045 s) avg= 1.305 1.300 1.301 max= 1.309 1.304 1.304 p23 min= 1.293 1.295 1.295 -> 1.295 (0.045 s) avg= 1.300 1.302 1.299 max= 1.307 1.309 1.305 p24 min= 1.301 1.311 1.306 -> 1.311 (0.044 s) avg= 1.309 1.318 1.313 max= 1.316 1.324 1.319 64 mthd0 p00 min= 3.414 3.410 3.413 -> 3.414 (0.034 s) avg= 3.415 3.415 3.415 max= 3.416 3.420 3.417 p01 min= 4.731 4.776 4.722 -> 4.776 (0.024 s) avg= 4.739 4.780 4.729 max= 4.782 4.787 4.768 p02 min= 4.704 4.756 4.723 -> 4.756 (0.024 s) avg= 4.714 4.766 4.735 max= 4.766 4.771 4.779 p03 min= 3.413 3.354 3.413 -> 3.413 (0.034 s) avg= 3.414 3.357 3.414 max= 3.416 3.360 3.416 p04 min= 3.417 3.441 3.418 -> 3.441 (0.067 s) avg= 3.419 3.443 3.420 max= 3.420 3.444 3.421 p05 min= 4.105 4.129 4.093 -> 4.129 (0.084 s) avg= 4.106 4.130 4.093 max= 4.106 4.131 4.094 p06 min= 3.411 3.419 3.413 -> 3.419 (0.034 s) avg= 3.412 3.424 3.415 max= 3.414 3.427 3.416 p07 min= 3.409 3.409 3.407 -> 3.409 (0.034 s) avg= 3.411 3.429 3.410 max= 3.412 3.436 3.414 p08 min= 3.411 3.413 3.406 -> 3.413 (0.034 s) avg= 3.412 3.431 3.410 max= 3.414 3.437 3.415 p09 min= 3.422 3.422 3.415 -> 3.422 (0.068 s) avg= 3.423 3.423 3.415 max= 3.424 3.424 3.416 p10 min= 3.408 3.419 3.352 -> 3.419 (0.034 s) avg= 3.409 3.438 3.367 max= 3.410 3.446 3.410 p11 min= 3.387 3.315 3.393 -> 3.393 (0.017 s) avg= 3.390 3.381 3.398 max= 3.393 3.425 3.399 p12 min= 3.389 3.392 3.387 -> 3.392 (0.017 s) avg= 3.393 3.416 3.394 max= 3.397 3.423 3.398 p13 min= 3.422 3.424 3.419 -> 3.424 (0.068 s) avg= 3.422 3.425 3.420 max= 3.423 3.426 3.421 p14 min= 3.409 3.415 3.409 -> 3.415 (0.034 s) avg= 3.411 3.419 3.410 max= 3.412 3.424 3.411 p15 min= 3.410 3.413 3.411 -> 3.413 (0.034 s) avg= 3.412 3.418 3.412 max= 3.414 3.422 3.413 p16 min= 3.270 3.296 3.279 -> 3.296 (0.035 s) avg= 3.272 3.298 3.280 max= 3.274 3.299 3.283 p17 min= 3.404 3.410 3.411 -> 3.411 (0.034 s) avg= 3.405 3.416 3.412 max= 3.407 3.420 3.414 p18 min= 3.410 3.415 3.408 -> 3.415 (0.034 s) avg= 3.411 3.420 3.410 max= 3.413 3.424 3.411 p19 min= 3.408 3.410 3.415 -> 3.415 (0.034 s) avg= 3.409 3.415 3.415 max= 3.410 3.420 3.416 p20 min= 3.410 3.418 3.412 -> 3.418 (0.034 s) avg= 3.411 3.423 3.413 max= 3.412 3.428 3.415 p21 min= 3.408 3.416 3.412 -> 3.416 (0.034 s) avg= 3.409 3.421 3.413 max= 3.411 3.426 3.415 p22 min= 3.417 3.415 3.408 -> 3.417 (0.034 s) avg= 3.418 3.420 3.410 max= 3.419 3.425 3.412 p23 min= 3.416 3.421 3.405 -> 3.421 (0.034 s) avg= 3.418 3.427 3.408 max= 3.419 3.432 3.411 p24 min= 3.407 3.384 3.416 -> 3.416 (0.034 s) avg= 3.408 3.389 3.418 max= 3.410 3.394 3.419 mthd1 p00 min= 0.888 0.886 0.887 -> 0.888 (0.130 s) avg= 0.888 0.886 0.887 max= 0.888 0.887 0.887 p01 min= 0.891 0.880 0.891 -> 0.891 (0.130 s) avg= 0.891 0.880 0.891 max= 0.891 0.881 0.891 p02 min= 0.889 0.892 0.890 -> 0.892 (0.130 s) avg= 0.889 0.892 0.890 max= 0.889 0.892 0.890 p03 min= 0.888 0.874 0.887 -> 0.888 (0.131 s) avg= 0.888 0.874 0.887 max= 0.888 0.874 0.888 p04 min= 1.746 1.746 1.751 -> 1.751 (0.132 s) avg= 1.746 1.746 1.751 max= 1.746 1.746 1.751 p05 min= 2.590 2.588 2.589 -> 2.590 (0.134 s) avg= 2.591 2.589 2.589 max= 2.591 2.589 2.589 p06 min= 0.885 0.890 0.886 -> 0.890 (0.130 s) avg= 0.885 0.890 0.886 max= 0.886 0.890 0.886 p07 min= 0.885 0.886 0.886 -> 0.886 (0.131 s) avg= 0.885 0.886 0.886 max= 0.885 0.886 0.886 p08 min= 0.884 0.885 0.885 -> 0.885 (0.131 s) avg= 0.884 0.885 0.885 max= 0.884 0.885 0.886 p09 min= 1.740 1.739 1.729 -> 1.740 (0.133 s) avg= 1.740 1.739 1.730 max= 1.741 1.739 1.730 p10 min= 0.885 0.861 0.872 -> 0.885 (0.132 s) avg= 0.885 0.861 0.873 max= 0.885 0.861 0.873 p11 min= 0.430 0.445 0.442 -> 0.445 (0.132 s) avg= 0.430 0.445 0.442 max= 0.430 0.445 0.442 p12 min= 0.443 0.448 0.448 -> 0.448 (0.130 s) avg= 0.443 0.448 0.448 max= 0.443 0.448 0.448 p13 min= 1.743 1.737 1.741 -> 1.743 (0.133 s) avg= 1.743 1.737 1.741 max= 1.743 1.737 1.742 p14 min= 0.887 0.887 0.884 -> 0.887 (0.130 s) avg= 0.887 0.887 0.885 max= 0.887 0.887 0.885 p15 min= 0.889 0.887 0.887 -> 0.889 (0.130 s) avg= 0.889 0.887 0.887 max= 0.890 0.887 0.887 p16 min= 0.884 0.885 0.888 -> 0.888 (0.130 s) avg= 0.884 0.885 0.889 max= 0.884 0.885 0.889 p17 min= 0.887 0.886 0.889 -> 0.889 (0.130 s) avg= 0.887 0.886 0.889 max= 0.887 0.886 0.889 p18 min= 0.889 0.885 0.888 -> 0.889 (0.130 s) avg= 0.889 0.885 0.888 max= 0.889 0.885 0.888 p19 min= 0.886 0.886 0.890 -> 0.890 (0.130 s) avg= 0.886 0.886 0.890 max= 0.887 0.886 0.890 p20 min= 0.886 0.885 0.884 -> 0.886 (0.131 s) avg= 0.886 0.885 0.885 max= 0.886 0.885 0.885 p21 min= 0.886 0.885 0.886 -> 0.886 (0.130 s) avg= 0.887 0.885 0.886 max= 0.887 0.886 0.886 p22 min= 0.889 0.844 0.886 -> 0.889 (0.132 s) avg= 0.889 0.845 0.886 max= 0.889 0.845 0.886 p23 min= 0.885 0.853 0.888 -> 0.888 (0.132 s) avg= 0.885 0.853 0.888 max= 0.885 0.853 0.888 p24 min= 0.885 0.879 0.890 -> 0.890 (0.131 s) avg= 0.885 0.879 0.890 max= 0.885 0.879 0.890 mthd2 p00 min= 2.573 2.568 2.566 -> 2.573 (0.045 s) avg= 2.587 2.581 2.574 max= 2.600 2.595 2.584 p01 min= 3.425 3.452 3.429 -> 3.452 (0.034 s) avg= 3.465 3.489 3.468 max= 3.511 3.520 3.531 p02 min= 3.424 3.455 3.242 -> 3.455 (0.034 s) avg= 3.440 3.472 3.418 max= 3.469 3.497 3.482 p03 min= 2.566 2.561 2.567 -> 2.567 (0.045 s) avg= 2.585 2.580 2.577 max= 2.600 2.606 2.591 p04 min= 2.675 2.682 2.686 -> 2.686 (0.086 s) avg= 2.679 2.687 2.691 max= 2.684 2.692 2.697 p05 min= 3.428 3.427 3.427 -> 3.428 (0.101 s) avg= 3.435 3.434 3.434 max= 3.443 3.441 3.441 p06 min= 2.551 2.559 2.550 -> 2.559 (0.045 s) avg= 2.565 2.571 2.562 max= 2.577 2.582 2.571 p07 min= 2.568 2.567 2.564 -> 2.568 (0.045 s) avg= 2.580 2.578 2.578 max= 2.588 2.593 2.592 p08 min= 2.535 2.547 2.535 -> 2.547 (0.046 s) avg= 2.578 2.581 2.577 max= 2.614 2.614 2.616 p09 min= 2.240 2.271 2.560 -> 2.560 (0.098 s) avg= 2.247 2.275 2.567 max= 2.253 2.277 2.575 p10 min= 2.558 2.590 2.584 -> 2.590 (0.045 s) avg= 2.592 2.613 2.610 max= 2.619 2.628 2.630 p11 min= 2.204 2.205 2.210 -> 2.210 (0.026 s) avg= 2.235 2.245 2.235 max= 2.281 2.281 2.275 p12 min= 2.150 2.183 2.171 -> 2.183 (0.027 s) avg= 2.231 2.241 2.232 max= 2.277 2.276 2.276 p13 min= 2.249 2.249 2.256 -> 2.256 (0.103 s) avg= 2.255 2.255 2.263 max= 2.263 2.262 2.270 p14 min= 2.557 2.568 2.567 -> 2.568 (0.045 s) avg= 2.570 2.577 2.580 max= 2.582 2.586 2.591 p15 min= 2.558 2.557 2.575 -> 2.575 (0.045 s) avg= 2.569 2.568 2.586 max= 2.578 2.580 2.598 p16 min= 2.551 2.569 2.579 -> 2.579 (0.045 s) avg= 2.564 2.578 2.591 max= 2.574 2.590 2.603 p17 min= 2.557 2.561 2.564 -> 2.564 (0.045 s) avg= 2.567 2.570 2.576 max= 2.580 2.575 2.588 p18 min= 2.554 2.556 2.574 -> 2.574 (0.045 s) avg= 2.566 2.571 2.587 max= 2.574 2.585 2.597 p19 min= 2.552 2.562 2.568 -> 2.568 (0.045 s) avg= 2.565 2.572 2.581 max= 2.575 2.580 2.592 p20 min= 2.552 2.557 2.567 -> 2.567 (0.045 s) avg= 2.561 2.571 2.576 max= 2.572 2.585 2.587 p21 min= 2.557 2.560 2.566 -> 2.566 (0.045 s) avg= 2.565 2.569 2.577 max= 2.573 2.577 2.587 p22 min= 2.560 2.548 2.560 -> 2.560 (0.045 s) avg= 2.575 2.554 2.571 max= 2.588 2.563 2.583 p23 min= 2.551 2.569 2.567 -> 2.569 (0.045 s) avg= 2.562 2.580 2.579 max= 2.573 2.592 2.590 p24 min= 2.566 2.561 2.575 -> 2.575 (0.045 s) avg= 2.580 2.576 2.590 max= 2.594 2.590 2.603 128 mthd0 p00 min= 6.775 6.775 6.756 -> 6.775 (0.034 s) avg= 6.778 6.778 6.760 max= 6.781 6.783 6.765 p01 min= 9.318 9.347 9.326 -> 9.347 (0.025 s) avg= 9.322 9.361 9.348 max= 9.332 9.374 9.372 p02 min= 9.327 9.376 9.320 -> 9.376 (0.025 s) avg= 9.337 9.382 9.336 max= 9.346 9.390 9.360 p03 min= 6.765 6.767 6.774 -> 6.774 (0.034 s) avg= 6.767 6.769 6.777 max= 6.772 6.772 6.781 p04 min= 6.796 6.792 6.795 -> 6.796 (0.068 s) avg= 6.798 6.794 6.798 max= 6.800 6.796 6.800 p05 min= 8.151 8.108 8.123 -> 8.151 (0.085 s) avg= 8.152 8.109 8.125 max= 8.153 8.111 8.126 p06 min= 6.766 6.777 6.770 -> 6.777 (0.034 s) avg= 6.768 6.779 6.772 max= 6.772 6.782 6.776 p07 min= 6.766 6.769 6.766 -> 6.769 (0.034 s) avg= 6.768 6.772 6.768 max= 6.772 6.779 6.771 p08 min= 6.773 6.768 6.764 -> 6.773 (0.034 s) avg= 6.776 6.770 6.766 max= 6.778 6.773 6.770 p09 min= 6.783 6.797 6.799 -> 6.799 (0.068 s) avg= 6.784 6.798 6.800 max= 6.785 6.799 6.801 p10 min= 6.769 6.777 6.765 -> 6.777 (0.034 s) avg= 6.771 6.779 6.768 max= 6.773 6.781 6.770 p11 min= 6.724 6.732 6.725 -> 6.732 (0.017 s) avg= 6.727 6.736 6.730 max= 6.734 6.740 6.738 p12 min= 6.726 6.741 6.529 -> 6.741 (0.017 s) avg= 6.730 6.744 6.706 max= 6.736 6.748 6.736 p13 min= 6.782 6.435 6.711 -> 6.782 (0.070 s) avg= 6.783 6.437 6.713 max= 6.785 6.439 6.714 p14 min= 6.570 6.771 6.779 -> 6.779 (0.034 s) avg= 6.578 6.774 6.783 max= 6.585 6.778 6.787 p15 min= 6.763 6.779 6.777 -> 6.779 (0.034 s) avg= 6.766 6.782 6.781 max= 6.769 6.784 6.784 p16 min= 6.509 6.500 6.507 -> 6.509 (0.036 s) avg= 6.516 6.503 6.509 max= 6.523 6.507 6.511 p17 min= 6.766 6.766 6.769 -> 6.769 (0.034 s) avg= 6.770 6.770 6.771 max= 6.774 6.774 6.773 p18 min= 6.771 6.759 6.772 -> 6.772 (0.034 s) avg= 6.773 6.763 6.776 max= 6.776 6.767 6.780 p19 min= 6.770 6.758 6.763 -> 6.770 (0.034 s) avg= 6.772 6.761 6.766 max= 6.774 6.766 6.768 p20 min= 6.771 6.782 6.765 -> 6.782 (0.034 s) avg= 6.774 6.785 6.769 max= 6.776 6.787 6.772 p21 min= 6.774 6.778 6.770 -> 6.778 (0.034 s) avg= 6.776 6.781 6.773 max= 6.781 6.784 6.776 p22 min= 6.781 6.775 6.779 -> 6.781 (0.034 s) avg= 6.786 6.777 6.781 max= 6.790 6.779 6.784 p23 min= 6.778 6.772 6.769 -> 6.778 (0.034 s) avg= 6.780 6.774 6.773 max= 6.783 6.776 6.778 p24 min= 6.768 6.768 6.785 -> 6.785 (0.034 s) avg= 6.771 6.770 6.787 max= 6.773 6.775 6.790 mthd1 p00 min= 1.768 1.762 1.762 -> 1.768 (0.131 s) avg= 1.768 1.763 1.763 max= 1.769 1.763 1.763 p01 min= 1.771 1.772 1.776 -> 1.776 (0.130 s) avg= 1.771 1.772 1.776 max= 1.771 1.772 1.777 p02 min= 1.774 1.780 1.776 -> 1.780 (0.130 s) avg= 1.774 1.780 1.776 max= 1.774 1.780 1.777 p03 min= 1.761 1.762 1.770 -> 1.770 (0.131 s) avg= 1.761 1.762 1.770 max= 1.761 1.762 1.770 p04 min= 3.480 3.463 3.467 -> 3.480 (0.133 s) avg= 3.480 3.463 3.468 max= 3.481 3.463 3.468 p05 min= 5.127 5.116 5.106 -> 5.127 (0.136 s) avg= 5.127 5.117 5.107 max= 5.128 5.117 5.107 p06 min= 1.761 1.769 1.764 -> 1.769 (0.131 s) avg= 1.761 1.769 1.764 max= 1.761 1.769 1.764 p07 min= 1.760 1.760 1.759 -> 1.760 (0.131 s) avg= 1.760 1.761 1.759 max= 1.761 1.761 1.760 p08 min= 1.765 1.765 1.759 -> 1.765 (0.131 s) avg= 1.765 1.765 1.759 max= 1.766 1.766 1.759 p09 min= 3.437 3.449 3.443 -> 3.449 (0.134 s) avg= 3.438 3.449 3.444 max= 3.438 3.450 3.444 p10 min= 1.757 1.760 1.762 -> 1.762 (0.131 s) avg= 1.758 1.760 1.762 max= 1.758 1.760 1.762 p11 min= 0.889 0.894 0.888 -> 0.894 (0.130 s) avg= 0.890 0.894 0.888 max= 0.890 0.895 0.888 p12 min= 0.891 0.881 0.869 -> 0.891 (0.131 s) avg= 0.891 0.881 0.870 max= 0.891 0.881 0.870 p13 min= 3.379 3.382 3.405 -> 3.405 (0.136 s) avg= 3.380 3.382 3.405 max= 3.380 3.383 3.406 p14 min= 1.748 1.754 1.761 -> 1.761 (0.132 s) avg= 1.749 1.754 1.762 max= 1.749 1.754 1.763 p15 min= 1.759 1.757 1.759 -> 1.759 (0.131 s) avg= 1.760 1.757 1.760 max= 1.760 1.758 1.760 p16 min= 1.764 1.764 1.760 -> 1.764 (0.131 s) avg= 1.764 1.765 1.760 max= 1.764 1.765 1.761 p17 min= 1.759 1.757 1.764 -> 1.764 (0.131 s) avg= 1.759 1.758 1.764 max= 1.759 1.758 1.764 p18 min= 1.758 1.757 1.764 -> 1.764 (0.131 s) avg= 1.758 1.757 1.765 max= 1.759 1.757 1.765 p19 min= 1.695 1.761 1.766 -> 1.766 (0.133 s) avg= 1.695 1.761 1.766 max= 1.695 1.761 1.766 p20 min= 1.761 1.765 1.761 -> 1.765 (0.131 s) avg= 1.761 1.765 1.761 max= 1.761 1.765 1.761 p21 min= 1.699 1.763 1.764 -> 1.764 (0.133 s) avg= 1.699 1.764 1.764 max= 1.700 1.764 1.765 p22 min= 1.768 1.759 1.769 -> 1.769 (0.131 s) avg= 1.768 1.760 1.769 max= 1.768 1.760 1.770 p23 min= 1.763 1.762 1.767 -> 1.767 (0.131 s) avg= 1.764 1.762 1.767 max= 1.764 1.762 1.768 p24 min= 1.759 1.760 1.770 -> 1.770 (0.131 s) avg= 1.759 1.760 1.770 max= 1.759 1.760 1.771 mthd2 p00 min= 5.033 5.051 5.057 -> 5.057 (0.046 s) avg= 5.052 5.072 5.081 max= 5.074 5.096 5.109 p01 min= 6.740 6.778 6.778 -> 6.778 (0.034 s) avg= 6.804 6.837 6.837 max= 6.876 6.895 6.895 p02 min= 6.748 6.748 6.772 -> 6.772 (0.034 s) avg= 6.763 6.780 6.788 max= 6.785 6.812 6.820 p03 min= 5.037 5.051 5.065 -> 5.065 (0.046 s) avg= 5.061 5.076 5.091 max= 5.088 5.108 5.118 p04 min= 5.300 5.280 5.290 -> 5.300 (0.087 s) avg= 5.310 5.291 5.299 max= 5.318 5.302 5.310 p05 min= 6.713 6.730 6.727 -> 6.730 (0.103 s) avg= 6.726 6.744 6.740 max= 6.740 6.760 6.757 p06 min= 5.049 5.081 5.061 -> 5.081 (0.046 s) avg= 5.077 5.100 5.087 max= 5.105 5.124 5.106 p07 min= 5.062 5.067 5.084 -> 5.084 (0.046 s) avg= 5.098 5.102 5.104 max= 5.124 5.148 5.122 p08 min= 5.021 5.066 5.032 -> 5.066 (0.046 s) avg= 5.092 5.119 5.103 max= 5.146 5.177 5.165 p09 min= 4.371 4.338 4.336 -> 4.371 (0.106 s) avg= 4.383 4.350 4.348 max= 4.397 4.363 4.361 p10 min= 5.087 5.065 5.096 -> 5.096 (0.045 s) avg= 5.122 5.099 5.113 max= 5.139 5.133 5.131 p11 min= 4.364 4.381 4.366 -> 4.381 (0.026 s) avg= 4.427 4.432 4.411 max= 4.508 4.478 4.458 p12 min= 4.357 4.363 4.267 -> 4.363 (0.027 s) avg= 4.417 4.412 4.390 max= 4.502 4.478 4.462 p13 min= 4.474 4.373 5.270 -> 5.270 (0.099 s) avg= 4.486 4.383 5.280 max= 4.502 4.396 5.287 p14 min= 5.044 5.061 5.072 -> 5.072 (0.046 s) avg= 5.072 5.085 5.095 max= 5.097 5.115 5.118 p15 min= 5.085 5.072 5.066 -> 5.085 (0.046 s) avg= 5.111 5.092 5.093 max= 5.130 5.117 5.115 p16 min= 5.061 5.052 5.073 -> 5.073 (0.046 s) avg= 5.087 5.081 5.095 max= 5.106 5.105 5.118 p17 min= 5.077 5.047 5.080 -> 5.080 (0.046 s) avg= 5.096 5.070 5.097 max= 5.119 5.095 5.119 p18 min= 5.075 5.076 5.065 -> 5.076 (0.046 s) avg= 5.103 5.099 5.092 max= 5.132 5.117 5.124 p19 min= 5.088 5.058 5.055 -> 5.088 (0.046 s) avg= 5.103 5.084 5.081 max= 5.118 5.105 5.111 p20 min= 4.835 5.059 5.062 -> 5.062 (0.046 s) avg= 4.854 5.085 5.086 max= 4.878 5.108 5.111 p21 min= 3.657 5.085 5.073 -> 5.085 (0.051 s) avg= 3.668 5.099 5.095 max= 3.678 5.119 5.113 p22 min= 5.088 5.047 5.053 -> 5.088 (0.046 s) avg= 5.110 5.066 5.080 max= 5.132 5.086 5.108 p23 min= 5.076 5.053 5.080 -> 5.080 (0.046 s) avg= 5.097 5.079 5.106 max= 5.124 5.101 5.133 p24 min= 5.089 5.100 5.085 -> 5.100 (0.045 s) avg= 5.117 5.129 5.115 max= 5.143 5.154 5.142 256 mthd0 p00 min= 13.553 13.536 13.542 -> 13.553 (0.034 s) avg= 13.561 13.544 13.555 max= 13.570 13.548 13.562 p01 min= 18.740 18.635 18.713 -> 18.740 (0.025 s) avg= 18.784 18.656 18.731 max= 18.821 18.677 18.768 p02 min= 18.741 18.687 18.683 -> 18.741 (0.025 s) avg= 18.781 18.735 18.714 max= 18.828 18.765 18.742 p03 min= 13.562 13.533 13.557 -> 13.562 (0.034 s) avg= 13.570 13.537 13.561 max= 13.580 13.541 13.569 p04 min= 13.606 13.591 13.573 -> 13.606 (0.068 s) avg= 13.610 13.597 13.577 max= 13.614 13.601 13.581 p05 min= 16.268 15.940 16.203 -> 16.268 (0.086 s) avg= 16.271 15.947 16.207 max= 16.273 15.954 16.210 p06 min= 13.556 13.535 13.525 -> 13.556 (0.034 s) avg= 13.563 13.541 13.532 max= 13.569 13.545 13.537 p07 min= 13.557 13.539 13.541 -> 13.557 (0.034 s) avg= 13.564 13.551 13.555 max= 13.570 13.559 13.577 p08 min= 13.536 13.552 13.526 -> 13.552 (0.034 s) avg= 13.544 13.558 13.539 max= 13.550 13.565 13.560 p09 min= 13.607 12.647 13.574 -> 13.607 (0.070 s) avg= 13.610 12.649 13.578 max= 13.614 12.651 13.581 p10 min= 13.569 12.900 13.521 -> 13.569 (0.035 s) avg= 13.572 13.375 13.534 max= 13.577 13.550 13.556 p11 min= 13.469 13.468 13.447 -> 13.469 (0.017 s) avg= 13.476 13.482 13.469 max= 13.483 13.496 13.487 p12 min= 13.473 13.490 13.476 -> 13.490 (0.017 s) avg= 13.479 13.501 13.491 max= 13.486 13.511 13.503 p13 min= 13.608 13.577 13.587 -> 13.608 (0.068 s) avg= 13.612 13.581 13.591 max= 13.614 13.584 13.593 p14 min= 13.563 13.365 13.543 -> 13.563 (0.034 s) avg= 13.572 13.380 13.550 max= 13.578 13.390 13.558 p15 min= 13.547 13.179 13.551 -> 13.551 (0.034 s) avg= 13.554 13.198 13.557 max= 13.561 13.212 13.565 p16 min= 12.849 13.040 13.020 -> 13.040 (0.036 s) avg= 12.864 13.044 13.027 max= 12.877 13.050 13.035 p17 min= 13.564 13.541 13.569 -> 13.569 (0.034 s) avg= 13.572 13.551 13.575 max= 13.577 13.557 13.581 p18 min= 13.516 13.555 13.550 -> 13.555 (0.034 s) avg= 13.524 13.561 13.555 max= 13.531 13.567 13.561 p19 min= 13.537 13.078 13.531 -> 13.537 (0.035 s) avg= 13.542 13.087 13.538 max= 13.545 13.097 13.543 p20 min= 13.529 13.535 13.564 -> 13.564 (0.034 s) avg= 13.537 13.543 13.569 max= 13.541 13.550 13.576 p21 min= 13.567 13.547 13.565 -> 13.567 (0.034 s) avg= 13.572 13.557 13.570 max= 13.576 13.566 13.573 p22 min= 13.560 13.548 13.554 -> 13.560 (0.034 s) avg= 13.568 13.554 13.560 max= 13.574 13.563 13.564 p23 min= 13.544 13.550 13.567 -> 13.567 (0.034 s) avg= 13.551 13.557 13.571 max= 13.560 13.563 13.575 p24 min= 13.544 13.534 13.545 -> 13.545 (0.034 s) avg= 13.551 13.541 13.552 max= 13.555 13.549 13.562 mthd1 p00 min= 3.533 3.521 3.534 -> 3.534 (0.131 s) avg= 3.534 3.522 3.535 max= 3.535 3.522 3.535 p01 min= 3.562 3.550 3.561 -> 3.562 (0.130 s) avg= 3.563 3.551 3.561 max= 3.563 3.552 3.562 p02 min= 3.566 3.546 3.554 -> 3.566 (0.130 s) avg= 3.566 3.547 3.555 max= 3.567 3.548 3.555 p03 min= 3.532 3.523 3.527 -> 3.532 (0.131 s) avg= 3.532 3.523 3.527 max= 3.533 3.524 3.527 p04 min= 6.952 6.739 6.930 -> 6.952 (0.135 s) avg= 6.953 6.739 6.931 max= 6.954 6.740 6.932 p05 min= 10.278 10.224 10.246 -> 10.278 (0.135 s) avg= 10.279 10.226 10.247 max= 10.281 10.228 10.248 p06 min= 3.532 3.504 3.541 -> 3.541 (0.131 s) avg= 3.532 3.505 3.541 max= 3.533 3.505 3.541 p07 min= 3.524 3.484 3.530 -> 3.530 (0.132 s) avg= 3.524 3.485 3.530 max= 3.525 3.485 3.531 p08 min= 3.523 3.520 3.528 -> 3.528 (0.131 s) avg= 3.523 3.520 3.529 max= 3.523 3.521 3.529 p09 min= 6.920 6.869 6.903 -> 6.920 (0.134 s) avg= 6.921 6.870 6.904 max= 6.921 6.872 6.905 p10 min= 3.535 3.432 3.521 -> 3.535 (0.132 s) avg= 3.536 3.432 3.522 max= 3.536 3.433 3.522 p11 min= 1.782 1.793 1.782 -> 1.793 (0.129 s) avg= 1.782 1.794 1.783 max= 1.782 1.794 1.783 p12 min= 1.789 1.791 1.785 -> 1.791 (0.129 s) avg= 1.789 1.791 1.785 max= 1.790 1.791 1.785 p13 min= 6.915 6.867 6.924 -> 6.924 (0.134 s) avg= 6.916 6.868 6.925 max= 6.917 6.869 6.926 p14 min= 3.528 3.454 3.412 -> 3.528 (0.133 s) avg= 3.529 3.455 3.413 max= 3.530 3.456 3.414 p15 min= 3.391 3.501 3.475 -> 3.501 (0.134 s) avg= 3.392 3.502 3.475 max= 3.392 3.503 3.476 p16 min= 3.523 3.287 3.536 -> 3.536 (0.134 s) avg= 3.523 3.287 3.537 max= 3.524 3.288 3.537 p17 min= 3.532 3.470 3.537 -> 3.537 (0.132 s) avg= 3.532 3.470 3.538 max= 3.533 3.471 3.539 p18 min= 3.523 3.442 3.532 -> 3.532 (0.132 s) avg= 3.523 3.442 3.532 max= 3.524 3.443 3.533 p19 min= 3.526 3.519 3.530 -> 3.530 (0.131 s) avg= 3.527 3.519 3.531 max= 3.527 3.520 3.531 p20 min= 3.529 3.513 3.537 -> 3.537 (0.131 s) avg= 3.529 3.513 3.538 max= 3.530 3.514 3.538 p21 min= 3.537 3.418 3.535 -> 3.537 (0.132 s) avg= 3.537 3.419 3.536 max= 3.537 3.419 3.536 p22 min= 3.535 3.517 3.530 -> 3.535 (0.131 s) avg= 3.535 3.517 3.530 max= 3.535 3.518 3.530 p23 min= 3.527 3.520 3.541 -> 3.541 (0.131 s) avg= 3.527 3.521 3.541 max= 3.527 3.521 3.542 p24 min= 3.533 3.518 3.528 -> 3.533 (0.131 s) avg= 3.533 3.518 3.528 max= 3.534 3.518 3.528 mthd2 p00 min= 10.194 10.124 10.165 -> 10.194 (0.046 s) avg= 10.230 10.176 10.210 max= 10.282 10.221 10.262 p01 min= 13.596 13.562 13.531 -> 13.596 (0.034 s) avg= 13.749 13.722 13.715 max= 13.901 13.903 13.859 p02 min= 13.579 13.532 13.588 -> 13.588 (0.034 s) avg= 13.647 13.614 13.645 max= 13.703 13.672 13.709 p03 min= 10.163 10.121 10.133 -> 10.163 (0.046 s) avg= 10.198 10.167 10.192 max= 10.240 10.221 10.240 p04 min= 10.601 10.583 10.598 -> 10.601 (0.087 s) avg= 10.619 10.603 10.615 max= 10.636 10.636 10.632 p05 min= 13.470 13.508 13.432 -> 13.508 (0.103 s) avg= 13.499 13.537 13.461 max= 13.523 13.572 13.487 p06 min= 10.158 10.092 10.177 -> 10.177 (0.046 s) avg= 10.201 10.141 10.215 max= 10.253 10.178 10.259 p07 min= 10.151 10.132 10.188 -> 10.188 (0.046 s) avg= 10.205 10.190 10.237 max= 10.237 10.226 10.322 p08 min= 10.110 10.160 10.091 -> 10.160 (0.046 s) avg= 10.257 10.261 10.222 max= 10.417 10.355 10.411 p09 min= 8.729 10.545 8.691 -> 10.545 (0.100 s) avg= 8.752 10.563 8.714 max= 8.779 10.577 8.740 p10 min= 10.243 10.071 10.219 -> 10.243 (0.045 s) avg= 10.282 10.211 10.268 max= 10.325 10.269 10.330 p11 min= 8.757 8.770 8.771 -> 8.771 (0.026 s) avg= 8.860 8.876 8.861 max= 8.958 8.967 9.035 p12 min= 8.770 8.767 8.750 -> 8.770 (0.026 s) avg= 8.863 8.863 8.871 max= 8.977 8.975 9.022 p13 min= 8.697 8.830 8.954 -> 8.954 (0.105 s) avg= 8.719 8.847 8.967 max= 8.746 8.862 8.984 p14 min= 10.025 10.001 10.111 -> 10.111 (0.046 s) avg= 10.068 10.052 10.150 max= 10.112 10.096 10.195 p15 min= 10.141 10.168 10.216 -> 10.216 (0.045 s) avg= 10.183 10.227 10.258 max= 10.235 10.287 10.306 p16 min= 10.230 10.088 10.106 -> 10.230 (0.046 s) avg= 10.261 10.144 10.139 max= 10.300 10.194 10.180 p17 min= 10.150 10.145 10.192 -> 10.192 (0.045 s) avg= 10.194 10.188 10.225 max= 10.241 10.240 10.266 p18 min= 10.158 10.142 10.180 -> 10.180 (0.046 s) avg= 10.216 10.196 10.235 max= 10.274 10.250 10.288 p19 min= 10.190 10.140 10.220 -> 10.220 (0.045 s) avg= 10.223 10.180 10.260 max= 10.248 10.209 10.292 p20 min= 10.149 10.138 10.197 -> 10.197 (0.045 s) avg= 10.204 10.181 10.229 max= 10.261 10.234 10.272 p21 min= 10.153 9.442 10.170 -> 10.170 (0.047 s) avg= 10.201 9.484 10.208 max= 10.245 9.511 10.236 p22 min= 10.203 10.175 10.225 -> 10.225 (0.045 s) avg= 10.233 10.225 10.250 max= 10.276 10.262 10.283 p23 min= 10.144 9.989 10.226 -> 10.226 (0.046 s) avg= 10.202 10.045 10.274 max= 10.251 10.206 10.326 p24 min= 10.219 10.154 10.168 -> 10.219 (0.045 s) avg= 10.278 10.215 10.228 max= 10.333 10.271 10.285 512 mthd0 p00 min= 27.100 26.975 27.056 -> 27.100 (0.034 s) avg= 27.109 26.997 27.066 max= 27.118 27.016 27.077 p01 min= 37.275 36.389 37.161 -> 37.275 (0.025 s) avg= 37.302 37.170 37.222 max= 37.367 37.485 37.288 p02 min= 37.136 37.150 37.178 -> 37.178 (0.025 s) avg= 37.189 37.209 37.229 max= 37.261 37.290 37.322 p03 min= 27.072 27.071 27.060 -> 27.072 (0.034 s) avg= 27.094 27.093 27.068 max= 27.121 27.116 27.078 p04 min= 27.160 27.214 27.200 -> 27.214 (0.068 s) avg= 27.168 27.222 27.209 max= 27.177 27.229 27.216 p05 min= 32.415 32.381 32.450 -> 32.450 (0.086 s) avg= 32.419 32.388 32.456 max= 32.424 32.394 32.459 p06 min= 27.052 27.005 27.060 -> 27.060 (0.034 s) avg= 27.070 27.015 27.084 max= 27.090 27.026 27.099 p07 min= 26.460 27.086 27.045 -> 27.086 (0.034 s) avg= 26.880 27.111 27.073 max= 27.035 27.118 27.104 p08 min= 27.058 27.110 27.063 -> 27.110 (0.034 s) avg= 27.071 27.126 27.092 max= 27.084 27.139 27.119 p09 min= 26.411 27.144 27.138 -> 27.144 (0.069 s) avg= 26.416 27.154 27.147 max= 26.420 27.161 27.153 p10 min= 25.060 27.052 27.051 -> 27.052 (0.035 s) avg= 26.446 27.070 27.087 max= 27.113 27.083 27.131 p11 min= 26.919 26.907 26.899 -> 26.919 (0.017 s) avg= 26.939 26.932 26.950 max= 26.963 26.947 26.985 p12 min= 26.903 26.839 26.854 -> 26.903 (0.017 s) avg= 26.944 26.880 26.912 max= 26.968 26.918 26.957 p13 min= 27.128 27.149 27.175 -> 27.175 (0.068 s) avg= 27.133 27.155 27.183 max= 27.138 27.160 27.188 p14 min= 27.128 27.069 27.051 -> 27.128 (0.034 s) avg= 27.155 27.076 27.079 max= 27.177 27.088 27.096 p15 min= 27.098 27.129 27.031 -> 27.129 (0.034 s) avg= 27.130 27.148 27.055 max= 27.152 27.156 27.077 p16 min= 26.006 25.678 25.650 -> 26.006 (0.036 s) avg= 26.034 25.717 25.675 max= 26.059 25.741 25.696 p17 min= 27.054 26.276 26.625 -> 27.054 (0.035 s) avg= 27.070 26.316 26.661 max= 27.088 26.340 26.689 p18 min= 26.696 27.111 27.090 -> 27.111 (0.034 s) avg= 26.718 27.128 27.110 max= 26.743 27.146 27.133 p19 min= 27.143 27.052 26.691 -> 27.143 (0.034 s) avg= 27.169 27.086 26.724 max= 27.189 27.110 26.747 p20 min= 27.035 27.026 27.033 -> 27.035 (0.034 s) avg= 27.062 27.048 27.064 max= 27.079 27.061 27.085 p21 min= 26.595 27.046 27.025 -> 27.046 (0.034 s) avg= 26.610 27.064 27.058 max= 26.630 27.075 27.081 p22 min= 27.112 27.046 27.011 -> 27.112 (0.034 s) avg= 27.126 27.059 27.032 max= 27.140 27.068 27.046 p23 min= 26.512 27.042 27.122 -> 27.122 (0.034 s) avg= 26.529 27.062 27.147 max= 26.555 27.071 27.160 p24 min= 27.057 27.105 27.093 -> 27.105 (0.034 s) avg= 27.073 27.123 27.118 max= 27.091 27.130 27.141 mthd1 p00 min= 7.076 6.538 7.059 -> 7.076 (0.134 s) avg= 7.077 6.539 7.061 max= 7.077 6.540 7.061 p01 min= 7.105 7.114 7.102 -> 7.114 (0.130 s) avg= 7.105 7.116 7.103 max= 7.107 7.118 7.103 p02 min= 7.105 7.055 7.117 -> 7.117 (0.130 s) avg= 7.107 7.056 7.118 max= 7.108 7.057 7.118 p03 min= 7.084 7.060 7.064 -> 7.084 (0.131 s) avg= 7.086 7.062 7.064 max= 7.087 7.064 7.065 p04 min= 13.864 13.879 13.949 -> 13.949 (0.133 s) avg= 13.865 13.881 13.950 max= 13.868 13.883 13.951 p05 min= 20.443 20.445 20.474 -> 20.474 (0.136 s) avg= 20.446 20.448 20.476 max= 20.449 20.452 20.478 p06 min= 7.050 7.042 7.078 -> 7.078 (0.131 s) avg= 7.051 7.043 7.079 max= 7.052 7.044 7.080 p07 min= 7.048 7.085 7.060 -> 7.085 (0.131 s) avg= 7.049 7.086 7.061 max= 7.051 7.087 7.062 p08 min= 7.043 7.061 7.060 -> 7.061 (0.131 s) avg= 7.043 7.062 7.061 max= 7.044 7.063 7.062 p09 min= 13.746 13.788 13.817 -> 13.817 (0.134 s) avg= 13.748 13.789 13.819 max= 13.752 13.791 13.820 p10 min= 7.065 7.044 7.048 -> 7.065 (0.131 s) avg= 7.065 7.045 7.049 max= 7.067 7.047 7.050 p11 min= 3.569 3.567 3.574 -> 3.574 (0.130 s) avg= 3.569 3.567 3.575 max= 3.569 3.568 3.575 p12 min= 3.569 3.558 3.567 -> 3.569 (0.130 s) avg= 3.569 3.559 3.567 max= 3.570 3.559 3.568 p13 min= 13.321 13.830 13.783 -> 13.830 (0.136 s) avg= 13.323 13.832 13.785 max= 13.325 13.835 13.788 p14 min= 6.959 7.066 7.045 -> 7.066 (0.132 s) avg= 6.960 7.067 7.046 max= 6.962 7.068 7.047 p15 min= 7.038 7.065 7.055 -> 7.065 (0.131 s) avg= 7.039 7.066 7.056 max= 7.040 7.066 7.056 p16 min= 7.026 6.833 6.847 -> 7.026 (0.134 s) avg= 7.027 6.834 6.848 max= 7.028 6.835 6.848 p17 min= 5.848 6.896 6.976 -> 6.976 (0.142 s) avg= 5.849 6.897 6.977 max= 5.850 6.898 6.979 p18 min= 6.878 7.058 7.068 -> 7.068 (0.132 s) avg= 6.879 7.059 7.069 max= 6.880 7.060 7.070 p19 min= 7.033 7.046 7.075 -> 7.075 (0.131 s) avg= 7.034 7.046 7.076 max= 7.035 7.047 7.078 p20 min= 7.044 7.060 7.058 -> 7.060 (0.131 s) avg= 7.045 7.061 7.059 max= 7.046 7.062 7.060 p21 min= 6.992 7.039 7.058 -> 7.058 (0.132 s) avg= 6.993 7.041 7.059 max= 6.993 7.042 7.060 p22 min= 7.023 7.050 7.059 -> 7.059 (0.131 s) avg= 7.024 7.051 7.060 max= 7.025 7.052 7.060 p23 min= 7.045 7.042 7.078 -> 7.078 (0.131 s) avg= 7.046 7.043 7.079 max= 7.047 7.043 7.080 p24 min= 7.021 7.052 7.079 -> 7.079 (0.131 s) avg= 7.022 7.053 7.079 max= 7.023 7.054 7.080 mthd2 p00 min= 20.271 20.240 20.336 -> 20.336 (0.046 s) avg= 20.387 20.319 20.406 max= 20.500 20.419 20.499 p01 min= 27.176 26.239 27.209 -> 27.209 (0.034 s) avg= 27.480 27.187 27.439 max= 27.765 27.654 27.663 p02 min= 27.287 27.167 27.173 -> 27.287 (0.034 s) avg= 27.332 27.294 27.268 max= 27.386 27.435 27.333 p03 min= 18.882 20.281 20.374 -> 20.374 (0.047 s) avg= 18.991 20.368 20.448 max= 19.087 20.490 20.564 p04 min= 21.107 21.173 21.183 -> 21.183 (0.087 s) avg= 21.136 21.215 21.224 max= 21.166 21.257 21.281 p05 min= 26.457 26.855 26.878 -> 26.878 (0.104 s) avg= 26.528 26.911 26.938 max= 26.610 26.960 26.997 p06 min= 20.089 20.127 20.172 -> 20.172 (0.046 s) avg= 20.194 20.204 20.281 max= 20.282 20.306 20.384 p07 min= 20.138 20.214 20.265 -> 20.265 (0.046 s) avg= 20.290 20.327 20.332 max= 20.369 20.379 20.399 p08 min= 20.018 20.025 20.059 -> 20.059 (0.046 s) avg= 20.313 20.326 20.356 max= 20.617 20.641 20.625 p09 min= 17.241 17.329 17.314 -> 17.329 (0.107 s) avg= 17.288 17.374 17.351 max= 17.333 17.427 17.401 p10 min= 20.478 20.370 20.511 -> 20.511 (0.045 s) avg= 20.594 20.526 20.626 max= 20.714 20.632 20.693 p11 min= 17.451 17.446 17.457 -> 17.457 (0.026 s) avg= 17.735 17.642 17.705 max= 18.040 17.890 18.042 p12 min= 17.469 17.432 17.471 -> 17.471 (0.026 s) avg= 17.751 17.639 17.671 max= 18.047 17.912 17.916 p13 min= 17.185 17.422 17.411 -> 17.422 (0.107 s) avg= 17.220 17.461 17.450 max= 17.283 17.508 17.496 p14 min= 20.055 20.096 20.243 -> 20.243 (0.046 s) avg= 20.140 20.205 20.333 max= 20.219 20.291 20.431 p15 min= 20.175 20.276 20.243 -> 20.276 (0.046 s) avg= 20.286 20.360 20.336 max= 20.381 20.458 20.432 p16 min= 19.583 20.033 19.967 -> 20.033 (0.047 s) avg= 19.660 20.162 20.067 max= 19.721 20.299 20.162 p17 min= 19.761 20.091 20.009 -> 20.091 (0.046 s) avg= 19.848 20.180 20.120 max= 19.958 20.258 20.225 p18 min= 19.489 20.305 20.331 -> 20.331 (0.046 s) avg= 19.563 20.367 20.408 max= 19.636 20.417 20.483 p19 min= 20.165 20.290 20.324 -> 20.324 (0.046 s) avg= 20.261 20.346 20.387 max= 20.331 20.402 20.450 p20 min= 20.198 20.046 20.119 -> 20.198 (0.046 s) avg= 20.301 20.163 20.228 max= 20.405 20.276 20.334 p21 min= 20.200 20.251 20.273 -> 20.273 (0.046 s) avg= 20.259 20.304 20.329 max= 20.316 20.371 20.387 p22 min= 20.276 20.000 20.294 -> 20.294 (0.046 s) avg= 20.363 20.101 20.365 max= 20.430 20.179 20.446 p23 min= 18.803 20.095 20.246 -> 20.246 (0.047 s) avg= 18.869 20.209 20.339 max= 18.936 20.323 20.422 p24 min= 20.265 20.274 20.287 -> 20.287 (0.046 s) avg= 20.387 20.390 20.397 max= 20.492 20.493 20.497 1024 mthd0 p00 min= 53.942 53.822 53.849 -> 53.942 (0.034 s) avg= 53.970 53.874 53.885 max= 53.999 53.899 53.925 p01 min= 73.775 73.696 74.055 -> 74.055 (0.025 s) avg= 74.024 73.936 74.463 max= 74.213 74.075 74.614 p02 min= 73.643 66.720 74.055 -> 74.055 (0.026 s) avg= 73.876 73.150 74.380 max= 74.117 74.169 74.679 p03 min= 53.855 53.840 53.907 -> 53.907 (0.034 s) avg= 53.885 53.871 53.953 max= 53.926 53.908 53.986 p04 min= 53.968 54.003 54.203 -> 54.203 (0.068 s) avg= 53.984 54.020 54.217 max= 53.995 54.033 54.231 p05 min= 64.272 62.163 64.418 -> 64.418 (0.087 s) avg= 64.286 62.178 64.430 max= 64.295 62.215 64.440 p06 min= 53.986 53.911 53.685 -> 53.986 (0.034 s) avg= 54.053 53.952 53.758 max= 54.091 53.991 53.803 p07 min= 53.810 53.737 53.928 -> 53.928 (0.034 s) avg= 53.868 53.791 54.006 max= 53.908 53.823 54.032 p08 min= 53.853 53.781 53.847 -> 53.853 (0.034 s) avg= 53.902 53.861 53.927 max= 53.933 53.904 54.007 p09 min= 54.090 53.960 53.915 -> 54.090 (0.069 s) avg= 54.106 53.977 53.935 max= 54.117 53.992 53.947 p10 min= 53.863 53.780 53.974 -> 53.974 (0.034 s) avg= 53.928 53.845 54.056 max= 53.970 53.922 54.102 p11 min= 53.467 53.417 53.422 -> 53.467 (0.017 s) avg= 53.565 53.524 53.570 max= 53.625 53.583 53.662 p12 min= 51.237 51.736 51.420 -> 51.736 (0.018 s) avg= 53.330 53.584 53.520 max= 53.680 53.869 53.856 p13 min= 49.207 54.086 53.966 -> 54.086 (0.071 s) avg= 49.223 54.106 53.990 max= 49.239 54.121 54.005 p14 min= 50.127 54.006 53.862 -> 54.006 (0.035 s) avg= 50.157 54.056 53.928 max= 50.183 54.081 53.976 p15 min= 49.283 53.924 53.818 -> 53.924 (0.035 s) avg= 49.315 53.993 53.898 max= 49.335 54.046 53.958 p16 min= 50.041 51.772 51.755 -> 51.772 (0.036 s) avg= 50.080 51.795 51.797 max= 50.143 51.835 51.845 p17 min= 53.923 54.007 53.850 -> 54.007 (0.034 s) avg= 53.999 54.059 53.918 max= 54.032 54.081 53.970 p18 min= 54.069 54.017 52.843 -> 54.069 (0.034 s) avg= 54.128 54.047 52.893 max= 54.170 54.076 52.955 p19 min= 44.557 52.937 52.916 -> 52.937 (0.037 s) avg= 44.605 53.017 53.022 max= 44.649 53.077 53.079 p20 min= 53.809 53.885 53.688 -> 53.885 (0.034 s) avg= 53.893 53.974 53.787 max= 53.939 54.034 53.862 p21 min= 53.873 53.965 53.069 -> 53.965 (0.034 s) avg= 53.929 54.027 53.101 max= 53.990 54.054 53.137 p22 min= 53.812 53.766 53.661 -> 53.812 (0.034 s) avg= 53.882 53.824 53.736 max= 53.938 53.860 53.792 p23 min= 53.938 54.008 53.795 -> 54.008 (0.034 s) avg= 54.012 54.056 53.873 max= 54.088 54.082 53.938 p24 min= 53.880 53.814 53.930 -> 53.930 (0.034 s) avg= 53.967 53.876 54.004 max= 54.015 53.925 54.055 mthd1 p00 min= 13.987 14.115 14.152 -> 14.152 (0.131 s) avg= 13.990 14.118 14.154 max= 13.991 14.120 14.155 p01 min= 14.194 14.197 14.239 -> 14.239 (0.130 s) avg= 14.197 14.199 14.241 max= 14.199 14.201 14.243 p02 min= 14.207 13.786 14.228 -> 14.228 (0.131 s) avg= 14.209 13.789 14.229 max= 14.211 13.790 14.231 p03 min= 14.081 13.927 14.168 -> 14.168 (0.132 s) avg= 14.082 13.929 14.170 max= 14.083 13.931 14.173 p04 min= 27.670 27.504 27.780 -> 27.780 (0.134 s) avg= 27.674 27.511 27.784 max= 27.680 27.516 27.789 p05 min= 41.219 40.995 40.977 -> 41.219 (0.135 s) avg= 41.226 41.007 40.980 max= 41.230 41.013 40.984 p06 min= 14.135 14.097 14.110 -> 14.135 (0.131 s) avg= 14.137 14.099 14.113 max= 14.138 14.101 14.114 p07 min= 14.084 14.086 14.172 -> 14.172 (0.131 s) avg= 14.086 14.089 14.174 max= 14.088 14.091 14.177 p08 min= 14.108 14.106 14.095 -> 14.108 (0.131 s) avg= 14.110 14.107 14.096 max= 14.112 14.109 14.098 p09 min= 27.663 27.288 27.585 -> 27.663 (0.134 s) avg= 27.665 27.293 27.588 max= 27.668 27.300 27.591 p10 min= 13.407 13.404 13.934 -> 13.934 (0.136 s) avg= 13.409 13.406 13.936 max= 13.411 13.409 13.938 p11 min= 6.736 7.058 6.981 -> 7.058 (0.134 s) avg= 6.737 7.059 6.982 max= 6.738 7.059 6.982 p12 min= 6.733 7.174 7.120 -> 7.174 (0.132 s) avg= 6.734 7.175 7.121 max= 6.735 7.176 7.122 p13 min= 25.468 27.554 27.607 -> 27.607 (0.138 s) avg= 25.472 27.558 27.611 max= 25.475 27.561 27.615 p14 min= 12.984 14.143 14.085 -> 14.143 (0.135 s) avg= 12.986 14.146 14.087 max= 12.988 14.148 14.088 p15 min= 13.114 14.129 14.108 -> 14.129 (0.134 s) avg= 13.115 14.131 14.110 max= 13.118 14.133 14.111 p16 min= 13.904 14.178 14.114 -> 14.178 (0.131 s) avg= 13.907 14.180 14.116 max= 13.910 14.181 14.118 p17 min= 14.040 14.138 14.128 -> 14.138 (0.131 s) avg= 14.042 14.140 14.130 max= 14.045 14.141 14.133 p18 min= 13.951 13.648 13.745 -> 13.951 (0.134 s) avg= 13.953 13.650 13.746 max= 13.955 13.654 13.749 p19 min= 13.939 13.776 13.916 -> 13.939 (0.133 s) avg= 13.943 13.781 13.919 max= 13.946 13.785 13.922 p20 min= 13.865 14.108 14.114 -> 14.114 (0.132 s) avg= 13.867 14.109 14.117 max= 13.870 14.111 14.120 p21 min= 14.055 14.114 14.129 -> 14.129 (0.131 s) avg= 14.057 14.115 14.131 max= 14.059 14.117 14.135 p22 min= 14.107 14.108 14.114 -> 14.114 (0.131 s) avg= 14.109 14.109 14.115 max= 14.110 14.110 14.117 p23 min= 14.021 14.121 14.148 -> 14.148 (0.131 s) avg= 14.023 14.124 14.150 max= 14.025 14.126 14.152 p24 min= 13.683 14.141 14.202 -> 14.202 (0.132 s) avg= 13.685 14.143 14.203 max= 13.687 14.145 14.204 mthd2 p00 min= 40.209 39.965 40.471 -> 40.471 (0.046 s) avg= 40.341 40.182 40.639 max= 40.518 40.361 40.841 p01 min= 53.737 53.298 53.890 -> 53.890 (0.034 s) avg= 54.372 54.274 54.523 max= 55.003 54.972 55.214 p02 min= 53.737 53.672 53.530 -> 53.737 (0.034 s) avg= 54.013 53.876 54.009 max= 54.237 54.080 54.351 p03 min= 40.043 39.926 40.352 -> 40.352 (0.046 s) avg= 40.199 40.105 40.564 max= 40.436 40.218 40.813 p04 min= 42.130 42.183 42.125 -> 42.183 (0.088 s) avg= 42.197 42.260 42.210 max= 42.275 42.322 42.284 p05 min= 53.925 53.944 53.735 -> 53.944 (0.103 s) avg= 54.041 54.062 53.846 max= 54.154 54.183 53.976 p06 min= 40.194 40.021 40.272 -> 40.272 (0.046 s) avg= 40.415 40.225 40.421 max= 40.613 40.439 40.600 p07 min= 40.469 40.252 40.606 -> 40.606 (0.046 s) avg= 40.705 40.540 40.805 max= 40.823 40.757 40.936 p08 min= 40.195 37.672 39.984 -> 40.195 (0.047 s) avg= 40.796 39.337 40.656 max= 41.369 41.462 41.324 p09 min= 33.929 38.921 32.944 -> 38.921 (0.105 s) avg= 34.009 39.000 33.027 max= 34.112 39.058 33.118 p10 min= 39.841 40.351 40.244 -> 40.351 (0.046 s) avg= 40.566 40.665 40.672 max= 40.896 40.959 40.914 p11 min= 34.726 34.796 33.841 -> 34.796 (0.027 s) avg= 35.189 35.317 35.297 max= 35.608 35.710 36.060 p12 min= 32.001 34.752 34.841 -> 34.841 (0.027 s) avg= 34.730 35.282 35.364 max= 35.670 35.997 35.980 p13 min= 31.881 34.644 34.739 -> 34.739 (0.110 s) avg= 31.938 34.722 34.821 max= 32.026 34.812 34.908 p14 min= 37.221 40.241 40.185 -> 40.241 (0.047 s) avg= 37.296 40.442 40.399 max= 37.425 40.597 40.565 p15 min= 36.358 40.428 40.524 -> 40.524 (0.047 s) avg= 36.508 40.645 40.681 max= 36.641 40.813 40.868 p16 min= 40.515 40.367 40.241 -> 40.515 (0.046 s) avg= 40.665 40.556 40.467 max= 40.836 40.742 40.681 p17 min= 40.355 40.116 40.077 -> 40.355 (0.046 s) avg= 40.555 40.256 40.251 max= 40.761 40.362 40.467 p18 min= 38.830 40.142 39.977 -> 40.142 (0.047 s) avg= 38.974 40.266 40.179 max= 39.190 40.386 40.410 p19 min= 40.188 40.458 40.080 -> 40.458 (0.046 s) avg= 40.441 40.607 40.259 max= 40.710 40.722 40.414 p20 min= 40.245 40.366 40.173 -> 40.366 (0.046 s) avg= 40.448 40.539 40.364 max= 40.665 40.729 40.561 p21 min= 40.192 40.376 40.244 -> 40.376 (0.046 s) avg= 40.383 40.494 40.418 max= 40.579 40.600 40.575 p22 min= 38.101 40.516 40.200 -> 40.516 (0.047 s) avg= 38.250 40.701 40.414 max= 38.334 40.832 40.598 p23 min= 40.272 40.417 40.311 -> 40.417 (0.046 s) avg= 40.463 40.589 40.524 max= 40.683 40.775 40.727 p24 min= 40.709 40.557 40.691 -> 40.709 (0.045 s) avg= 40.932 40.792 40.917 max= 41.114 40.991 41.114 2048 mthd0 p00 min= 82.713 83.302 83.458 -> 83.458 (0.044 s) avg= 82.762 83.404 83.561 max= 82.808 83.498 83.648 p01 min= 115.484 114.884 115.279 -> 115.484 (0.032 s) avg= 115.553 115.116 115.431 max= 115.650 115.259 115.704 p02 min= 115.122 115.415 114.939 -> 115.415 (0.032 s) avg= 115.253 115.522 115.136 max= 115.384 115.652 115.216 p03 min= 83.490 83.453 83.441 -> 83.490 (0.044 s) avg= 83.513 83.504 83.484 max= 83.531 83.571 83.550 p04 min= 83.441 82.623 83.795 -> 83.795 (0.089 s) avg= 83.625 83.141 83.850 max= 83.769 83.824 83.931 p05 min= 100.072 99.732 100.626 -> 100.626 (0.111 s) avg= 100.400 100.308 100.829 max= 100.731 100.900 101.039 p06 min= 81.469 83.535 82.303 -> 83.535 (0.045 s) avg= 82.160 83.562 82.873 max= 83.575 83.592 83.763 p07 min= 83.185 83.086 83.491 -> 83.491 (0.044 s) avg= 83.406 83.742 83.587 max= 83.442 83.857 83.710 p08 min= 83.661 83.559 83.475 -> 83.661 (0.044 s) avg= 83.683 83.581 83.538 max= 83.715 83.605 83.700 p09 min= 81.747 81.861 82.003 -> 82.003 (0.090 s) avg= 83.156 83.249 83.620 max= 83.698 83.813 83.939 p10 min= 78.609 82.750 81.137 -> 82.750 (0.046 s) avg= 83.293 83.631 83.282 max= 83.665 83.724 83.587 p11 min= 83.110 83.062 83.091 -> 83.110 (0.022 s) avg= 83.189 83.165 83.219 max= 83.273 83.317 83.341 p12 min= 83.339 73.405 83.052 -> 83.339 (0.023 s) avg= 83.374 81.915 83.146 max= 83.423 83.277 83.251 p13 min= 84.002 83.934 83.938 -> 84.002 (0.088 s) avg= 84.021 83.952 83.945 max= 84.038 83.971 83.951 p14 min= 80.502 80.431 80.185 -> 80.502 (0.046 s) avg= 81.117 81.042 80.826 max= 83.652 83.597 83.474 p15 min= 83.059 83.074 82.571 -> 83.074 (0.045 s) avg= 83.182 83.183 83.085 max= 83.562 83.362 83.726 p16 min= 80.572 80.903 80.526 -> 80.903 (0.046 s) avg= 80.809 81.062 80.756 max= 81.085 81.316 81.017 p17 min= 80.750 83.204 82.981 -> 83.204 (0.045 s) avg= 81.888 83.477 83.161 max= 83.579 83.775 83.583 p18 min= 82.350 73.496 82.842 -> 82.842 (0.047 s) avg= 82.726 73.613 83.659 max= 83.523 73.791 83.855 p19 min= 79.433 83.477 81.111 -> 83.477 (0.045 s) avg= 79.570 83.571 81.328 max= 79.727 83.633 81.783 p20 min= 82.749 81.923 83.731 -> 83.731 (0.045 s) avg= 82.958 82.162 83.783 max= 83.546 82.617 83.837 p21 min= 82.926 83.400 82.545 -> 83.400 (0.045 s) avg= 83.181 83.538 82.591 max= 83.514 83.727 82.647 p22 min= 83.282 81.014 82.644 -> 83.282 (0.045 s) avg= 83.414 82.186 83.071 max= 83.606 83.716 83.587 p23 min= 83.559 81.487 83.172 -> 83.559 (0.045 s) avg= 83.574 82.131 83.383 max= 83.587 83.512 83.533 p24 min= 83.306 82.055 82.453 -> 83.306 (0.045 s) avg= 83.421 82.399 82.734 max= 83.696 83.528 83.535 mthd1 p00 min= 28.282 28.216 28.257 -> 28.282 (0.131 s) avg= 28.285 28.219 28.262 max= 28.293 28.223 28.266 p01 min= 28.475 28.403 28.502 -> 28.502 (0.130 s) avg= 28.480 28.407 28.507 max= 28.482 28.411 28.511 p02 min= 28.368 28.461 28.376 -> 28.461 (0.130 s) avg= 28.372 28.464 28.380 max= 28.375 28.468 28.383 p03 min= 28.296 28.240 28.257 -> 28.296 (0.131 s) avg= 28.300 28.245 28.261 max= 28.304 28.249 28.264 p04 min= 55.282 55.521 55.595 -> 55.595 (0.133 s) avg= 55.288 55.528 55.602 max= 55.294 55.534 55.608 p05 min= 81.815 81.812 81.645 -> 81.815 (0.136 s) avg= 81.831 81.819 81.658 max= 81.847 81.830 81.667 p06 min= 28.213 26.434 28.233 -> 28.233 (0.134 s) avg= 28.217 26.438 28.236 max= 28.221 26.440 28.240 p07 min= 28.168 28.272 28.202 -> 28.272 (0.131 s) avg= 28.169 28.276 28.206 max= 28.171 28.279 28.212 p08 min= 28.275 23.577 28.284 -> 28.284 (0.139 s) avg= 28.279 23.579 28.288 max= 28.282 23.581 28.289 p09 min= 55.007 55.139 55.112 -> 55.139 (0.134 s) avg= 55.015 55.147 55.121 max= 55.020 55.160 55.127 p10 min= 28.162 28.180 28.210 -> 28.210 (0.131 s) avg= 28.166 28.182 28.217 max= 28.169 28.183 28.223 p11 min= 14.310 14.276 14.263 -> 14.310 (0.129 s) avg= 14.312 14.278 14.265 max= 14.314 14.280 14.267 p12 min= 14.305 13.753 14.272 -> 14.305 (0.131 s) avg= 14.306 13.755 14.274 max= 14.307 13.756 14.276 p13 min= 55.066 54.367 55.249 -> 55.249 (0.135 s) avg= 55.073 54.372 55.258 max= 55.082 54.380 55.268 p14 min= 28.204 28.185 28.197 -> 28.204 (0.131 s) avg= 28.209 28.188 28.200 max= 28.212 28.191 28.202 p15 min= 28.140 28.180 28.285 -> 28.285 (0.131 s) avg= 28.144 28.184 28.288 max= 28.146 28.188 28.293 p16 min= 28.203 28.314 28.140 -> 28.314 (0.131 s) avg= 28.206 28.318 28.144 max= 28.210 28.322 28.148 p17 min= 28.136 28.232 28.245 -> 28.245 (0.131 s) avg= 28.141 28.236 28.248 max= 28.144 28.240 28.250 p18 min= 27.951 27.285 27.864 -> 27.951 (0.134 s) avg= 27.954 27.291 27.870 max= 27.957 27.297 27.872 p19 min= 27.459 27.353 27.820 -> 27.820 (0.134 s) avg= 27.466 27.358 27.825 max= 27.470 27.364 27.832 p20 min= 28.052 28.124 28.337 -> 28.337 (0.131 s) avg= 28.055 28.129 28.341 max= 28.060 28.136 28.347 p21 min= 28.186 28.241 28.161 -> 28.241 (0.131 s) avg= 28.188 28.246 28.165 max= 28.191 28.249 28.169 p22 min= 28.171 28.295 28.158 -> 28.295 (0.131 s) avg= 28.173 28.299 28.161 max= 28.177 28.303 28.166 p23 min= 28.208 28.223 28.162 -> 28.223 (0.131 s) avg= 28.214 28.227 28.166 max= 28.218 28.232 28.169 p24 min= 28.288 28.190 28.140 -> 28.288 (0.131 s) avg= 28.292 28.193 28.142 max= 28.295 28.196 28.147 mthd2 p00 min= 68.384 68.617 67.563 -> 68.617 (0.054 s) avg= 68.728 68.853 67.818 max= 68.949 69.068 68.042 p01 min= 98.676 98.869 99.024 -> 99.024 (0.037 s) avg= 100.021 99.912 100.068 max= 100.999 101.042 100.988 p02 min= 98.719 98.649 99.097 -> 99.097 (0.037 s) avg= 99.086 99.455 99.363 max= 99.656 99.845 99.609 p03 min= 69.126 70.056 68.425 -> 70.056 (0.053 s) avg= 69.380 70.393 68.708 max= 69.592 70.799 68.981 p04 min= 71.848 72.091 71.865 -> 72.091 (0.103 s) avg= 71.990 72.238 72.008 max= 72.142 72.404 72.158 p05 min= 94.334 93.530 94.051 -> 94.334 (0.118 s) avg= 94.581 93.809 94.290 max= 94.855 94.069 94.568 p06 min= 68.762 68.896 69.184 -> 69.184 (0.054 s) avg= 69.032 69.182 69.320 max= 69.379 69.422 69.499 p07 min= 68.380 66.681 69.568 -> 69.568 (0.054 s) avg= 70.094 69.541 69.789 max= 70.848 70.720 70.021 p08 min= 68.630 68.734 68.940 -> 68.940 (0.054 s) avg= 70.015 70.046 70.065 max= 71.414 71.398 71.192 p09 min= 61.272 60.342 60.309 -> 61.272 (0.122 s) avg= 61.425 60.693 61.170 max= 61.622 60.908 61.466 p10 min= 70.043 69.488 69.633 -> 70.043 (0.053 s) avg= 70.368 70.210 70.241 max= 70.773 70.839 71.084 p11 min= 62.916 62.400 62.757 -> 62.916 (0.029 s) avg= 63.717 63.425 63.532 max= 64.779 64.657 64.314 p12 min= 62.885 62.598 62.930 -> 62.930 (0.029 s) avg= 63.635 63.549 63.711 max= 64.152 64.203 64.794 p13 min= 61.490 61.738 61.570 -> 61.738 (0.120 s) avg= 61.658 61.912 61.739 max= 61.852 62.092 61.923 p14 min= 67.899 68.259 68.903 -> 68.903 (0.054 s) avg= 68.079 68.497 69.214 max= 68.334 68.757 69.454 p15 min= 69.287 69.217 69.231 -> 69.287 (0.053 s) avg= 69.633 69.571 69.543 max= 69.904 69.928 69.803 p16 min= 69.806 68.772 68.682 -> 69.806 (0.054 s) avg= 70.041 68.946 68.975 max= 70.209 69.157 69.290 p17 min= 68.820 65.921 69.138 -> 69.138 (0.054 s) avg= 69.173 66.157 69.351 max= 69.509 66.385 69.513 p18 min= 67.992 68.303 68.573 -> 68.573 (0.054 s) avg= 68.182 68.616 68.890 max= 68.352 68.887 69.249 p19 min= 67.843 69.093 67.974 -> 69.093 (0.054 s) avg= 68.128 69.357 68.261 max= 68.485 69.527 68.557 p20 min= 69.182 68.987 68.562 -> 69.182 (0.054 s) avg= 69.451 69.250 68.807 max= 69.702 69.569 69.052 p21 min= 68.304 69.623 68.979 -> 69.623 (0.054 s) avg= 68.576 69.825 69.164 max= 68.747 70.013 69.314 p22 min= 67.703 68.674 68.187 -> 68.674 (0.054 s) avg= 67.919 69.022 68.407 max= 68.280 69.329 68.697 p23 min= 68.958 69.804 69.772 -> 69.804 (0.053 s) avg= 69.234 70.170 70.118 max= 69.520 70.530 70.448 p24 min= 69.223 69.036 70.011 -> 70.011 (0.053 s) avg= 69.480 69.349 70.233 max= 69.671 69.639 70.473 4096 mthd0 p00 min= 166.058 165.369 163.986 -> 166.058 (0.045 s) avg= 166.179 165.708 164.448 max= 166.239 166.002 166.134 p01 min= 226.604 226.417 226.994 -> 226.994 (0.033 s) avg= 226.896 226.798 227.174 max= 227.124 226.954 227.531 p02 min= 227.138 226.982 227.444 -> 227.444 (0.033 s) avg= 227.265 227.306 227.547 max= 227.341 227.690 227.650 p03 min= 166.071 160.931 166.328 -> 166.328 (0.045 s) avg= 166.105 161.056 166.370 max= 166.147 161.227 166.439 p04 min= 165.286 166.608 166.364 -> 166.608 (0.089 s) avg= 165.721 166.655 166.406 max= 166.257 166.756 166.442 p05 min= 194.448 199.020 198.533 -> 199.020 (0.112 s) avg= 197.940 199.440 199.103 max= 199.670 199.891 199.697 p06 min= 161.161 163.747 163.464 -> 163.747 (0.045 s) avg= 162.668 164.785 164.428 max= 165.948 166.461 166.157 p07 min= 166.102 165.391 165.625 -> 166.102 (0.045 s) avg= 166.448 166.404 166.135 max= 166.530 166.593 166.344 p08 min= 165.989 160.177 166.058 -> 166.058 (0.045 s) avg= 166.053 165.803 166.150 max= 166.073 166.280 166.277 p09 min= 162.681 164.973 162.501 -> 164.973 (0.091 s) avg= 165.533 165.788 165.348 max= 166.598 166.218 166.341 p10 min= 165.704 156.257 162.380 -> 165.704 (0.046 s) avg= 165.985 165.446 165.883 max= 166.145 166.106 166.161 p11 min= 165.108 165.504 165.311 -> 165.504 (0.022 s) avg= 165.232 165.608 165.432 max= 165.367 165.656 165.548 p12 min= 165.048 165.337 165.591 -> 165.591 (0.022 s) avg= 165.157 165.382 165.651 max= 165.248 165.444 165.684 p13 min= 166.550 166.532 166.827 -> 166.827 (0.089 s) avg= 166.568 166.557 166.842 max= 166.588 166.576 166.859 p14 min= 159.801 159.945 163.568 -> 163.568 (0.046 s) avg= 161.085 162.335 164.156 max= 166.194 166.292 166.437 p15 min= 165.562 165.675 165.140 -> 165.675 (0.045 s) avg= 165.895 165.962 165.411 max= 166.332 166.262 166.142 p16 min= 160.433 158.001 158.757 -> 160.433 (0.047 s) avg= 160.706 158.646 159.618 max= 161.444 160.843 161.327 p17 min= 165.767 163.550 161.408 -> 165.767 (0.045 s) avg= 165.892 164.441 163.802 max= 165.989 165.997 166.463 p18 min= 158.976 159.408 165.882 -> 165.882 (0.046 s) avg= 160.218 159.654 166.041 max= 162.062 160.109 166.284 p19 min= 161.620 165.281 165.532 -> 165.532 (0.045 s) avg= 161.791 165.658 165.865 max= 162.111 166.464 166.263 p20 min= 164.303 165.924 165.823 -> 165.924 (0.045 s) avg= 164.985 166.025 165.946 max= 166.478 166.068 166.054 p21 min= 164.853 164.883 166.077 -> 166.077 (0.045 s) avg= 165.415 165.401 166.197 max= 166.138 166.517 166.477 p22 min= 164.055 165.461 164.640 -> 165.461 (0.045 s) avg= 164.780 165.897 165.038 max= 166.034 166.380 166.201 p23 min= 163.834 165.685 164.143 -> 165.685 (0.045 s) avg= 164.549 165.947 165.051 max= 166.187 166.294 166.310 p24 min= 164.103 165.271 164.783 -> 165.271 (0.045 s) avg= 165.038 165.500 165.377 max= 166.292 166.197 166.036 mthd1 p00 min= 56.160 56.244 56.169 -> 56.244 (0.132 s) avg= 56.169 56.253 56.174 max= 56.179 56.264 56.179 p01 min= 56.863 56.623 56.743 -> 56.863 (0.130 s) avg= 56.869 56.632 56.749 max= 56.874 56.640 56.754 p02 min= 56.796 55.747 56.878 -> 56.878 (0.131 s) avg= 56.803 55.753 56.882 max= 56.810 55.765 56.888 p03 min= 56.106 56.573 56.368 -> 56.573 (0.131 s) avg= 56.114 56.581 56.376 max= 56.121 56.597 56.385 p04 min= 110.304 110.118 109.967 -> 110.304 (0.134 s) avg= 110.320 110.142 109.994 max= 110.336 110.157 110.016 p05 min= 162.299 162.380 162.187 -> 162.380 (0.137 s) avg= 162.315 162.401 162.215 max= 162.340 162.423 162.242 p06 min= 56.213 56.259 56.246 -> 56.259 (0.132 s) avg= 56.219 56.263 56.253 max= 56.226 56.270 56.261 p07 min= 56.122 56.171 56.208 -> 56.208 (0.132 s) avg= 56.132 56.177 56.220 max= 56.139 56.187 56.231 p08 min= 56.228 56.248 56.166 -> 56.248 (0.132 s) avg= 56.240 56.256 56.173 max= 56.253 56.264 56.181 p09 min= 109.140 108.940 109.225 -> 109.225 (0.136 s) avg= 109.155 108.952 109.239 max= 109.170 108.967 109.254 p10 min= 56.034 56.216 56.114 -> 56.216 (0.132 s) avg= 56.040 56.226 56.120 max= 56.048 56.232 56.125 p11 min= 28.444 28.554 28.537 -> 28.554 (0.130 s) avg= 28.449 28.559 28.541 max= 28.453 28.562 28.545 p12 min= 28.405 28.529 28.573 -> 28.573 (0.130 s) avg= 28.411 28.535 28.577 max= 28.413 28.537 28.579 p13 min= 108.887 108.999 109.450 -> 109.450 (0.136 s) avg= 108.898 109.015 109.464 max= 108.913 109.035 109.485 p14 min= 56.251 56.117 56.023 -> 56.251 (0.132 s) avg= 56.258 56.125 56.031 max= 56.265 56.131 56.037 p15 min= 56.215 56.211 56.219 -> 56.219 (0.132 s) avg= 56.224 56.216 56.225 max= 56.229 56.222 56.228 p16 min= 56.015 56.080 56.315 -> 56.315 (0.132 s) avg= 56.021 56.085 56.327 max= 56.026 56.089 56.338 p17 min= 56.292 55.584 56.303 -> 56.303 (0.132 s) avg= 56.300 55.589 56.310 max= 56.306 55.593 56.317 p18 min= 54.467 55.144 54.313 -> 55.144 (0.135 s) avg= 54.474 55.153 54.325 max= 54.483 55.161 54.339 p19 min= 56.184 56.369 55.146 -> 56.369 (0.132 s) avg= 56.190 56.376 55.158 max= 56.198 56.383 55.169 p20 min= 56.184 56.216 55.907 -> 56.216 (0.132 s) avg= 56.190 56.225 55.913 max= 56.199 56.234 55.919 p21 min= 55.943 56.391 56.349 -> 56.391 (0.132 s) avg= 55.949 56.401 56.356 max= 55.955 56.412 56.365 p22 min= 56.084 56.337 56.123 -> 56.337 (0.132 s) avg= 56.092 56.346 56.133 max= 56.101 56.354 56.145 p23 min= 56.259 56.159 56.249 -> 56.259 (0.132 s) avg= 56.264 56.168 56.255 max= 56.270 56.173 56.260 p24 min= 56.211 56.311 56.165 -> 56.311 (0.132 s) avg= 56.218 56.319 56.173 max= 56.226 56.326 56.180 mthd2 p00 min= 135.254 136.438 136.470 -> 136.470 (0.054 s) avg= 135.776 136.987 136.908 max= 136.212 137.577 137.309 p01 min= 196.891 197.098 197.938 -> 197.938 (0.037 s) avg= 199.146 199.166 199.422 max= 201.487 201.138 200.702 p02 min= 196.689 183.421 197.488 -> 197.488 (0.038 s) avg= 197.944 196.107 198.081 max= 199.245 199.208 198.805 p03 min= 137.945 131.546 133.130 -> 137.945 (0.055 s) avg= 138.444 133.244 137.314 max= 138.933 140.029 139.023 p04 min= 144.693 142.053 143.171 -> 144.693 (0.103 s) avg= 144.941 142.329 143.457 max= 145.197 142.606 143.754 p05 min= 186.268 186.895 186.110 -> 186.895 (0.119 s) avg= 186.750 187.333 186.592 max= 187.300 187.788 187.149 p06 min= 135.466 136.320 136.836 -> 136.836 (0.054 s) avg= 135.984 136.875 137.393 max= 136.398 137.494 137.898 p07 min= 136.098 135.379 139.320 -> 139.320 (0.054 s) avg= 138.022 136.668 139.610 max= 139.684 138.787 139.816 p08 min= 137.359 135.862 138.069 -> 138.069 (0.054 s) avg= 138.874 136.536 139.580 max= 141.309 138.113 141.056 p09 min= 121.077 119.446 121.389 -> 121.389 (0.123 s) avg= 121.344 121.149 121.685 max= 121.666 121.690 122.000 p10 min= 137.778 137.116 137.862 -> 137.862 (0.054 s) avg= 139.262 139.753 139.685 max= 140.535 141.103 141.000 p11 min= 124.464 124.498 124.626 -> 124.626 (0.030 s) avg= 125.766 125.621 126.176 max= 127.316 126.948 127.715 p12 min= 124.323 124.381 124.557 -> 124.557 (0.030 s) avg= 125.736 125.628 126.013 max= 127.590 126.845 127.635 p13 min= 121.354 122.121 122.446 -> 122.446 (0.121 s) avg= 121.690 122.398 122.781 max= 122.080 122.711 123.181 p14 min= 134.256 135.716 136.712 -> 136.712 (0.055 s) avg= 134.887 136.245 137.108 max= 135.444 136.729 137.572 p15 min= 136.156 137.664 137.178 -> 137.664 (0.054 s) avg= 136.801 137.982 137.866 max= 137.414 138.449 138.482 p16 min= 135.666 135.260 136.515 -> 136.515 (0.054 s) avg= 136.119 135.689 137.048 max= 136.653 136.233 137.443 p17 min= 137.027 132.928 134.145 -> 137.027 (0.055 s) avg= 137.624 133.445 134.589 max= 138.266 134.098 134.924 p18 min= 133.386 133.346 135.009 -> 135.009 (0.055 s) avg= 133.949 133.923 135.546 max= 134.383 134.466 135.913 p19 min= 134.903 134.265 132.517 -> 134.903 (0.055 s) avg= 135.530 134.787 132.833 max= 135.945 135.233 133.156 p20 min= 133.984 136.553 136.613 -> 136.613 (0.055 s) avg= 134.618 136.812 137.037 max= 135.232 137.013 137.518 p21 min= 135.897 136.475 136.132 -> 136.475 (0.054 s) avg= 136.457 136.802 136.713 max= 136.986 137.289 137.220 p22 min= 134.167 133.637 135.954 -> 135.954 (0.055 s) avg= 134.832 134.158 136.506 max= 135.464 134.485 136.927 p23 min= 136.432 136.886 135.600 -> 136.886 (0.054 s) avg= 137.089 137.579 136.265 max= 137.755 138.183 136.919 p24 min= 138.162 136.568 136.652 -> 138.162 (0.054 s) avg= 138.577 137.283 137.240 max= 138.894 137.869 137.708 8933 mthd0 p00 min= 201.186 201.223 202.342 -> 202.342 (0.062 s) avg= 201.926 201.811 202.674 max= 203.335 203.295 202.824 p01 min= 257.041 256.965 258.616 -> 258.616 (0.049 s) avg= 257.317 257.064 258.893 max= 257.734 257.203 259.341 p02 min= 258.168 257.421 256.478 -> 258.168 (0.049 s) avg= 258.627 257.562 256.910 max= 258.962 257.684 257.500 p03 min= 203.193 203.611 202.946 -> 203.611 (0.062 s) avg= 203.447 203.874 203.057 max= 203.792 204.171 203.257 p04 min= 202.135 203.916 203.070 -> 203.916 (0.124 s) avg= 202.354 203.960 203.110 max= 202.751 204.002 203.164 p05 min= 233.376 233.545 233.357 -> 233.545 (0.162 s) avg= 233.926 234.749 233.808 max= 234.524 235.369 234.315 p06 min= 199.624 198.698 196.647 -> 199.624 (0.064 s) avg= 200.839 199.646 197.877 max= 204.253 202.876 201.773 p07 min= 201.974 203.576 199.792 -> 203.576 (0.062 s) avg= 202.606 203.931 202.274 max= 203.297 204.357 203.335 p08 min= 203.498 203.245 203.093 -> 203.498 (0.062 s) avg= 203.964 204.241 203.667 max= 204.262 205.008 204.610 p09 min= 202.965 203.622 200.697 -> 203.622 (0.124 s) avg= 203.493 203.670 202.639 max= 204.059 203.727 203.314 p10 min= 199.929 203.346 202.670 -> 203.346 (0.062 s) avg= 202.097 203.707 203.402 max= 202.612 203.890 203.919 p11 min= 201.625 201.663 201.201 -> 201.663 (0.031 s) avg= 202.419 203.077 202.427 max= 203.350 203.671 203.580 p12 min= 203.161 202.003 202.890 -> 203.161 (0.031 s) avg= 204.307 202.987 203.589 max= 204.720 203.723 204.175 p13 min= 203.992 203.374 204.068 -> 204.068 (0.124 s) avg= 204.037 203.416 204.112 max= 204.083 203.462 204.157 p14 min= 202.030 202.322 202.496 -> 202.496 (0.062 s) avg= 202.259 202.530 202.681 max= 202.453 202.776 202.887 p15 min= 200.966 200.101 197.825 -> 200.966 (0.063 s) avg= 201.684 200.266 198.024 max= 203.782 200.429 198.174 p16 min= 197.027 197.380 200.402 -> 200.402 (0.064 s) avg= 197.271 197.528 200.715 max= 197.475 197.659 201.843 p17 min= 199.150 200.154 199.595 -> 200.154 (0.063 s) avg= 199.799 200.366 200.249 max= 202.041 200.603 202.668 p18 min= 201.204 200.813 201.439 -> 201.439 (0.063 s) avg= 202.007 201.157 201.679 max= 203.091 202.119 201.920 p19 min= 201.782 198.392 201.101 -> 201.782 (0.063 s) avg= 202.015 198.862 201.339 max= 202.235 200.236 201.717 p20 min= 203.826 202.023 199.871 -> 203.826 (0.062 s) avg= 204.034 202.336 200.568 max= 204.259 203.099 202.954 p21 min= 201.046 195.595 201.578 -> 201.578 (0.063 s) avg= 201.451 195.684 201.805 max= 202.504 195.744 202.072 p22 min= 202.837 195.989 201.946 -> 202.837 (0.063 s) avg= 203.073 196.297 202.198 max= 203.331 196.858 202.419 p23 min= 199.860 202.951 199.322 -> 202.951 (0.063 s) avg= 200.685 203.106 200.861 max= 203.686 203.292 203.271 p24 min= 203.930 203.958 201.525 -> 203.958 (0.062 s) avg= 204.089 204.188 201.772 max= 204.267 204.377 202.011 mthd1 p00 min= 100.931 101.620 101.189 -> 101.620 (0.124 s) avg= 100.952 101.633 101.196 max= 100.964 101.642 101.202 p01 min= 107.448 107.306 107.588 -> 107.588 (0.117 s) avg= 107.465 107.315 107.598 max= 107.481 107.329 107.612 p02 min= 107.414 107.404 106.938 -> 107.414 (0.117 s) avg= 107.428 107.422 106.947 max= 107.446 107.437 106.960 p03 min= 101.375 101.360 101.222 -> 101.375 (0.124 s) avg= 101.385 101.378 101.236 max= 101.397 101.392 101.246 p04 min= 162.879 162.798 162.521 -> 162.879 (0.155 s) avg= 162.906 162.819 162.542 max= 162.930 162.837 162.556 p05 min= 237.511 238.099 238.075 -> 238.099 (0.159 s) avg= 237.532 238.119 238.105 max= 237.552 238.139 238.141 p06 min= 101.279 100.934 100.895 -> 101.279 (0.125 s) avg= 101.298 100.957 100.908 max= 101.313 100.974 100.917 p07 min= 100.490 100.759 100.414 -> 100.759 (0.125 s) avg= 100.515 100.773 100.427 max= 100.542 100.788 100.442 p08 min= 100.764 101.058 100.917 -> 101.058 (0.125 s) avg= 100.777 101.077 100.929 max= 100.796 101.092 100.940 p09 min= 158.627 152.897 158.494 -> 158.627 (0.161 s) avg= 158.639 152.919 158.521 max= 158.666 152.936 158.546 p10 min= 100.223 100.172 100.763 -> 100.763 (0.125 s) avg= 100.246 100.184 100.784 max= 100.258 100.201 100.804 p11 min= 53.625 53.652 53.712 -> 53.712 (0.117 s) avg= 53.637 53.659 53.725 max= 53.644 53.668 53.741 p12 min= 53.772 53.825 53.909 -> 53.909 (0.117 s) avg= 53.784 53.834 53.919 max= 53.798 53.843 53.928 p13 min= 158.424 158.248 158.477 -> 158.477 (0.159 s) avg= 158.438 158.270 158.506 max= 158.453 158.285 158.530 p14 min= 100.893 100.907 101.266 -> 101.266 (0.125 s) avg= 100.909 100.922 101.280 max= 100.926 100.940 101.294 p15 min= 99.357 98.499 96.495 -> 99.357 (0.128 s) avg= 99.370 98.524 96.511 max= 99.381 98.542 96.533 p16 min= 99.566 100.763 99.146 -> 100.763 (0.126 s) avg= 99.593 100.779 99.161 max= 99.618 100.809 99.185 p17 min= 101.065 97.966 100.673 -> 101.065 (0.126 s) avg= 101.075 97.986 100.693 max= 101.089 98.002 100.711 p18 min= 101.235 101.050 100.816 -> 101.235 (0.125 s) avg= 101.255 101.069 100.832 max= 101.278 101.088 100.842 p19 min= 100.950 97.451 100.677 -> 100.950 (0.126 s) avg= 100.964 97.472 100.698 max= 100.977 97.493 100.724 p20 min= 100.668 99.506 100.697 -> 100.697 (0.126 s) avg= 100.688 99.523 100.707 max= 100.711 99.543 100.718 p21 min= 101.157 100.963 100.621 -> 101.157 (0.125 s) avg= 101.165 100.984 100.629 max= 101.177 100.999 100.656 p22 min= 101.346 101.554 100.954 -> 101.554 (0.124 s) avg= 101.374 101.567 100.975 max= 101.401 101.587 100.992 p23 min= 101.452 100.559 101.066 -> 101.452 (0.125 s) avg= 101.472 100.574 101.076 max= 101.484 100.592 101.090 p24 min= 101.122 101.322 100.591 -> 101.322 (0.125 s) avg= 101.141 101.334 100.613 max= 101.158 101.346 100.646 mthd2 p00 min= 187.186 187.427 185.483 -> 187.427 (0.067 s) avg= 188.249 188.431 186.618 max= 189.377 189.481 187.734 p01 min= 276.035 274.406 273.442 -> 276.035 (0.046 s) avg= 277.844 277.759 276.501 max= 280.262 280.028 279.496 p02 min= 276.046 275.685 273.100 -> 276.046 (0.046 s) avg= 276.800 276.835 275.351 max= 277.491 277.641 277.177 p03 min= 187.362 185.660 185.482 -> 187.362 (0.068 s) avg= 188.408 186.964 186.704 max= 189.865 188.394 187.959 p04 min= 208.730 210.734 208.436 -> 210.734 (0.120 s) avg= 209.174 211.060 208.935 max= 209.608 211.405 209.577 p05 min= 288.510 288.192 286.131 -> 288.510 (0.131 s) avg= 289.209 288.836 286.798 max= 290.040 289.657 287.643 p06 min= 187.668 185.781 187.600 -> 187.668 (0.067 s) avg= 188.495 186.706 188.380 max= 189.614 187.381 189.446 p07 min= 183.685 184.647 183.513 -> 184.647 (0.068 s) avg= 184.388 184.974 184.055 max= 185.268 185.265 184.551 p08 min= 183.798 187.690 187.433 -> 187.690 (0.068 s) avg= 188.554 189.108 189.458 max= 191.298 191.904 191.599 p09 min= 177.301 177.445 178.563 -> 178.563 (0.142 s) avg= 177.827 177.959 179.060 max= 178.359 178.513 179.590 p10 min= 184.871 184.745 184.585 -> 184.871 (0.068 s) avg= 186.508 186.211 184.712 max= 188.274 189.245 184.841 p11 min= 159.934 158.836 159.354 -> 159.934 (0.040 s) avg= 161.677 160.880 161.367 max= 163.122 162.391 163.100 p12 min= 159.182 158.635 158.760 -> 159.182 (0.040 s) avg= 161.123 160.833 160.471 max= 162.724 162.393 162.585 p13 min= 179.224 179.350 179.246 -> 179.350 (0.141 s) avg= 179.753 179.822 179.764 max= 180.351 180.373 180.367 p14 min= 186.329 187.293 187.717 -> 187.717 (0.067 s) avg= 187.489 187.785 188.852 max= 188.557 188.502 189.974 p15 min= 184.896 186.084 183.490 -> 186.084 (0.068 s) avg= 185.555 186.763 184.108 max= 186.054 187.792 184.823 p16 min= 185.328 180.447 187.234 -> 187.234 (0.068 s) avg= 185.958 181.221 188.096 max= 186.613 182.206 189.127 p17 min= 185.964 186.304 186.033 -> 186.304 (0.068 s) avg= 186.600 187.277 187.088 max= 187.386 188.346 188.130 p18 min= 187.679 186.565 186.401 -> 187.679 (0.067 s) avg= 188.409 187.608 187.336 max= 189.208 188.408 188.003 p19 min= 184.540 181.714 187.246 -> 187.246 (0.068 s) avg= 185.585 182.604 187.850 max= 186.438 183.312 188.369 p20 min= 186.570 183.096 186.031 -> 186.570 (0.068 s) avg= 187.295 184.245 187.206 max= 188.233 185.371 188.410 p21 min= 188.639 181.560 187.176 -> 188.639 (0.068 s) avg= 189.325 182.427 187.961 max= 190.136 183.226 188.690 p22 min= 187.314 181.069 187.269 -> 187.314 (0.068 s) avg= 188.014 181.997 188.132 max= 188.515 182.531 188.635 p23 min= 187.927 187.571 186.953 -> 187.927 (0.067 s) avg= 189.128 188.541 188.016 max= 190.337 189.659 189.075 p24 min= 187.905 187.653 187.218 -> 187.905 (0.067 s) avg= 189.065 188.497 188.433 max= 190.074 188.993 189.482 19484 mthd0 p00 min= 590.879 570.926 579.394 -> 590.879 (0.022 s) avg= 591.368 574.638 579.923 max= 592.035 587.664 580.394 p01 min= 743.776 741.377 737.726 -> 743.776 (0.017 s) avg= 746.486 743.146 741.908 max= 748.145 746.144 744.956 p02 min= 747.845 743.131 747.395 -> 747.845 (0.017 s) avg= 749.022 745.171 749.992 max= 750.075 747.268 753.579 p03 min= 593.247 586.133 591.030 -> 593.247 (0.021 s) avg= 593.734 586.514 591.350 max= 594.368 586.909 592.091 p04 min= 583.520 582.141 583.181 -> 583.520 (0.043 s) avg= 586.366 586.760 584.277 max= 594.223 595.969 586.066 p05 min= 669.554 680.844 671.444 -> 680.844 (0.056 s) avg= 671.751 681.395 672.915 max= 673.860 681.854 674.294 p06 min= 552.995 579.647 589.559 -> 589.559 (0.022 s) avg= 556.409 584.923 590.246 max= 563.777 592.857 591.037 p07 min= 577.668 571.447 575.469 -> 577.668 (0.022 s) avg= 584.888 582.732 588.764 max= 586.502 584.187 592.074 p08 min= 571.375 587.777 571.921 -> 587.777 (0.022 s) avg= 582.578 588.337 587.008 max= 583.911 589.467 589.925 p09 min= 575.398 562.350 578.132 -> 578.132 (0.044 s) avg= 582.849 567.307 586.758 max= 587.444 569.415 588.476 p10 min= 590.016 589.365 583.669 -> 590.016 (0.021 s) avg= 590.361 589.943 586.359 max= 590.877 591.193 588.298 p11 min= 580.522 590.160 582.326 -> 590.160 (0.011 s) avg= 582.420 591.461 584.386 max= 585.199 592.634 587.737 p12 min= 580.615 581.548 575.974 -> 581.548 (0.011 s) avg= 582.297 582.908 579.956 max= 584.984 585.135 587.136 p13 min= 583.527 556.217 582.484 -> 583.527 (0.044 s) avg= 583.652 556.333 582.736 max= 583.850 556.476 582.996 p14 min= 591.717 584.510 587.630 -> 591.717 (0.021 s) avg= 592.373 585.172 588.108 max= 593.303 586.586 588.864 p15 min= 582.906 572.642 591.058 -> 591.058 (0.022 s) avg= 587.390 580.925 591.374 max= 591.774 589.655 592.075 p16 min= 560.099 561.628 570.435 -> 570.435 (0.022 s) avg= 564.057 567.655 573.781 max= 573.315 577.465 578.973 p17 min= 569.761 583.784 589.219 -> 589.219 (0.022 s) avg= 578.764 585.811 590.561 max= 585.173 590.156 591.866 p18 min= 583.372 574.419 590.503 -> 590.503 (0.022 s) avg= 584.576 580.607 592.016 max= 585.940 586.392 593.591 p19 min= 591.070 578.233 570.369 -> 591.070 (0.022 s) avg= 591.650 581.966 579.558 max= 592.502 586.864 588.094 p20 min= 567.894 496.635 582.947 -> 582.947 (0.023 s) avg= 577.015 500.739 585.761 max= 587.040 507.230 588.366 p21 min= 577.537 577.873 582.804 -> 582.804 (0.022 s) avg= 580.039 581.457 585.747 max= 584.708 586.249 589.441 p22 min= 583.477 570.010 575.799 -> 583.477 (0.022 s) avg= 585.966 574.482 579.059 max= 590.319 585.486 589.985 p23 min= 581.795 559.346 583.389 -> 583.389 (0.022 s) avg= 583.826 560.572 584.872 max= 587.064 562.153 588.647 p24 min= 580.434 584.810 586.036 -> 586.036 (0.022 s) avg= 582.414 588.710 586.605 max= 585.992 591.731 587.852 mthd1 p00 min= 203.914 204.036 204.432 -> 204.432 (0.062 s) avg= 203.952 204.115 204.478 max= 204.010 204.175 204.519 p01 min= 252.049 252.765 252.859 -> 252.859 (0.050 s) avg= 252.174 252.851 252.957 max= 252.303 252.947 253.068 p02 min= 253.899 252.337 253.957 -> 253.957 (0.050 s) avg= 253.994 252.408 253.994 max= 254.083 252.473 254.053 p03 min= 206.157 204.728 203.907 -> 206.157 (0.062 s) avg= 206.224 204.802 203.983 max= 206.305 204.871 204.054 p04 min= 367.618 370.535 367.919 -> 370.535 (0.068 s) avg= 367.727 370.647 368.011 max= 367.803 370.765 368.124 p05 min= 532.821 541.047 542.056 -> 542.056 (0.070 s) avg= 533.009 541.225 542.186 max= 533.190 541.426 542.369 p06 min= 203.359 204.882 204.430 -> 204.882 (0.062 s) avg= 203.404 204.909 204.472 max= 203.446 204.961 204.515 p07 min= 200.630 204.723 204.471 -> 204.723 (0.062 s) avg= 200.663 204.764 204.522 max= 200.709 204.788 204.559 p08 min= 203.966 205.456 206.086 -> 206.086 (0.062 s) avg= 204.062 205.506 206.177 max= 204.138 205.583 206.216 p09 min= 364.649 362.910 363.724 -> 364.649 (0.069 s) avg= 364.718 363.037 363.823 max= 364.778 363.195 363.928 p10 min= 203.188 204.624 203.672 -> 204.624 (0.062 s) avg= 203.268 204.661 203.722 max= 203.347 204.699 203.827 p11 min= 126.597 126.634 126.707 -> 126.707 (0.050 s) avg= 126.626 126.682 126.751 max= 126.660 126.742 126.802 p12 min= 126.511 126.544 126.923 -> 126.923 (0.050 s) avg= 126.561 126.598 126.990 max= 126.623 126.642 127.039 p13 min= 361.254 360.641 361.895 -> 361.895 (0.070 s) avg= 361.306 360.830 361.970 max= 361.375 361.125 362.077 p14 min= 205.433 204.458 204.890 -> 205.433 (0.062 s) avg= 205.478 204.502 204.956 max= 205.554 204.544 205.046 p15 min= 204.863 205.046 204.846 -> 205.046 (0.062 s) avg= 204.910 205.085 204.941 max= 204.980 205.138 205.019 p16 min= 203.988 201.160 204.657 -> 204.657 (0.062 s) avg= 204.043 201.214 204.717 max= 204.087 201.272 204.789 p17 min= 204.363 204.763 205.028 -> 205.028 (0.062 s) avg= 204.406 204.835 205.074 max= 204.453 204.888 205.146 p18 min= 204.207 204.010 203.945 -> 204.207 (0.062 s) avg= 204.261 204.079 204.014 max= 204.310 204.135 204.080 p19 min= 206.153 203.851 203.905 -> 206.153 (0.062 s) avg= 206.199 203.898 203.954 max= 206.241 203.983 204.026 p20 min= 203.589 204.062 204.051 -> 204.062 (0.062 s) avg= 203.631 204.158 204.127 max= 203.675 204.245 204.187 p21 min= 204.045 204.048 204.930 -> 204.930 (0.062 s) avg= 204.091 204.093 205.012 max= 204.141 204.156 205.074 p22 min= 204.121 204.011 205.138 -> 205.138 (0.062 s) avg= 204.210 204.077 205.170 max= 204.285 204.142 205.208 p23 min= 203.917 205.351 205.271 -> 205.351 (0.062 s) avg= 203.968 205.419 205.320 max= 204.020 205.506 205.372 p24 min= 203.414 204.742 204.393 -> 204.742 (0.062 s) avg= 203.471 204.861 204.439 max= 203.519 204.939 204.473 mthd2 p00 min= 485.341 497.382 488.856 -> 497.382 (0.026 s) avg= 488.508 501.500 491.530 max= 491.269 505.702 495.959 p01 min= 765.637 764.310 765.622 -> 765.637 (0.017 s) avg= 779.536 781.835 784.242 max= 797.952 797.214 797.467 p02 min= 770.428 768.283 769.431 -> 770.428 (0.016 s) avg= 781.281 780.147 777.607 max= 787.891 784.731 785.684 p03 min= 496.465 499.731 489.483 -> 499.731 (0.025 s) avg= 505.179 504.776 493.812 max= 511.457 511.068 496.871 p04 min= 482.539 492.948 492.727 -> 492.948 (0.052 s) avg= 485.223 495.292 495.644 max= 488.354 497.883 498.925 p05 min= 657.263 681.591 665.069 -> 681.591 (0.057 s) avg= 660.852 684.884 667.388 max= 665.568 688.958 671.614 p06 min= 486.518 495.804 498.227 -> 498.227 (0.026 s) avg= 492.426 501.330 502.345 max= 496.986 507.258 507.742 p07 min= 491.604 498.950 492.866 -> 498.950 (0.026 s) avg= 500.726 504.700 507.165 max= 511.986 513.733 516.450 p08 min= 482.935 500.120 494.527 -> 500.120 (0.026 s) avg= 496.874 511.564 509.193 max= 504.528 523.985 522.708 p09 min= 432.886 431.103 438.318 -> 438.318 (0.058 s) avg= 437.224 433.748 441.526 max= 442.111 437.077 445.130 p10 min= 502.381 505.189 486.141 -> 505.189 (0.025 s) avg= 507.167 508.355 504.601 max= 517.742 510.581 517.460 p11 min= 453.108 451.517 463.151 -> 463.151 (0.014 s) avg= 470.403 466.017 473.183 max= 484.472 483.018 486.127 p12 min= 453.172 452.406 463.942 -> 463.942 (0.014 s) avg= 470.266 469.336 472.680 max= 484.700 484.489 484.547 p13 min= 428.179 436.560 438.303 -> 438.303 (0.058 s) avg= 430.619 439.628 441.205 max= 434.147 443.505 444.361 p14 min= 498.328 487.938 486.829 -> 498.328 (0.026 s) avg= 502.649 500.986 491.110 max= 506.525 507.796 497.760 p15 min= 499.938 494.691 483.431 -> 499.938 (0.026 s) avg= 504.718 499.732 488.327 max= 509.097 505.390 492.435 p16 min= 497.765 496.184 476.536 -> 497.765 (0.026 s) avg= 502.224 498.458 479.074 max= 505.530 501.538 481.218 p17 min= 483.128 433.583 492.174 -> 492.174 (0.027 s) avg= 485.985 437.815 493.365 max= 488.683 441.797 495.320 p18 min= 492.664 490.025 497.978 -> 497.978 (0.026 s) avg= 495.763 493.770 503.119 max= 498.587 496.902 507.493 p19 min= 505.988 478.123 483.797 -> 505.988 (0.026 s) avg= 509.736 487.061 488.162 max= 513.532 503.526 491.132 p20 min= 493.301 495.157 488.232 -> 495.157 (0.026 s) avg= 497.446 498.963 492.340 max= 502.650 503.562 495.256 p21 min= 489.071 488.191 491.386 -> 491.386 (0.026 s) avg= 493.439 493.230 496.565 max= 497.810 501.371 505.119 p22 min= 492.420 481.258 485.252 -> 492.420 (0.026 s) avg= 494.873 483.774 490.365 max= 497.637 489.668 493.292 p23 min= 493.855 472.156 478.592 -> 493.855 (0.026 s) avg= 497.657 476.180 482.470 max= 501.229 479.040 485.838 p24 min= 497.202 495.143 494.760 -> 497.202 (0.025 s) avg= 503.193 498.239 501.372 max= 507.903 501.479 507.214 42495 mthd0 p00 min= 782.946 804.561 778.256 -> 804.561 (0.016 s) avg= 789.468 807.706 791.069 max= 806.879 811.714 809.489 p01 min= 979.864 981.350 979.774 -> 981.350 (0.013 s) avg= 981.561 982.427 981.077 max= 983.307 984.274 981.840 p02 min= 984.339 982.695 983.183 -> 984.339 (0.013 s) avg= 985.837 983.613 984.089 max= 986.738 984.447 985.293 p03 min= 813.390 808.083 812.355 -> 813.390 (0.016 s) avg= 814.307 810.309 815.078 max= 816.117 812.466 816.913 p04 min= 806.501 809.089 812.876 -> 812.876 (0.031 s) avg= 807.599 810.306 813.753 max= 809.627 813.127 816.187 p05 min= 900.217 910.140 906.117 -> 910.140 (0.042 s) avg= 906.223 911.332 908.190 max= 909.392 912.231 911.072 p06 min= 802.582 791.325 809.138 -> 809.138 (0.016 s) avg= 805.936 797.105 811.413 max= 809.651 809.832 813.284 p07 min= 789.751 809.867 797.350 -> 809.867 (0.016 s) avg= 804.571 813.433 811.683 max= 806.734 817.892 815.064 p08 min= 806.420 790.623 811.235 -> 811.235 (0.016 s) avg= 807.361 809.248 813.544 max= 808.302 818.556 815.520 p09 min= 740.708 764.756 780.558 -> 780.558 (0.033 s) avg= 747.248 772.492 788.029 max= 753.272 776.968 793.049 p10 min= 781.581 803.275 787.471 -> 803.275 (0.016 s) avg= 804.250 808.077 806.641 max= 813.601 810.073 815.651 p11 min= 757.902 801.074 756.556 -> 801.074 (0.008 s) avg= 797.530 803.100 800.750 max= 806.783 805.697 809.518 p12 min= 757.483 799.807 802.782 -> 802.782 (0.008 s) avg= 800.721 801.268 806.010 max= 810.224 802.346 808.492 p13 min= 782.900 806.999 773.783 -> 806.999 (0.032 s) avg= 784.050 807.755 774.755 max= 794.235 808.594 775.227 p14 min= 795.724 777.811 804.132 -> 804.132 (0.016 s) avg= 800.421 779.129 805.874 max= 808.275 780.354 808.492 p15 min= 794.886 706.472 795.980 -> 795.980 (0.017 s) avg= 799.556 712.669 803.292 max= 813.442 724.588 813.746 p16 min= 794.344 791.457 794.648 -> 794.648 (0.016 s) avg= 800.276 798.215 801.232 max= 813.009 809.565 811.900 p17 min= 796.832 786.162 772.823 -> 796.832 (0.016 s) avg= 805.501 797.623 780.753 max= 812.894 804.662 788.652 p18 min= 792.566 786.952 798.547 -> 798.547 (0.016 s) avg= 797.460 796.480 805.412 max= 811.143 808.716 815.887 p19 min= 793.781 786.684 795.782 -> 795.782 (0.016 s) avg= 798.330 792.004 803.474 max= 810.032 805.108 814.802 p20 min= 793.726 788.655 799.842 -> 799.842 (0.016 s) avg= 801.196 797.563 806.232 max= 810.283 806.102 815.514 p21 min= 788.725 785.384 788.821 -> 788.821 (0.016 s) avg= 794.055 793.065 794.677 max= 805.781 803.276 806.857 p22 min= 755.298 788.617 789.236 -> 789.236 (0.016 s) avg= 781.362 795.953 796.634 max= 806.788 806.764 806.513 p23 min= 790.621 794.817 791.461 -> 794.817 (0.016 s) avg= 797.504 800.285 797.749 max= 809.775 810.659 808.035 p24 min= 789.180 790.539 794.255 -> 794.255 (0.016 s) avg= 794.412 797.427 800.153 max= 806.870 807.028 811.063 mthd1 p00 min= 376.603 376.568 375.077 -> 376.603 (0.034 s) avg= 376.744 376.721 375.330 max= 376.974 376.917 375.703 p01 min= 419.131 420.183 420.423 -> 420.423 (0.030 s) avg= 419.393 420.542 420.654 max= 419.752 420.927 420.887 p02 min= 420.573 420.923 421.824 -> 421.824 (0.030 s) avg= 421.036 421.137 422.129 max= 421.351 421.330 422.385 p03 min= 380.012 377.985 378.750 -> 380.012 (0.034 s) avg= 380.214 378.106 378.895 max= 380.429 378.247 379.056 p04 min= 632.887 627.256 640.458 -> 640.458 (0.040 s) avg= 633.356 627.534 640.773 max= 633.883 627.881 641.100 p05 min= 926.587 936.892 939.512 -> 939.512 (0.041 s) avg= 926.911 937.338 939.693 max= 927.229 937.751 939.961 p06 min= 374.897 366.607 376.445 -> 376.445 (0.034 s) avg= 375.099 371.429 376.671 max= 375.280 371.998 377.008 p07 min= 373.755 376.827 373.603 -> 376.827 (0.034 s) avg= 374.021 377.047 373.720 max= 374.203 377.276 373.838 p08 min= 369.099 362.447 371.775 -> 371.775 (0.035 s) avg= 369.323 362.671 372.053 max= 369.532 362.912 372.239 p09 min= 598.200 589.957 598.588 -> 598.588 (0.043 s) avg= 598.544 590.216 598.980 max= 598.775 590.522 599.505 p10 min= 346.431 337.673 366.061 -> 366.061 (0.036 s) avg= 349.499 338.349 366.283 max= 350.912 338.729 366.454 p11 min= 206.417 209.474 210.175 -> 210.175 (0.031 s) avg= 206.579 209.567 210.292 max= 206.806 209.661 210.426 p12 min= 211.602 209.788 207.079 -> 211.602 (0.030 s) avg= 211.728 209.902 207.167 max= 211.841 210.031 207.295 p13 min= 616.224 613.748 607.302 -> 616.224 (0.042 s) avg= 616.608 613.997 607.506 max= 616.823 614.426 607.697 p14 min= 372.271 374.993 373.388 -> 374.993 (0.034 s) avg= 372.449 375.274 373.584 max= 372.624 375.469 373.766 p15 min= 369.105 375.329 377.962 -> 377.962 (0.034 s) avg= 369.428 375.443 378.098 max= 369.588 375.590 378.333 p16 min= 368.396 373.761 376.143 -> 376.143 (0.034 s) avg= 368.647 373.999 376.357 max= 369.017 374.258 376.581 p17 min= 376.930 373.853 349.538 -> 376.930 (0.035 s) avg= 377.152 374.128 349.765 max= 377.452 374.354 349.962 p18 min= 368.782 376.849 379.396 -> 379.396 (0.034 s) avg= 368.902 377.027 379.625 max= 369.024 377.211 379.908 p19 min= 377.369 373.618 377.133 -> 377.369 (0.034 s) avg= 377.597 373.769 377.328 max= 377.889 373.963 377.473 p20 min= 376.963 373.596 374.544 -> 376.963 (0.034 s) avg= 377.241 373.780 374.799 max= 377.366 373.924 375.136 p21 min= 374.077 352.487 376.397 -> 376.397 (0.035 s) avg= 374.265 352.664 376.526 max= 374.436 352.933 376.742 p22 min= 379.068 375.868 374.000 -> 379.068 (0.034 s) avg= 379.247 376.088 374.243 max= 379.476 376.257 374.467 p23 min= 375.947 375.904 377.398 -> 377.398 (0.034 s) avg= 376.172 376.142 377.612 max= 376.395 376.365 377.757 p24 min= 366.635 375.910 376.479 -> 376.479 (0.034 s) avg= 366.759 376.105 376.805 max= 366.883 376.270 377.061 mthd2 p00 min= 750.514 752.662 751.813 -> 752.662 (0.017 s) avg= 759.119 762.474 760.758 max= 767.777 770.981 768.492 p01 min= 1152.284 1150.811 1152.940 -> 1152.940 (0.011 s) avg= 1165.600 1165.391 1164.366 max= 1177.474 1178.341 1176.633 p02 min= 1159.305 1154.272 1156.873 -> 1159.305 (0.011 s) avg= 1165.474 1160.622 1164.729 max= 1171.589 1165.294 1172.990 p03 min= 757.697 754.964 756.852 -> 757.697 (0.017 s) avg= 768.031 765.591 766.105 max= 775.246 773.985 774.109 p04 min= 780.603 811.875 809.672 -> 811.875 (0.032 s) avg= 786.837 819.937 819.904 max= 798.558 829.062 827.830 p05 min= 1123.857 1132.782 1130.572 -> 1132.782 (0.034 s) avg= 1135.288 1143.800 1140.085 max= 1145.269 1154.699 1150.293 p06 min= 753.793 755.603 754.896 -> 755.603 (0.017 s) avg= 762.205 767.178 765.424 max= 769.848 774.968 775.776 p07 min= 753.945 734.677 731.903 -> 753.945 (0.017 s) avg= 760.068 756.720 756.436 max= 763.816 770.421 765.904 p08 min= 753.795 756.311 757.362 -> 757.362 (0.017 s) avg= 764.098 767.259 768.610 max= 773.043 777.552 776.586 p09 min= 748.714 711.843 729.807 -> 748.714 (0.035 s) avg= 759.392 722.221 739.684 max= 768.375 733.479 751.848 p10 min= 724.552 734.817 756.440 -> 756.440 (0.017 s) avg= 751.376 752.530 760.690 max= 763.049 763.283 764.139 p11 min= 655.331 653.029 658.145 -> 658.145 (0.010 s) avg= 665.097 660.575 663.087 max= 671.189 667.367 667.555 p12 min= 654.395 653.033 658.142 -> 658.142 (0.010 s) avg= 664.580 660.565 663.212 max= 670.308 667.436 668.174 p13 min= 699.228 714.917 708.662 -> 714.917 (0.036 s) avg= 709.495 724.170 718.849 max= 720.616 735.556 729.874 p14 min= 756.433 752.060 753.762 -> 756.433 (0.017 s) avg= 763.079 760.327 762.343 max= 771.792 771.047 772.636 p15 min= 758.206 753.651 757.098 -> 758.206 (0.017 s) avg= 768.273 763.547 768.238 max= 776.251 774.041 778.861 p16 min= 758.764 747.629 760.361 -> 760.361 (0.017 s) avg= 765.854 756.322 766.803 max= 773.235 764.295 775.732 p17 min= 758.680 751.780 757.949 -> 758.680 (0.017 s) avg= 768.102 760.675 768.136 max= 776.406 770.059 775.203 p18 min= 759.069 749.586 759.102 -> 759.102 (0.017 s) avg= 769.557 760.194 769.931 max= 781.132 770.388 778.867 p19 min= 757.947 751.290 755.840 -> 757.947 (0.017 s) avg= 764.961 760.830 765.045 max= 774.387 771.448 775.685 p20 min= 751.908 749.897 752.779 -> 752.779 (0.017 s) avg= 762.219 758.168 763.228 max= 770.401 767.293 770.951 p21 min= 754.915 753.871 752.422 -> 754.915 (0.017 s) avg= 764.238 761.681 761.628 max= 770.654 768.632 770.371 p22 min= 753.824 754.504 754.850 -> 754.850 (0.017 s) avg= 759.724 760.796 761.575 max= 765.324 767.673 769.742 p23 min= 751.693 754.101 756.438 -> 756.438 (0.017 s) avg= 762.905 763.754 767.153 max= 772.298 772.735 775.854 p24 min= 751.463 757.995 757.089 -> 757.995 (0.017 s) avg= 765.415 769.872 769.815 max= 771.734 775.177 775.990 92682 mthd0 p00 min= 1340.402 1352.512 1356.356 -> 1356.356 (0.009 s) avg= 1362.070 1367.902 1374.868 max= 1401.705 1417.274 1423.249 p01 min= 1641.388 1631.616 1651.465 -> 1651.465 (0.008 s) avg= 1644.830 1635.679 1653.453 max= 1650.347 1640.880 1656.235 p02 min= 1647.110 1655.073 1645.877 -> 1655.073 (0.008 s) avg= 1649.343 1658.986 1648.841 max= 1653.334 1661.157 1651.968 p03 min= 1405.078 1418.651 1394.290 -> 1418.651 (0.009 s) avg= 1407.973 1423.005 1397.054 max= 1411.955 1425.426 1399.646 p04 min= 1352.550 1415.281 1405.384 -> 1415.281 (0.018 s) avg= 1354.054 1417.360 1407.786 max= 1356.237 1418.574 1410.605 p05 min= 1552.555 1563.239 1536.297 -> 1563.239 (0.025 s) avg= 1553.987 1564.482 1538.561 max= 1555.157 1566.623 1540.049 p06 min= 1387.886 1399.969 1381.750 -> 1399.969 (0.009 s) avg= 1399.226 1408.626 1388.476 max= 1413.423 1425.187 1394.210 p07 min= 1410.435 1398.962 1369.205 -> 1410.435 (0.009 s) avg= 1420.407 1413.139 1388.905 max= 1424.932 1417.144 1396.310 p08 min= 1398.624 1409.203 1373.152 -> 1409.203 (0.009 s) avg= 1400.739 1413.655 1375.279 max= 1403.418 1417.590 1378.249 p09 min= 1397.313 1405.254 1388.496 -> 1405.254 (0.018 s) avg= 1403.842 1411.602 1395.797 max= 1407.860 1414.985 1399.744 p10 min= 1395.676 1401.875 1387.130 -> 1401.875 (0.009 s) avg= 1403.811 1410.777 1393.745 max= 1409.916 1414.219 1403.596 p11 min= 1388.460 1405.279 1392.017 -> 1405.279 (0.005 s) avg= 1394.164 1410.667 1396.595 max= 1400.577 1415.786 1401.323 p12 min= 1401.054 1398.924 1375.022 -> 1401.054 (0.005 s) avg= 1407.154 1402.931 1382.761 max= 1412.326 1407.841 1393.211 p13 min= 1319.093 1405.365 1383.280 -> 1405.365 (0.019 s) avg= 1320.734 1406.782 1384.478 max= 1322.615 1408.115 1385.730 p14 min= 1393.604 1398.793 1384.794 -> 1398.793 (0.009 s) avg= 1399.139 1401.367 1389.640 max= 1404.145 1406.155 1392.823 p15 min= 1387.074 1380.261 1374.533 -> 1387.074 (0.009 s) avg= 1399.582 1389.906 1384.332 max= 1409.632 1399.289 1391.025 p16 min= 1397.995 1383.434 1391.511 -> 1397.995 (0.009 s) avg= 1404.246 1391.496 1401.635 max= 1407.786 1400.881 1411.576 p17 min= 1386.003 1393.078 1398.045 -> 1398.045 (0.009 s) avg= 1396.198 1408.081 1410.437 max= 1403.712 1420.687 1419.445 p18 min= 1387.349 1382.687 1403.275 -> 1403.275 (0.009 s) avg= 1397.576 1392.607 1414.162 max= 1409.983 1399.638 1420.790 p19 min= 1383.591 1398.302 1407.114 -> 1407.114 (0.009 s) avg= 1392.165 1406.528 1416.065 max= 1403.894 1417.239 1427.130 p20 min= 1384.715 1383.265 1409.195 -> 1409.195 (0.009 s) avg= 1395.040 1395.925 1419.886 max= 1403.608 1404.006 1426.799 p21 min= 1382.893 1385.298 1404.954 -> 1404.954 (0.009 s) avg= 1395.030 1395.413 1415.474 max= 1406.396 1401.632 1422.280 p22 min= 1385.449 1397.991 1414.105 -> 1414.105 (0.009 s) avg= 1398.159 1409.583 1421.738 max= 1408.226 1419.777 1430.792 p23 min= 1390.312 1403.503 1397.896 -> 1403.503 (0.009 s) avg= 1398.808 1413.330 1408.136 max= 1404.760 1423.579 1417.057 p24 min= 1377.054 1408.740 1407.277 -> 1408.740 (0.009 s) avg= 1386.172 1417.869 1416.580 max= 1396.058 1427.782 1427.990 mthd1 p00 min= 706.223 713.298 710.678 -> 713.298 (0.018 s) avg= 706.753 714.465 711.357 max= 707.686 715.341 712.086 p01 min= 815.817 856.192 773.332 -> 856.192 (0.016 s) avg= 817.181 857.215 774.567 max= 818.024 858.317 775.867 p02 min= 861.459 866.498 860.126 -> 866.498 (0.015 s) avg= 862.591 867.293 860.938 max= 863.600 867.933 862.012 p03 min= 715.656 719.269 715.050 -> 719.269 (0.018 s) avg= 717.360 720.562 715.769 max= 718.903 721.564 716.443 p04 min= 1084.948 1066.497 1079.465 -> 1084.948 (0.024 s) avg= 1086.372 1070.921 1080.406 max= 1087.650 1075.744 1081.492 p05 min= 1606.422 1626.550 1590.895 -> 1626.550 (0.024 s) avg= 1608.829 1629.025 1591.938 max= 1611.163 1630.382 1593.103 p06 min= 704.712 712.012 704.417 -> 712.012 (0.018 s) avg= 705.414 712.489 705.208 max= 706.433 713.343 706.034 p07 min= 699.747 701.080 688.947 -> 701.080 (0.018 s) avg= 700.496 701.689 689.717 max= 701.312 702.309 690.350 p08 min= 702.262 704.904 703.008 -> 704.904 (0.018 s) avg= 703.644 706.885 703.562 max= 704.507 708.571 704.128 p09 min= 1027.067 1056.254 1039.706 -> 1056.254 (0.025 s) avg= 1027.780 1058.230 1041.059 max= 1028.999 1060.063 1041.963 p10 min= 669.034 698.952 693.932 -> 698.952 (0.019 s) avg= 669.478 699.595 694.322 max= 670.200 700.482 695.246 p11 min= 430.670 431.102 429.518 -> 431.102 (0.015 s) avg= 431.169 431.400 430.225 max= 431.630 431.883 430.975 p12 min= 429.456 432.401 429.617 -> 432.401 (0.015 s) avg= 430.079 433.056 430.304 max= 430.693 433.539 431.004 p13 min= 1057.366 1048.137 1053.725 -> 1057.366 (0.024 s) avg= 1058.410 1049.015 1054.320 max= 1059.322 1050.177 1055.063 p14 min= 707.505 709.061 701.233 -> 709.061 (0.018 s) avg= 708.550 709.662 702.454 max= 709.863 710.343 703.439 p15 min= 705.465 710.917 702.863 -> 710.917 (0.018 s) avg= 706.577 711.568 703.663 max= 707.354 712.362 704.327 p16 min= 705.398 714.889 706.795 -> 714.889 (0.018 s) avg= 706.074 715.853 707.978 max= 706.665 716.978 708.936 p17 min= 705.910 708.643 713.582 -> 713.582 (0.018 s) avg= 706.934 709.562 714.134 max= 708.427 710.399 714.699 p18 min= 678.878 705.116 718.233 -> 718.233 (0.018 s) avg= 705.515 706.081 719.363 max= 707.930 706.709 720.162 p19 min= 709.578 709.577 714.821 -> 714.821 (0.018 s) avg= 710.228 710.661 715.744 max= 710.923 711.472 716.574 p20 min= 702.850 706.388 718.043 -> 718.043 (0.018 s) avg= 703.371 707.182 718.889 max= 704.391 707.897 719.886 p21 min= 705.316 708.524 712.677 -> 712.677 (0.018 s) avg= 705.883 709.154 713.172 max= 706.797 710.050 713.633 p22 min= 673.824 711.558 718.977 -> 718.977 (0.018 s) avg= 674.259 712.430 720.070 max= 674.671 713.609 720.769 p23 min= 717.115 714.143 713.229 -> 717.115 (0.018 s) avg= 718.219 714.517 713.809 max= 718.869 715.378 714.342 p24 min= 706.167 716.548 713.493 -> 716.548 (0.018 s) avg= 706.865 717.298 714.475 max= 707.739 717.814 715.483 mthd2 p00 min= 1319.190 1319.009 1315.588 -> 1319.190 (0.010 s) avg= 1334.840 1333.043 1330.868 max= 1351.587 1347.756 1345.288 p01 min= 2124.467 2116.739 2127.606 -> 2127.606 (0.006 s) avg= 2139.091 2141.412 2146.885 max= 2159.175 2159.541 2171.704 p02 min= 2118.736 2144.496 2119.512 -> 2144.496 (0.006 s) avg= 2136.592 2165.089 2138.768 max= 2150.812 2183.340 2156.800 p03 min= 1330.856 1332.654 1319.911 -> 1332.654 (0.010 s) avg= 1344.098 1348.249 1335.287 max= 1354.874 1359.836 1347.083 p04 min= 1378.784 1394.538 1375.232 -> 1394.538 (0.018 s) avg= 1402.459 1414.778 1397.719 max= 1428.228 1453.357 1433.556 p05 min= 1942.661 1954.567 1934.532 -> 1954.567 (0.020 s) avg= 1967.606 1989.547 1969.620 max= 2036.913 2050.844 2020.558 p06 min= 1245.680 1338.892 1322.123 -> 1338.892 (0.010 s) avg= 1291.095 1352.321 1340.435 max= 1313.503 1366.343 1359.010 p07 min= 1328.490 1338.196 1313.402 -> 1338.196 (0.010 s) avg= 1339.605 1351.213 1329.282 max= 1352.921 1361.747 1344.986 p08 min= 1323.211 1341.457 1327.701 -> 1341.457 (0.010 s) avg= 1339.447 1356.870 1345.883 max= 1356.518 1376.571 1364.320 p09 min= 1289.817 1272.788 1268.342 -> 1289.817 (0.020 s) avg= 1320.027 1312.488 1303.746 max= 1350.393 1358.925 1345.176 p10 min= 1327.836 1336.319 1335.671 -> 1336.319 (0.010 s) avg= 1335.568 1347.896 1348.739 max= 1347.574 1359.960 1359.492 p11 min= 1196.812 1192.322 1181.286 -> 1196.812 (0.005 s) avg= 1204.455 1203.416 1193.781 max= 1211.650 1211.858 1204.658 p12 min= 1193.371 1187.882 1172.451 -> 1193.371 (0.005 s) avg= 1201.103 1200.839 1184.020 max= 1208.559 1211.115 1196.582 p13 min= 1238.273 1261.543 1269.207 -> 1269.207 (0.020 s) avg= 1274.116 1302.061 1310.704 max= 1300.778 1347.920 1357.410 p14 min= 1331.784 1332.766 1321.098 -> 1332.766 (0.010 s) avg= 1346.643 1351.135 1342.640 max= 1365.230 1369.695 1366.617 p15 min= 1219.795 1332.630 1334.717 -> 1334.717 (0.010 s) avg= 1254.429 1353.319 1352.280 max= 1326.803 1380.960 1379.924 p16 min= 1327.076 1337.905 1339.888 -> 1339.888 (0.010 s) avg= 1340.871 1354.985 1352.281 max= 1358.459 1375.397 1372.124 p17 min= 1327.100 1326.137 1346.517 -> 1346.517 (0.010 s) avg= 1342.112 1347.958 1359.591 max= 1360.860 1365.654 1379.682 p18 min= 1329.200 1338.597 1346.450 -> 1346.450 (0.010 s) avg= 1347.194 1357.284 1364.710 max= 1380.276 1378.682 1384.098 p19 min= 1328.390 1331.878 1350.219 -> 1350.219 (0.010 s) avg= 1347.282 1352.947 1365.815 max= 1372.398 1383.531 1394.572 p20 min= 1326.527 1326.057 1339.568 -> 1339.568 (0.010 s) avg= 1342.542 1343.502 1359.111 max= 1361.704 1363.890 1377.791 p21 min= 1323.389 1337.862 1351.974 -> 1351.974 (0.010 s) avg= 1340.486 1355.040 1366.668 max= 1355.371 1370.313 1383.392 p22 min= 1332.801 1345.043 1346.873 -> 1346.873 (0.010 s) avg= 1344.801 1358.286 1358.312 max= 1356.677 1373.440 1372.183 p23 min= 1322.116 1346.069 1344.234 -> 1346.069 (0.010 s) avg= 1339.409 1364.921 1361.433 max= 1368.316 1390.403 1385.558 p24 min= 1238.835 1348.391 1342.485 -> 1348.391 (0.010 s) avg= 1313.432 1369.477 1365.365 max= 1358.202 1380.773 1377.731 202141 mthd0 p00 min= 1624.724 1318.880 1343.162 -> 1624.724 (0.009 s) avg= 1626.604 1346.841 1370.376 max= 1630.248 1371.143 1391.519 p01 min= 1960.547 1972.877 1965.954 -> 1972.877 (0.007 s) avg= 1966.023 1980.709 1973.525 max= 1972.777 1985.372 1977.889 p02 min= 1950.174 1974.990 1966.980 -> 1974.990 (0.007 s) avg= 1953.079 1979.746 1969.723 max= 1958.245 1985.488 1972.592 p03 min= 1294.511 1280.742 1301.382 -> 1301.382 (0.010 s) avg= 1371.072 1367.388 1377.723 max= 1484.236 1483.377 1503.014 p04 min= 1299.309 1306.269 1298.084 -> 1306.269 (0.021 s) avg= 1305.583 1309.657 1304.750 max= 1308.569 1311.827 1307.542 p05 min= 1649.978 1682.549 1675.442 -> 1682.549 (0.024 s) avg= 1655.347 1687.049 1680.712 max= 1658.532 1690.242 1684.486 p06 min= 1645.472 1667.060 1338.406 -> 1667.060 (0.009 s) avg= 1649.622 1672.657 1378.023 max= 1654.165 1678.226 1425.898 p07 min= 1653.943 1622.252 1651.938 -> 1653.943 (0.008 s) avg= 1655.374 1623.371 1657.040 max= 1657.366 1625.351 1665.653 p08 min= 1667.566 1386.389 1651.927 -> 1667.566 (0.009 s) avg= 1670.389 1581.235 1655.717 max= 1672.500 1646.679 1660.601 p09 min= 1670.824 1650.672 1643.169 -> 1670.824 (0.016 s) avg= 1671.834 1651.554 1643.839 max= 1672.871 1652.275 1644.308 p10 min= 1658.340 1626.565 1668.171 -> 1668.171 (0.008 s) avg= 1660.718 1629.767 1671.246 max= 1663.197 1632.386 1675.328 p11 min= 1645.521 1628.572 1653.857 -> 1653.857 (0.004 s) avg= 1650.749 1632.533 1663.364 max= 1657.557 1637.936 1677.898 p12 min= 1617.480 1639.073 1654.247 -> 1654.247 (0.004 s) avg= 1623.789 1643.123 1659.178 max= 1632.782 1647.130 1675.816 p13 min= 1427.058 1462.357 1675.683 -> 1675.683 (0.018 s) avg= 1435.146 1464.657 1676.082 max= 1443.217 1467.188 1676.442 p14 min= 1282.992 1549.158 1670.902 -> 1670.902 (0.009 s) avg= 1330.142 1606.606 1673.112 max= 1366.505 1633.959 1675.166 p15 min= 1305.999 1628.919 1662.174 -> 1662.174 (0.009 s) avg= 1329.179 1630.498 1664.216 max= 1370.273 1632.671 1665.554 p16 min= 1617.351 1622.924 1663.285 -> 1663.285 (0.008 s) avg= 1619.357 1625.479 1664.587 max= 1622.231 1628.940 1665.950 p17 min= 1622.856 1321.425 1626.999 -> 1626.999 (0.009 s) avg= 1624.359 1373.192 1629.479 max= 1625.591 1413.222 1633.473 p18 min= 1624.405 1341.368 1634.139 -> 1634.139 (0.009 s) avg= 1627.244 1387.638 1636.300 max= 1629.901 1432.661 1640.009 p19 min= 1635.906 1652.564 1646.705 -> 1652.564 (0.008 s) avg= 1637.009 1654.494 1650.799 max= 1638.361 1655.672 1652.629 p20 min= 1636.748 1661.393 1667.902 -> 1667.902 (0.008 s) avg= 1638.421 1665.068 1669.469 max= 1641.154 1667.494 1670.830 p21 min= 1643.172 1671.797 1268.758 -> 1671.797 (0.009 s) avg= 1644.192 1674.429 1329.641 max= 1645.178 1676.778 1393.937 p22 min= 1362.830 1669.163 1308.620 -> 1669.163 (0.009 s) avg= 1382.282 1672.540 1347.016 max= 1404.330 1674.489 1389.629 p23 min= 1664.024 1670.532 1675.455 -> 1675.455 (0.008 s) avg= 1669.004 1673.064 1677.472 max= 1672.306 1675.950 1679.900 p24 min= 1628.929 1665.834 1423.087 -> 1665.834 (0.009 s) avg= 1631.915 1667.745 1443.028 max= 1634.889 1669.842 1470.198 mthd1 p00 min= 1195.314 1204.092 1204.600 -> 1204.600 (0.011 s) avg= 1197.856 1205.715 1206.333 max= 1200.405 1207.276 1208.113 p01 min= 1648.747 1674.206 1653.851 -> 1674.206 (0.008 s) avg= 1653.641 1679.053 1659.029 max= 1657.437 1686.110 1662.601 p02 min= 1650.826 1660.809 1664.923 -> 1664.923 (0.008 s) avg= 1655.404 1664.931 1669.963 max= 1661.065 1667.786 1676.289 p03 min= 1205.985 1238.731 1225.103 -> 1238.731 (0.011 s) avg= 1207.859 1240.445 1228.473 max= 1210.103 1242.703 1231.612 p04 min= 1506.635 1507.408 1499.284 -> 1507.408 (0.018 s) avg= 1509.818 1509.816 1501.627 max= 1513.956 1512.124 1503.251 p05 min= 1862.858 1899.683 1878.285 -> 1899.683 (0.021 s) avg= 1865.941 1903.078 1880.755 max= 1869.380 1906.163 1883.116 p06 min= 1185.428 1200.434 1193.209 -> 1200.434 (0.011 s) avg= 1187.760 1202.742 1195.003 max= 1189.818 1205.192 1197.172 p07 min= 1187.335 1170.716 1177.701 -> 1187.335 (0.011 s) avg= 1188.890 1172.260 1179.513 max= 1190.900 1174.329 1181.580 p08 min= 1194.611 1177.879 1179.710 -> 1194.611 (0.011 s) avg= 1196.766 1180.193 1182.272 max= 1199.229 1182.592 1184.908 p09 min= 1255.890 1238.600 1254.792 -> 1255.890 (0.021 s) avg= 1256.837 1240.147 1256.131 max= 1257.737 1241.912 1257.873 p10 min= 1162.344 1170.337 1184.017 -> 1184.017 (0.011 s) avg= 1163.450 1172.464 1187.055 max= 1165.400 1174.381 1189.605 p11 min= 826.671 820.367 831.960 -> 831.960 (0.008 s) avg= 829.465 822.612 834.781 max= 831.708 825.391 837.109 p12 min= 827.858 822.238 836.668 -> 836.668 (0.008 s) avg= 829.434 824.604 838.454 max= 832.451 826.671 841.105 p13 min= 1244.919 1237.591 1259.296 -> 1259.296 (0.021 s) avg= 1246.698 1238.298 1260.100 max= 1248.505 1238.731 1261.102 p14 min= 1178.634 1182.396 1201.681 -> 1201.681 (0.011 s) avg= 1180.704 1183.794 1203.657 max= 1182.703 1186.410 1206.106 p15 min= 1178.816 1173.546 1185.422 -> 1185.422 (0.011 s) avg= 1181.205 1175.724 1188.599 max= 1183.681 1179.446 1190.914 p16 min= 1173.560 1181.741 1191.366 -> 1191.366 (0.011 s) avg= 1177.799 1184.994 1193.184 max= 1180.476 1189.591 1195.303 p17 min= 1181.166 1184.586 1181.873 -> 1184.586 (0.011 s) avg= 1183.845 1187.433 1184.794 max= 1187.908 1189.090 1186.243 p18 min= 1186.115 1185.675 1187.891 -> 1187.891 (0.011 s) avg= 1188.167 1187.482 1189.086 max= 1191.557 1189.667 1190.782 p19 min= 1188.268 1203.174 1202.464 -> 1203.174 (0.011 s) avg= 1190.951 1205.867 1205.443 max= 1193.629 1210.973 1208.879 p20 min= 1183.119 1211.029 1206.288 -> 1211.029 (0.011 s) avg= 1184.962 1213.050 1208.133 max= 1187.132 1215.231 1209.770 p21 min= 1201.395 1204.089 1187.004 -> 1204.089 (0.011 s) avg= 1203.637 1206.178 1190.341 max= 1205.301 1207.824 1192.992 p22 min= 1194.786 1204.990 1208.275 -> 1208.275 (0.011 s) avg= 1197.069 1207.072 1210.967 max= 1199.940 1209.959 1213.419 p23 min= 1206.950 1202.399 1209.849 -> 1209.849 (0.011 s) avg= 1209.905 1205.019 1212.292 max= 1212.031 1206.694 1216.407 p24 min= 1179.630 1206.101 1222.051 -> 1222.051 (0.011 s) avg= 1181.876 1208.007 1223.624 max= 1183.576 1209.669 1225.038 mthd2 p00 min= 1458.461 1448.549 1532.806 -> 1532.806 (0.009 s) avg= 1512.430 1540.616 1552.840 max= 1561.870 1591.361 1596.262 p01 min= 2806.765 2827.511 2808.138 -> 2827.511 (0.005 s) avg= 2822.105 2847.330 2827.319 max= 2836.573 2876.617 2846.415 p02 min= 2776.204 2836.191 2802.780 -> 2836.191 (0.005 s) avg= 2787.111 2845.755 2811.303 max= 2797.830 2857.375 2821.433 p03 min= 1520.182 1555.960 1501.835 -> 1555.960 (0.009 s) avg= 1571.518 1586.610 1566.275 max= 1628.252 1627.256 1649.603 p04 min= 1506.462 1506.269 1504.090 -> 1506.462 (0.018 s) avg= 1610.101 1611.873 1605.480 max= 1740.069 1728.652 1724.714 p05 min= 2132.502 2147.457 2193.986 -> 2193.986 (0.019 s) avg= 2254.826 2250.635 2292.969 max= 2392.964 2407.121 2433.370 p06 min= 1512.035 1504.572 1398.969 -> 1512.035 (0.009 s) avg= 1550.464 1553.034 1502.771 max= 1586.978 1604.390 1587.851 p07 min= 1505.060 1526.072 1407.013 -> 1526.072 (0.009 s) avg= 1563.387 1547.649 1539.243 max= 1607.478 1579.676 1602.833 p08 min= 1487.175 1476.102 1527.848 -> 1527.848 (0.009 s) avg= 1549.392 1541.464 1553.561 max= 1585.599 1590.599 1579.567 p09 min= 1419.440 1367.314 1447.425 -> 1447.425 (0.019 s) avg= 1506.089 1434.276 1510.278 max= 1605.392 1503.625 1588.300 p10 min= 1474.354 1496.618 1513.276 -> 1513.276 (0.009 s) avg= 1517.564 1526.088 1552.753 max= 1577.304 1560.766 1603.489 p11 min= 1475.464 1482.998 1506.123 -> 1506.123 (0.004 s) avg= 1482.658 1491.407 1516.511 max= 1492.256 1499.029 1525.721 p12 min= 1493.879 1473.976 1512.126 -> 1512.126 (0.004 s) avg= 1501.864 1483.003 1521.449 max= 1508.524 1497.021 1534.915 p13 min= 1406.525 1327.608 1385.516 -> 1406.525 (0.019 s) avg= 1476.091 1411.910 1460.642 max= 1561.812 1492.611 1538.619 p14 min= 1441.237 1405.490 1453.068 -> 1453.068 (0.009 s) avg= 1493.782 1465.322 1491.143 max= 1535.387 1529.480 1547.541 p15 min= 1390.409 1476.055 1484.515 -> 1484.515 (0.009 s) avg= 1488.513 1507.794 1515.346 max= 1558.104 1567.558 1589.164 p16 min= 1437.347 1387.832 1395.496 -> 1437.347 (0.009 s) avg= 1476.600 1479.461 1479.532 max= 1524.787 1540.822 1538.392 p17 min= 1442.475 1432.657 1455.295 -> 1455.295 (0.009 s) avg= 1507.378 1493.468 1505.927 max= 1573.346 1535.834 1544.948 p18 min= 1390.199 1428.849 1453.779 -> 1453.779 (0.009 s) avg= 1453.251 1479.755 1492.444 max= 1567.787 1530.731 1538.045 p19 min= 1426.506 1402.697 1403.968 -> 1426.506 (0.009 s) avg= 1475.917 1474.633 1494.656 max= 1563.281 1568.892 1557.557 p20 min= 1465.104 1430.082 1517.379 -> 1517.379 (0.009 s) avg= 1516.424 1485.124 1547.844 max= 1578.792 1540.183 1575.907 p21 min= 1467.150 1449.351 1466.154 -> 1467.150 (0.009 s) avg= 1520.107 1506.763 1496.433 max= 1554.859 1565.659 1550.822 p22 min= 1429.464 1502.885 1424.857 -> 1502.885 (0.009 s) avg= 1508.805 1532.539 1514.100 max= 1577.462 1582.946 1564.254 p23 min= 1505.136 1515.941 1509.470 -> 1515.941 (0.009 s) avg= 1539.160 1543.224 1548.261 max= 1605.068 1568.283 1591.541 p24 min= 1489.384 1471.088 1427.086 -> 1489.384 (0.009 s) avg= 1524.099 1539.963 1530.726 max= 1554.056 1616.109 1616.378 440872 mthd0 p00 min= 2769.192 2811.361 2234.968 -> 2811.361 (0.005 s) avg= 2779.772 2814.212 2398.761 max= 2783.828 2816.659 2531.623 p01 min= 3083.560 3141.747 3088.485 -> 3141.747 (0.004 s) avg= 3105.337 3152.437 3113.506 max= 3125.865 3168.345 3145.581 p02 min= 3093.687 3131.994 3128.882 -> 3131.994 (0.004 s) avg= 3107.090 3145.677 3142.364 max= 3122.610 3169.028 3155.419 p03 min= 2808.084 2800.005 2506.721 -> 2808.084 (0.005 s) avg= 2814.636 2802.229 2647.846 max= 2822.087 2808.746 2810.339 p04 min= 2815.445 2087.012 2854.372 -> 2854.372 (0.010 s) avg= 2821.418 2160.621 2861.616 max= 2829.322 2690.590 2870.765 p05 min= 2948.056 3012.209 3027.309 -> 3027.309 (0.013 s) avg= 2951.872 3016.928 3032.528 max= 2954.900 3021.983 3035.291 p06 min= 2738.012 2791.424 2817.596 -> 2817.596 (0.005 s) avg= 2745.922 2801.887 2824.682 max= 2753.179 2808.120 2827.752 p07 min= 2765.648 2785.710 2791.530 -> 2791.530 (0.005 s) avg= 2770.033 2794.217 2795.460 max= 2778.319 2803.548 2805.993 p08 min= 2755.002 2185.044 2828.387 -> 2828.387 (0.005 s) avg= 2762.061 2670.968 2831.997 max= 2766.933 2811.935 2836.193 p09 min= 2732.269 2829.876 2828.133 -> 2829.876 (0.009 s) avg= 2734.945 2831.797 2830.112 max= 2736.525 2835.126 2831.784 p10 min= 2706.613 2830.166 2238.940 -> 2830.166 (0.005 s) avg= 2718.700 2836.896 2379.406 max= 2726.464 2846.962 2707.494 p11 min= 2761.906 2810.429 2591.201 -> 2810.429 (0.002 s) avg= 2780.364 2835.344 2643.927 max= 2795.141 2844.850 2752.113 p12 min= 2769.575 2815.850 2701.157 -> 2815.850 (0.002 s) avg= 2774.323 2828.465 2730.463 max= 2791.884 2839.097 2781.948 p13 min= 2747.662 2837.379 2743.507 -> 2837.379 (0.010 s) avg= 2753.424 2838.699 2751.292 max= 2758.415 2840.075 2755.993 p14 min= 2795.318 2771.839 2716.670 -> 2795.318 (0.005 s) avg= 2804.227 2779.430 2729.253 max= 2820.137 2787.084 2742.509 p15 min= 2701.306 2733.920 2727.426 -> 2733.920 (0.005 s) avg= 2707.879 2740.877 2736.720 max= 2713.927 2745.498 2742.850 p16 min= 2087.551 2684.708 2725.840 -> 2725.840 (0.005 s) avg= 2249.829 2692.785 2731.973 max= 2424.705 2702.680 2745.412 p17 min= 2737.689 2668.281 2734.887 -> 2737.689 (0.005 s) avg= 2740.330 2674.401 2742.703 max= 2744.011 2680.024 2757.225 p18 min= 2714.713 2114.504 2760.885 -> 2760.885 (0.005 s) avg= 2718.954 2292.091 2768.413 max= 2732.396 2432.974 2780.895 p19 min= 2728.303 2741.929 2744.711 -> 2744.711 (0.005 s) avg= 2730.986 2747.034 2751.292 max= 2734.955 2750.121 2756.087 p20 min= 2715.264 2615.396 2459.304 -> 2715.264 (0.005 s) avg= 2723.584 2620.524 2635.500 max= 2729.891 2625.598 2756.260 p21 min= 2717.507 2696.712 2287.428 -> 2717.507 (0.005 s) avg= 2722.359 2707.859 2462.445 max= 2725.537 2719.703 2765.822 p22 min= 2702.995 2257.756 2303.334 -> 2702.995 (0.005 s) avg= 2704.817 2349.390 2504.903 max= 2710.540 2552.924 2754.968 p23 min= 2686.720 2770.445 2327.816 -> 2770.445 (0.005 s) avg= 2695.054 2775.798 2484.849 max= 2705.683 2779.440 2754.624 p24 min= 2692.184 2793.547 2403.869 -> 2793.547 (0.005 s) avg= 2699.807 2800.182 2642.958 max= 2710.023 2805.011 2782.229 mthd1 p00 min= 1717.239 1749.083 1747.045 -> 1749.083 (0.008 s) avg= 1723.052 1753.903 1749.945 max= 1731.510 1759.406 1755.665 p01 min= 3033.676 3114.911 3059.996 -> 3114.911 (0.004 s) avg= 3058.132 3131.196 3076.543 max= 3081.060 3151.764 3090.282 p02 min= 3088.529 3085.502 3089.069 -> 3089.069 (0.004 s) avg= 3103.459 3111.176 3109.717 max= 3116.672 3131.238 3126.375 p03 min= 1726.696 1729.629 1732.967 -> 1732.967 (0.008 s) avg= 1733.293 1739.100 1738.048 max= 1739.435 1747.294 1744.860 p04 min= 2386.659 2420.419 2423.679 -> 2423.679 (0.011 s) avg= 2391.758 2424.810 2429.672 max= 2398.448 2429.776 2436.464 p05 min= 2708.198 2793.683 2807.250 -> 2807.250 (0.014 s) avg= 2712.764 2799.522 2812.035 max= 2717.786 2804.458 2816.462 p06 min= 1729.439 1730.797 1738.399 -> 1738.399 (0.008 s) avg= 1733.684 1736.841 1742.423 max= 1737.440 1741.634 1746.401 p07 min= 1715.836 1741.751 1743.542 -> 1743.542 (0.008 s) avg= 1725.529 1746.263 1749.625 max= 1732.817 1752.747 1754.121 p08 min= 1216.514 1233.840 1230.974 -> 1233.840 (0.011 s) avg= 1219.399 1236.336 1233.257 max= 1221.949 1239.414 1237.289 p09 min= 1823.405 1847.571 1845.498 -> 1847.571 (0.014 s) avg= 1826.434 1850.748 1847.605 max= 1829.052 1855.877 1850.192 p10 min= 1722.755 1744.701 1674.225 -> 1744.701 (0.008 s) avg= 1728.051 1750.052 1678.673 max= 1734.556 1754.917 1684.827 p11 min= 1544.881 1562.744 1555.708 -> 1562.744 (0.004 s) avg= 1552.078 1572.708 1566.799 max= 1561.914 1578.500 1578.602 p12 min= 1536.943 1569.129 1536.911 -> 1569.129 (0.004 s) avg= 1546.687 1576.699 1544.662 max= 1555.642 1586.396 1553.384 p13 min= 1839.531 1856.784 1822.354 -> 1856.784 (0.014 s) avg= 1843.964 1860.450 1825.151 max= 1847.521 1863.715 1828.385 p14 min= 1738.071 1731.395 1725.229 -> 1738.071 (0.008 s) avg= 1744.036 1742.595 1730.622 max= 1747.848 1751.549 1735.238 p15 min= 1714.868 1704.617 1678.707 -> 1714.868 (0.008 s) avg= 1720.541 1708.904 1684.994 max= 1724.662 1714.201 1690.091 p16 min= 1705.237 1699.446 1720.496 -> 1720.496 (0.008 s) avg= 1710.534 1706.794 1724.199 max= 1714.661 1715.636 1729.201 p17 min= 1722.123 1699.800 1724.109 -> 1724.109 (0.008 s) avg= 1727.175 1705.949 1730.857 max= 1731.225 1711.061 1736.523 p18 min= 1705.910 1722.277 1723.577 -> 1723.577 (0.008 s) avg= 1710.141 1727.806 1729.016 max= 1715.122 1737.721 1734.917 p19 min= 1697.967 1730.559 1721.928 -> 1730.559 (0.008 s) avg= 1704.105 1735.162 1727.512 max= 1711.187 1738.790 1734.829 p20 min= 1696.262 1691.413 1699.053 -> 1699.053 (0.008 s) avg= 1699.969 1696.169 1707.546 max= 1705.158 1704.262 1716.377 p21 min= 1688.783 1708.654 1716.597 -> 1716.597 (0.008 s) avg= 1696.499 1717.831 1723.081 max= 1702.143 1729.005 1727.169 p22 min= 1706.584 1716.424 1703.050 -> 1716.424 (0.008 s) avg= 1712.577 1721.689 1711.884 max= 1717.413 1728.002 1718.846 p23 min= 1704.881 1735.737 1712.450 -> 1735.737 (0.008 s) avg= 1710.122 1741.118 1720.390 max= 1715.676 1749.666 1725.952 p24 min= 1711.513 1729.975 1739.744 -> 1739.744 (0.008 s) avg= 1719.646 1733.813 1744.145 max= 1725.999 1738.825 1751.014 mthd2 p00 min= 2261.241 2295.826 2401.198 -> 2401.198 (0.006 s) avg= 2530.815 2550.446 2555.524 max= 2662.624 2728.540 2692.677 p01 min= 4840.333 5008.998 4860.021 -> 5008.998 (0.003 s) avg= 4877.493 5032.790 4914.578 max= 4936.976 5068.426 4987.861 p02 min= 4961.980 5015.267 4928.642 -> 5015.267 (0.003 s) avg= 4986.244 5032.959 4948.938 max= 5007.747 5049.039 4972.446 p03 min= 2550.000 2384.226 2483.632 -> 2550.000 (0.005 s) avg= 2662.191 2650.622 2677.362 max= 2774.874 2843.895 2824.546 p04 min= 2572.820 2511.705 2568.787 -> 2572.820 (0.010 s) avg= 2688.064 2695.522 2730.139 max= 2906.564 2993.509 2996.999 p05 min= 3639.850 3444.187 3633.790 -> 3639.850 (0.011 s) avg= 3872.617 3862.123 3909.903 max= 4237.809 4348.536 4478.980 p06 min= 2429.582 2369.108 2446.856 -> 2446.856 (0.005 s) avg= 2581.178 2506.745 2587.660 max= 2700.164 2649.360 2722.945 p07 min= 2429.971 1556.823 2197.088 -> 2429.971 (0.007 s) avg= 2560.583 2333.684 2535.607 max= 2651.176 2672.600 2700.925 p08 min= 2235.659 2344.253 2198.665 -> 2344.253 (0.006 s) avg= 2519.773 2564.018 2473.910 max= 2641.550 2687.523 2664.266 p09 min= 2129.420 2122.296 2171.093 -> 2171.093 (0.012 s) avg= 2372.969 2382.630 2387.419 max= 2639.786 2705.641 2685.697 p10 min= 2163.035 2556.209 2121.944 -> 2556.209 (0.006 s) avg= 2429.709 2620.854 2453.923 max= 2534.417 2714.528 2605.965 p11 min= 2611.986 2658.354 2590.987 -> 2658.354 (0.003 s) avg= 2621.610 2676.044 2612.970 max= 2633.612 2690.410 2654.288 p12 min= 2597.827 2666.650 2594.769 -> 2666.650 (0.003 s) avg= 2611.196 2676.380 2613.112 max= 2641.059 2689.097 2641.218 p13 min= 2198.369 2079.055 2095.001 -> 2198.369 (0.012 s) avg= 2450.258 2301.635 2291.431 max= 2715.465 2605.388 2604.749 p14 min= 2290.125 2073.345 2125.760 -> 2290.125 (0.006 s) avg= 2411.165 2345.869 2407.689 max= 2505.196 2505.282 2590.363 p15 min= 2274.916 2150.658 2247.065 -> 2274.916 (0.006 s) avg= 2503.845 2379.111 2434.190 max= 2682.813 2571.357 2604.718 p16 min= 2180.958 2079.703 2223.381 -> 2223.381 (0.006 s) avg= 2314.166 2266.494 2419.992 max= 2596.924 2410.322 2616.529 p17 min= 2166.021 2104.532 2278.926 -> 2278.926 (0.006 s) avg= 2355.798 2383.363 2401.932 max= 2539.571 2621.585 2541.547 p18 min= 2199.894 2162.537 2140.872 -> 2199.894 (0.006 s) avg= 2422.449 2381.485 2339.746 max= 2576.647 2702.034 2721.314 p19 min= 2199.302 2202.224 2218.481 -> 2218.481 (0.006 s) avg= 2457.535 2437.009 2395.737 max= 2603.318 2679.096 2567.419 p20 min= 2129.292 2101.242 2133.475 -> 2133.475 (0.006 s) avg= 2334.271 2339.733 2402.853 max= 2605.226 2536.911 2664.990 p21 min= 2063.206 2102.073 2200.311 -> 2200.311 (0.006 s) avg= 2365.419 2438.581 2380.812 max= 2641.028 2662.335 2545.700 p22 min= 2173.186 2202.125 2228.821 -> 2228.821 (0.006 s) avg= 2403.670 2421.091 2391.945 max= 2587.900 2613.582 2678.982 p23 min= 2396.799 2322.604 2267.079 -> 2396.799 (0.006 s) avg= 2505.177 2550.540 2389.758 max= 2647.689 2734.768 2514.785 p24 min= 2059.062 1845.301 2196.486 -> 2196.486 (0.007 s) avg= 2277.099 2353.311 2502.861 max= 2581.218 2684.724 2740.003 961548 mthd0 p00 min= 1875.906 1704.782 1749.433 -> 1875.906 (0.010 s) avg= 2042.797 1932.385 1891.272 max= 2090.858 2122.941 2142.057 p01 min= 2645.395 2659.369 2686.714 -> 2686.714 (0.006 s) avg= 2658.657 2677.039 2716.750 max= 2669.543 2697.749 2748.348 p02 min= 2664.956 2681.454 2763.021 -> 2763.021 (0.006 s) avg= 2673.438 2696.656 2767.274 max= 2683.370 2716.191 2774.246 p03 min= 1978.991 1726.608 2182.242 -> 2182.242 (0.009 s) avg= 2102.922 1921.715 2187.738 max= 2125.203 2154.121 2195.445 p04 min= 1870.137 2034.850 2129.250 -> 2129.250 (0.017 s) avg= 2045.830 2093.310 2135.226 max= 2147.933 2155.043 2140.298 p05 min= 2480.552 2539.858 2532.051 -> 2539.858 (0.021 s) avg= 2485.863 2545.411 2540.074 max= 2492.960 2553.365 2552.986 p06 min= 1733.737 1861.200 2182.212 -> 2182.212 (0.009 s) avg= 1931.930 2031.082 2187.154 max= 2063.540 2089.958 2190.484 p07 min= 1723.933 1765.546 2177.616 -> 2177.616 (0.009 s) avg= 2025.368 1993.709 2186.620 max= 2124.076 2114.054 2197.854 p08 min= 1781.410 1779.438 2186.459 -> 2186.459 (0.009 s) avg= 1975.751 2030.689 2191.188 max= 2037.092 2106.376 2194.013 p09 min= 1603.810 1717.737 1885.000 -> 1885.000 (0.020 s) avg= 1675.556 1758.943 1917.705 max= 1777.977 1833.238 1973.904 p10 min= 1695.069 1704.510 1929.123 -> 1929.123 (0.010 s) avg= 1973.816 1793.588 2068.031 max= 2098.433 1899.347 2167.865 p11 min= 2038.474 2118.993 2091.086 -> 2118.993 (0.004 s) avg= 2066.240 2141.220 2103.109 max= 2085.064 2176.334 2118.227 p12 min= 2057.174 2131.015 2059.960 -> 2131.015 (0.004 s) avg= 2065.741 2143.268 2089.732 max= 2087.744 2173.481 2127.451 p13 min= 1456.483 1950.449 1640.481 -> 1950.449 (0.021 s) avg= 1568.397 1971.465 1692.320 max= 1735.477 2022.294 1738.728 p14 min= 1840.896 1857.891 1616.455 -> 1857.891 (0.010 s) avg= 1993.880 2034.091 1803.469 max= 2059.104 2144.197 2026.001 p15 min= 2085.688 1822.239 1665.947 -> 2085.688 (0.009 s) avg= 2091.561 2062.231 1994.865 max= 2096.091 2150.392 2096.337 p16 min= 1603.125 1925.245 2146.619 -> 2146.619 (0.009 s) avg= 1835.977 2022.740 2151.044 max= 2100.202 2138.846 2154.208 p17 min= 1674.086 1739.074 2000.824 -> 2000.824 (0.010 s) avg= 1884.834 1990.833 2130.785 max= 2066.032 2144.360 2156.759 p18 min= 1546.882 842.844 2001.424 -> 2001.424 (0.013 s) avg= 1777.898 1451.131 2134.285 max= 2057.720 2236.210 2167.914 p19 min= 1675.866 1678.094 2081.714 -> 2081.714 (0.010 s) avg= 1887.664 1838.050 2090.177 max= 2085.824 2124.733 2101.606 p20 min= 2032.648 2124.198 2089.731 -> 2124.198 (0.008 s) avg= 2041.955 2129.550 2094.169 max= 2050.375 2137.695 2099.276 p21 min= 1636.733 1669.377 2059.969 -> 2059.969 (0.010 s) avg= 1723.276 1872.022 2070.044 max= 1798.577 2109.528 2078.376 p22 min= 1679.237 2109.454 1718.750 -> 2109.454 (0.010 s) avg= 1819.569 2114.892 1829.614 max= 2074.860 2120.741 1961.622 p23 min= 1707.719 2150.268 2111.974 -> 2150.268 (0.009 s) avg= 1974.746 2159.930 2118.956 max= 2106.348 2171.606 2125.560 p24 min= 1698.566 1972.503 2149.124 -> 2149.124 (0.009 s) avg= 1848.345 2074.521 2154.564 max= 2096.529 2126.999 2165.424 mthd1 p00 min= 1765.922 1444.950 1803.597 -> 1803.597 (0.010 s) avg= 1775.107 1449.100 1813.637 max= 1785.001 1453.275 1822.135 p01 min= 1842.660 1856.672 1898.971 -> 1898.971 (0.009 s) avg= 1848.038 1867.282 1905.509 max= 1855.511 1875.196 1914.458 p02 min= 599.422 607.666 610.766 -> 610.766 (0.029 s) avg= 600.046 608.503 611.393 max= 600.745 609.382 612.446 p03 min= 1810.252 1818.187 1846.723 -> 1846.723 (0.009 s) avg= 1814.071 1822.868 1851.381 max= 1818.957 1834.553 1857.899 p04 min= 1958.003 2158.982 2171.439 -> 2171.439 (0.017 s) avg= 1963.382 2164.382 2176.944 max= 1967.052 2169.063 2182.687 p05 min= 2218.677 2294.703 2295.879 -> 2295.879 (0.023 s) avg= 2228.500 2301.402 2298.677 max= 2235.264 2310.107 2300.259 p06 min= 1730.611 1773.275 1852.529 -> 1852.529 (0.010 s) avg= 1736.610 1778.904 1857.925 max= 1741.241 1783.617 1861.524 p07 min= 1746.668 1806.226 1827.684 -> 1827.684 (0.010 s) avg= 1753.230 1812.836 1835.909 max= 1758.076 1818.042 1841.736 p08 min= 1059.020 1074.413 1077.329 -> 1077.329 (0.016 s) avg= 1061.985 1078.495 1080.631 max= 1064.708 1079.690 1083.112 p09 min= 1490.955 1477.740 1484.803 -> 1490.955 (0.023 s) avg= 1493.465 1481.154 1487.894 max= 1498.359 1484.709 1489.477 p10 min= 1780.651 1783.802 1808.332 -> 1808.332 (0.010 s) avg= 1784.482 1789.412 1813.021 max= 1791.894 1794.415 1818.290 p11 min= 915.516 933.237 927.970 -> 933.237 (0.009 s) avg= 917.448 937.564 931.116 max= 920.564 941.564 934.514 p12 min= 831.941 936.984 924.039 -> 936.984 (0.010 s) avg= 896.067 938.775 925.950 max= 910.322 941.730 929.237 p13 min= 1363.803 1501.012 1504.579 -> 1504.579 (0.024 s) avg= 1452.624 1503.844 1511.567 max= 1486.162 1505.507 1515.824 p14 min= 1780.981 1813.140 1763.027 -> 1813.140 (0.010 s) avg= 1790.262 1819.893 1769.331 max= 1797.360 1831.597 1776.309 p15 min= 1592.236 1817.726 1810.579 -> 1817.726 (0.010 s) avg= 1595.401 1822.030 1813.789 max= 1599.115 1829.861 1820.155 p16 min= 1758.314 1793.605 1807.584 -> 1807.584 (0.010 s) avg= 1764.368 1803.728 1812.291 max= 1769.015 1810.859 1816.888 p17 min= 1581.665 1822.391 1835.050 -> 1835.050 (0.010 s) avg= 1742.865 1828.556 1841.723 max= 1759.891 1833.860 1849.045 p18 min= 1726.819 1814.481 1782.698 -> 1814.481 (0.010 s) avg= 1737.488 1820.899 1788.915 max= 1749.484 1828.309 1795.802 p19 min= 1750.828 1830.857 1792.802 -> 1830.857 (0.010 s) avg= 1759.518 1843.348 1797.069 max= 1765.805 1849.230 1801.360 p20 min= 1747.506 1815.728 1779.702 -> 1815.728 (0.010 s) avg= 1751.255 1819.856 1783.415 max= 1755.598 1826.330 1786.507 p21 min= 1780.954 1780.743 1771.479 -> 1780.954 (0.010 s) avg= 1785.907 1790.102 1779.470 max= 1791.099 1797.965 1787.377 p22 min= 1765.935 1798.194 1776.598 -> 1798.194 (0.010 s) avg= 1772.103 1806.341 1781.655 max= 1781.080 1814.769 1790.672 p23 min= 1749.682 1800.099 1787.350 -> 1800.099 (0.010 s) avg= 1759.642 1805.234 1793.319 max= 1770.311 1810.518 1800.079 p24 min= 1766.967 1793.745 1825.518 -> 1825.518 (0.010 s) avg= 1775.702 1801.003 1832.602 max= 1780.282 1811.029 1842.117 mthd2 p00 min= 1487.640 1625.989 1594.707 -> 1625.989 (0.011 s) avg= 1703.337 1786.683 1874.227 max= 1991.178 1952.969 2077.083 p01 min= 3937.607 3940.738 4044.366 -> 4044.366 (0.004 s) avg= 3969.084 3979.715 4075.328 max= 4018.002 4048.862 4119.178 p02 min= 3988.733 3999.717 4073.251 -> 4073.251 (0.004 s) avg= 4002.930 4038.756 4092.331 max= 4029.722 4094.726 4135.975 p03 min= 1802.697 1719.347 1737.980 -> 1802.697 (0.010 s) avg= 1998.335 1951.070 1981.406 max= 2082.436 2114.845 2146.169 p04 min= 1772.455 1664.839 1769.627 -> 1772.455 (0.020 s) avg= 2075.920 2225.349 2188.498 max= 2371.300 3142.550 2828.839 p05 min= 2358.119 2710.938 2764.197 -> 2764.197 (0.020 s) avg= 2905.052 3036.667 3036.757 max= 3322.825 3574.838 3439.513 p06 min= 1497.025 1601.464 1745.394 -> 1745.394 (0.011 s) avg= 1809.235 1924.586 1998.240 max= 2031.042 2103.427 2147.712 p07 min= 1511.901 1506.510 1736.649 -> 1736.649 (0.011 s) avg= 1757.518 1775.226 1944.881 max= 2077.244 2054.344 2108.445 p08 min= 1625.214 1523.322 1597.712 -> 1625.214 (0.011 s) avg= 1857.270 1810.523 1867.061 max= 2047.154 2046.422 2037.713 p09 min= 1494.451 1548.786 1512.570 -> 1548.786 (0.023 s) avg= 1733.394 1763.626 1780.068 max= 2060.326 2044.038 2132.045 p10 min= 1660.343 1531.113 1704.897 -> 1704.897 (0.011 s) avg= 1777.310 1871.166 1874.151 max= 1921.421 2086.276 2009.085 p11 min= 1982.361 2094.784 2061.444 -> 2094.784 (0.004 s) avg= 1995.087 2110.383 2084.794 max= 2001.024 2125.287 2106.293 p12 min= 2021.724 2082.012 2066.654 -> 2082.012 (0.004 s) avg= 2038.826 2101.830 2076.539 max= 2048.933 2138.199 2095.168 p13 min= 1452.709 1538.701 1612.575 -> 1612.575 (0.023 s) avg= 1686.196 1819.270 1829.322 max= 2001.261 2095.538 2013.017 p14 min= 1568.169 1640.397 1403.077 -> 1640.397 (0.011 s) avg= 1768.276 1816.073 1726.473 max= 2013.409 2070.945 1983.989 p15 min= 1473.429 1553.043 1543.991 -> 1553.043 (0.011 s) avg= 1770.222 1873.189 1885.333 max= 2036.910 2065.172 2077.998 p16 min= 1500.215 1476.057 1519.254 -> 1519.254 (0.012 s) avg= 1770.097 1691.204 1767.113 max= 2079.364 1895.116 2036.988 p17 min= 1436.059 1493.147 1684.049 -> 1684.049 (0.011 s) avg= 1715.386 1836.981 1878.582 max= 2020.636 2031.419 2052.178 p18 min= 1550.654 1604.548 1627.348 -> 1627.348 (0.011 s) avg= 1786.323 1829.511 1867.802 max= 1959.983 2043.760 2069.171 p19 min= 1394.405 1601.032 1475.065 -> 1601.032 (0.012 s) avg= 1714.160 1850.757 1782.545 max= 1889.293 2049.038 2034.626 p20 min= 1552.582 1365.990 1593.687 -> 1593.687 (0.012 s) avg= 1811.471 1669.101 1744.432 max= 2051.014 2081.768 1978.071 p21 min= 1424.984 1463.780 1477.196 -> 1477.196 (0.012 s) avg= 1657.016 1812.647 1764.919 max= 1894.810 1979.504 2062.248 p22 min= 1506.831 1442.570 1562.888 -> 1562.888 (0.012 s) avg= 1717.359 1748.869 1768.622 max= 2041.252 2009.228 2081.543 p23 min= 1674.511 1569.403 1524.374 -> 1674.511 (0.011 s) avg= 1889.922 1858.629 1780.697 max= 2035.195 2064.400 2032.682 p24 min= 1509.205 1689.351 1582.592 -> 1689.351 (0.011 s) avg= 1814.246 1900.254 1844.513 max= 2096.191 2093.380 2127.168 2097152 mthd0 p00 min= 3034.478 2738.654 3494.135 -> 3494.135 (0.008 s) avg= 3336.872 3182.352 3510.923 max= 3396.088 3402.567 3517.743 p01 min= 4640.785 4759.980 4752.085 -> 4759.980 (0.005 s) avg= 4686.693 4797.339 4771.847 max= 4767.988 4823.833 4789.987 p02 min= 3650.268 4655.000 4737.956 -> 4737.956 (0.006 s) avg= 4585.135 4802.244 4776.561 max= 4751.654 4843.844 4802.888 p03 min= 3461.264 3541.099 3469.487 -> 3541.099 (0.007 s) avg= 3471.172 3550.475 3486.955 max= 3488.393 3564.136 3509.925 p04 min= 3262.415 3081.989 2880.592 -> 3262.415 (0.016 s) avg= 3343.394 3383.492 3323.656 max= 3510.078 3607.470 3593.549 p05 min= 4031.744 3543.173 3779.297 -> 4031.744 (0.020 s) avg= 4152.897 4004.121 3943.125 max= 4477.943 4399.177 4114.580 p06 min= 2511.728 1956.598 2616.612 -> 2616.612 (0.011 s) avg= 3027.569 3023.607 3177.429 max= 3346.726 3574.756 3554.712 p07 min= 3444.866 2616.064 3475.996 -> 3475.996 (0.008 s) avg= 3458.346 3177.551 3495.995 max= 3475.973 3529.703 3522.920 p08 min= 2709.205 1850.574 3523.204 -> 3523.204 (0.010 s) avg= 3132.981 3071.151 3534.740 max= 3398.663 3557.172 3544.714 p09 min= 3173.262 2653.675 2605.663 -> 3173.262 (0.018 s) avg= 3332.342 2914.768 2898.446 max= 3370.229 3187.646 3147.242 p10 min= 2614.329 2860.101 3504.880 -> 3504.880 (0.009 s) avg= 3315.062 3113.160 3519.722 max= 3503.920 3570.471 3544.642 p11 min= 3503.943 3499.313 3433.946 -> 3503.943 (0.004 s) avg= 3519.728 3555.862 3464.817 max= 3532.176 3576.854 3488.323 p12 min= 3438.676 3538.183 3439.397 -> 3538.183 (0.004 s) avg= 3462.523 3563.906 3468.117 max= 3493.343 3583.013 3530.464 p13 min= 2769.154 2357.521 2446.566 -> 2769.154 (0.020 s) avg= 3085.044 2767.514 2627.966 max= 3237.695 3223.610 2759.469 p14 min= 3449.558 2607.723 2520.361 -> 3449.558 (0.009 s) avg= 3463.473 3192.733 3136.359 max= 3468.798 3582.597 3475.374 p15 min= 3057.947 2410.741 3392.023 -> 3392.023 (0.009 s) avg= 3365.619 3034.612 3403.035 max= 3423.564 3573.391 3417.160 p16 min= 2794.757 2061.488 2818.738 -> 2818.738 (0.010 s) avg= 3341.806 3027.004 3063.844 max= 3465.565 3569.086 3503.943 p17 min= 3427.660 2054.002 2779.879 -> 3427.660 (0.010 s) avg= 3444.383 2744.174 3298.066 max= 3460.830 3484.475 3414.756 p18 min= 2597.092 2277.147 3353.169 -> 3353.169 (0.009 s) avg= 3262.611 2803.794 3368.517 max= 3506.615 3168.535 3393.955 p19 min= 3429.947 2423.870 3416.336 -> 3429.947 (0.008 s) avg= 3438.813 3001.814 3432.684 max= 3447.970 3553.170 3443.690 p20 min= 3452.375 3350.190 2817.480 -> 3452.375 (0.008 s) avg= 3460.225 3363.887 3195.392 max= 3475.697 3375.252 3494.671 p21 min= 3069.081 2755.524 2781.251 -> 3069.081 (0.009 s) avg= 3343.778 3241.063 3298.861 max= 3446.859 3413.622 3441.113 p22 min= 2800.250 2771.430 2271.868 -> 2800.250 (0.010 s) avg= 3336.926 3262.681 2834.684 max= 3480.635 3468.775 3354.520 p23 min= 2793.491 2379.763 2561.313 -> 2793.491 (0.010 s) avg= 3262.246 2840.000 3028.661 max= 3487.279 3489.786 3463.413 p24 min= 2765.188 2501.995 2651.696 -> 2765.188 (0.010 s) avg= 3164.575 2909.147 2976.381 max= 3425.107 3460.007 3383.835 mthd1 p00 min= 2863.428 2432.767 2926.024 -> 2926.024 (0.009 s) avg= 2889.047 2448.146 2936.762 max= 2908.074 2457.650 2953.020 p01 min= 2930.178 2954.501 2995.264 -> 2995.264 (0.009 s) avg= 2944.838 2978.934 3008.037 max= 2956.367 3000.561 3016.513 p02 min= 886.144 876.840 893.336 -> 893.336 (0.028 s) avg= 890.492 887.370 895.661 max= 892.940 894.680 897.677 p03 min= 2851.840 2965.296 2923.789 -> 2965.296 (0.009 s) avg= 2870.260 2976.703 2936.978 max= 2885.206 2989.730 2950.510 p04 min= 3299.245 2504.403 3246.415 -> 3299.245 (0.017 s) avg= 3307.706 2610.819 3260.362 max= 3318.016 3301.479 3271.923 p05 min= 3351.668 2628.282 3449.891 -> 3449.891 (0.024 s) avg= 3362.938 2672.378 3470.774 max= 3378.972 2777.371 3487.573 p06 min= 2867.045 2953.602 2949.315 -> 2953.602 (0.009 s) avg= 2883.318 2970.159 2966.301 max= 2894.396 2995.384 2984.760 p07 min= 2902.809 2948.486 2933.162 -> 2948.486 (0.009 s) avg= 2924.472 2965.011 2941.472 max= 2935.822 2979.671 2954.767 p08 min= 1641.560 1670.228 1666.687 -> 1670.228 (0.015 s) avg= 1650.851 1678.523 1670.218 max= 1660.553 1683.827 1676.697 p09 min= 2249.203 2272.700 2282.928 -> 2282.928 (0.022 s) avg= 2255.986 2281.002 2291.658 max= 2262.764 2294.171 2299.090 p10 min= 2917.996 2985.593 2947.028 -> 2985.593 (0.009 s) avg= 2930.748 3002.981 2958.236 max= 2946.067 3016.322 2970.975 p11 min= 1476.801 1503.887 1479.385 -> 1503.887 (0.008 s) avg= 1490.541 1510.747 1488.373 max= 1500.349 1517.555 1493.298 p12 min= 1495.718 1130.950 1498.051 -> 1498.051 (0.009 s) avg= 1501.523 1141.200 1504.929 max= 1507.068 1152.332 1517.564 p13 min= 2252.169 2297.690 2289.362 -> 2297.690 (0.022 s) avg= 2259.062 2302.409 2296.283 max= 2265.492 2311.589 2303.191 p14 min= 2900.096 2992.153 2867.202 -> 2992.153 (0.009 s) avg= 2912.008 3014.438 2878.930 max= 2934.902 3034.531 2893.246 p15 min= 2874.291 2967.746 2919.410 -> 2967.746 (0.009 s) avg= 2892.113 2986.487 2937.226 max= 2914.411 3001.368 2949.249 p16 min= 2906.366 2953.070 2929.425 -> 2953.070 (0.009 s) avg= 2920.477 2969.157 2943.742 max= 2937.007 2981.331 2964.809 p17 min= 2902.713 2863.022 2876.894 -> 2902.713 (0.009 s) avg= 2915.624 2888.278 2886.122 max= 2930.195 2903.500 2893.501 p18 min= 2915.951 2889.945 2825.970 -> 2915.951 (0.009 s) avg= 2923.434 2907.741 2842.373 max= 2934.557 2920.890 2856.486 p19 min= 2905.206 2875.963 2939.131 -> 2939.131 (0.009 s) avg= 2915.023 2897.438 2958.791 max= 2931.964 2909.333 2980.094 p20 min= 2942.479 1647.451 2899.406 -> 2942.479 (0.011 s) avg= 2954.408 2090.950 2912.109 max= 2972.811 2452.959 2932.998 p21 min= 2889.674 2436.656 2768.576 -> 2889.674 (0.009 s) avg= 2909.515 2453.457 2783.228 max= 2934.656 2465.915 2807.072 p22 min= 2917.720 2897.660 2825.467 -> 2917.720 (0.009 s) avg= 2935.757 2912.174 2846.853 max= 2953.802 2923.593 2863.850 p23 min= 2865.651 2874.733 2867.406 -> 2874.733 (0.009 s) avg= 2877.456 2886.352 2887.158 max= 2890.630 2897.499 2906.704 p24 min= 2865.572 2807.673 2864.336 -> 2865.572 (0.009 s) avg= 2882.485 2820.128 2880.905 max= 2905.335 2841.592 2896.667 mthd2 p00 min= 2206.033 2526.665 2602.416 -> 2602.416 (0.010 s) avg= 2922.063 3078.117 3202.015 max= 3429.005 3443.351 3465.496 p01 min= 6564.595 6682.488 6676.616 -> 6682.488 (0.004 s) avg= 6594.294 6722.626 6695.215 max= 6650.616 6776.549 6704.793 p02 min= 6327.090 6628.168 6668.464 -> 6668.464 (0.004 s) avg= 6392.113 6779.087 6678.578 max= 6478.289 6838.241 6686.069 p03 min= 2502.460 2804.714 2741.963 -> 2804.714 (0.009 s) avg= 3108.052 3323.846 3180.951 max= 3384.359 3507.882 3457.520 p04 min= 2428.822 2772.690 3062.591 -> 3062.591 (0.018 s) avg= 3570.864 3745.142 3759.640 max= 4991.959 6816.194 5283.590 p05 min= 4144.078 3349.106 3838.398 -> 4144.078 (0.020 s) avg= 4866.292 4665.082 5140.828 max= 5891.803 6184.319 6870.982 p06 min= 2481.437 2555.483 2200.219 -> 2555.483 (0.010 s) avg= 3194.722 3191.759 3052.817 max= 3432.282 3502.328 3490.994 p07 min= 3014.172 2049.337 2821.559 -> 3014.172 (0.010 s) avg= 3272.187 3061.915 3231.931 max= 3404.777 3503.241 3462.270 p08 min= 2591.162 1916.727 3088.152 -> 3088.152 (0.010 s) avg= 3213.164 3194.390 3350.531 max= 3454.536 3498.612 3488.857 p09 min= 2108.928 2002.429 2023.395 -> 2108.928 (0.025 s) avg= 2872.194 2800.637 2892.425 max= 3475.086 3448.605 3386.381 p10 min= 2201.309 2072.776 2188.737 -> 2201.309 (0.012 s) avg= 3222.814 3035.676 3044.271 max= 3481.906 3564.766 3458.068 p11 min= 3367.296 3506.099 3378.928 -> 3506.099 (0.004 s) avg= 3399.644 3516.333 3417.926 max= 3434.846 3527.234 3473.164 p12 min= 3372.625 3471.324 3422.961 -> 3471.324 (0.004 s) avg= 3404.655 3507.899 3436.073 max= 3442.604 3525.763 3474.407 p13 min= 2182.569 2048.084 2053.784 -> 2182.569 (0.024 s) avg= 2991.888 2907.994 2837.328 max= 3407.898 3560.554 3457.680 p14 min= 2536.628 1631.619 2526.178 -> 2536.628 (0.012 s) avg= 2996.871 2854.635 3034.182 max= 3471.922 3547.904 3446.066 p15 min= 2521.282 2410.841 2804.444 -> 2804.444 (0.010 s) avg= 3174.435 3036.394 3143.354 max= 3443.893 3523.299 3564.160 p16 min= 2181.534 2583.769 2304.634 -> 2583.769 (0.011 s) avg= 2928.875 3104.898 2919.466 max= 3445.183 3521.098 3454.468 p17 min= 2734.455 2288.438 2375.945 -> 2734.455 (0.010 s) avg= 3163.267 2868.841 3130.151 max= 3460.784 3390.290 3441.723 p18 min= 2812.236 1871.561 2679.573 -> 2812.236 (0.011 s) avg= 3172.726 2878.675 3247.039 max= 3439.600 3535.654 3458.296 p19 min= 2425.597 2303.985 2374.643 -> 2425.597 (0.011 s) avg= 2949.901 2970.856 3001.033 max= 3466.138 3353.490 3529.751 p20 min= 2165.173 2140.431 2377.874 -> 2377.874 (0.011 s) avg= 3016.438 2968.875 3118.280 max= 3442.695 3470.543 3504.974 p21 min= 2457.339 2275.240 2074.966 -> 2457.339 (0.011 s) avg= 3052.225 2927.276 2890.378 max= 3413.978 3445.387 3317.124 p22 min= 2515.439 1769.145 2180.599 -> 2515.439 (0.012 s) avg= 3049.295 2928.380 2990.148 max= 3467.651 3469.946 3456.814 p23 min= 2543.741 1737.399 2722.231 -> 2722.231 (0.011 s) avg= 3086.374 2956.897 3241.404 max= 3432.193 3495.510 3445.908 p24 min= 2174.350 2317.510 2311.594 -> 2317.510 (0.011 s) avg= 3086.408 2861.496 2859.725 max= 3470.566 3444.708 3456.768 measurment loop: elapsed time = 90.046 sec sum of max elapsed time per entries above = 89.885 sec difference = 0.161 sec = 0.2% The difference is less than 5 % SECTION-LOOP-END SECTION-PATTERN-BEGIN Pattern parameters: p00 cyclic-1dim-x => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used p01 best bi-partit => 2 sendrecv_calls with 16 messages, i.e. 4.2 msgs/used node, all nodes are used p02 worst bi-partit => 2 sendrecv_calls with 16 messages, i.e. 4.2 msgs/used node, all nodes are used p03 acyclic-1dim-all => 2 sendrecv_calls with 30 messages, i.e. 4.2 msgs/used node, all nodes are used p04 acyclic-2dim-all => 4 sendrecv_calls with 48 messages, i.e. 4.2 msgs/used node, all nodes are used p05 acyclic-3dim-all => 6 sendrecv_calls with 56 messages, i.e. 4.2 msgs/used node, all nodes are used p06 cyclic-1dim-all => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used p07 cyclic-2dim-x => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used p08 cyclic-2dim-y => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used p09 cyclic-2dim-all => 4 sendrecv_calls with 64 messages, i.e. 4.2 msgs/used node, all nodes are used p10 cyclic-3dim-x => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used p11 cyclic-3dim-y => 1 sendrecv_calls with 16 messages, i.e. 4.2 msgs/used node, all nodes are used p12 cyclic-3dim-z => 1 sendrecv_calls with 16 messages, i.e. 4.2 msgs/used node, all nodes are used p13 cyclic-3dim-all => 4 sendrecv_calls with 64 messages, i.e. 4.2 msgs/used node, all nodes are used p14 random-cyc-1dim => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used p15 random-cyc-1dim => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used p16 random-cyc-1dim => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used p17 random-cyc-1dim => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used p18 random-cyc-1dim => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used p19 random-cyc-1dim => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used p20 random-cyc-1dim => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used p21 random-cyc-1dim => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used p22 random-cyc-1dim => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used p23 random-cyc-1dim => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used p24 worst-cyc-1dim => 2 sendrecv_calls with 32 messages, i.e. 4.2 msgs/used node, all nodes are used SECTION-PATTERN-END Printing accumulated bandwidth / number of processes = bandwidth per process SECTION-BY-METHODS-BEGIN 2nd analysis path only as information: logavg_pat ( max_mthd ( avg_L ( max_rep ( b(L) ) ) ) ) pattern / methods: Sndrcv Alltoal non-blk -> best method p00 cyclic-1dim-x : 624.664 437.718 533.587 -> 624.664 MByte/s p01 best bi-partit : 397.331 272.244 554.545 -> 554.545 MByte/s p02 worst bi-partit : 398.691 190.990 555.911 -> 555.911 MByte/s p03 acyclic-1dim-all : 590.162 415.344 525.887 -> 590.162 MByte/s p04 acyclic-2dim-all : 461.677 424.361 433.065 -> 461.677 MByte/s p05 acyclic-3dim-all : 419.398 392.371 477.463 -> 477.463 MByte/s p06 cyclic-1dim-all : 601.772 440.588 539.380 -> 601.772 MByte/s p07 cyclic-2dim-x : 640.874 438.249 560.607 -> 640.874 MByte/s p08 cyclic-2dim-y : 646.434 317.742 555.222 -> 646.434 MByte/s p09 cyclic-2dim-all : 613.425 441.672 485.265 -> 613.425 MByte/s p10 cyclic-3dim-x : 632.737 438.358 526.085 -> 632.737 MByte/s p11 cyclic-3dim-y : 640.064 271.933 595.274 -> 640.064 MByte/s p12 cyclic-3dim-z : 642.018 272.517 593.527 -> 642.018 MByte/s p13 cyclic-3dim-all : 599.615 444.392 488.425 -> 599.615 MByte/s p14 random-cyc-1dim : 624.911 440.405 522.946 -> 624.911 MByte/s p15 random-cyc-1dim : 628.848 437.703 532.573 -> 628.848 MByte/s p16 random-cyc-1dim : 603.008 437.231 516.014 -> 603.008 MByte/s p17 random-cyc-1dim : 625.456 435.990 534.447 -> 625.456 MByte/s p18 random-cyc-1dim : 623.829 436.007 531.852 -> 623.829 MByte/s p19 random-cyc-1dim : 631.470 438.823 512.296 -> 631.470 MByte/s p20 random-cyc-1dim : 633.965 437.183 508.725 -> 633.965 MByte/s p21 random-cyc-1dim : 612.102 433.302 508.382 -> 612.102 MByte/s p22 random-cyc-1dim : 601.348 436.106 517.970 -> 601.348 MByte/s p23 random-cyc-1dim : 606.278 434.977 541.978 -> 606.278 MByte/s p24 worst-cyc-1dim : 605.877 436.425 513.041 -> 605.877 MByte/s log_avg of all cartes.: 626.859 375.014 541.535 || 626.859 MByte/s log_avg of all random : 619.012 436.769 522.598 || 619.012 MByte/s log_avg(cart,random) : 622.923 404.715 531.982 || (622.923) MByte/s SECTION-BY-METHODS-END SECTION-BY-REPETITIONS-BEGIN 3rd analysis path only as information: logavg_pat ( max_rep ( avg_L ( max_mthd ( b(L) ) ) ) ) pattern / repetition: rep.0 rep.1 rep.2 -> best repetition p00 cyclic-1dim-x : 598.887 570.911 595.405 -> 598.887 MByte/s p01 best bi-partit : 546.627 553.686 552.373 -> 553.686 MByte/s p02 worst bi-partit : 544.500 554.901 554.359 -> 554.901 MByte/s p03 acyclic-1dim-all : 586.652 584.099 581.194 -> 586.652 MByte/s p04 acyclic-2dim-all : 461.211 451.345 469.461 -> 469.461 MByte/s p05 acyclic-3dim-all : 467.925 453.567 468.931 -> 468.931 MByte/s p06 cyclic-1dim-all : 584.672 599.915 603.751 -> 603.751 MByte/s p07 cyclic-2dim-x : 616.550 595.376 637.908 -> 637.908 MByte/s p08 cyclic-2dim-y : 583.369 517.099 643.182 -> 643.182 MByte/s p09 cyclic-2dim-all : 593.173 578.192 583.931 -> 593.173 MByte/s p10 cyclic-3dim-x : 589.579 598.585 602.553 -> 602.553 MByte/s p11 cyclic-3dim-y : 630.185 638.954 621.801 -> 638.954 MByte/s p12 cyclic-3dim-z : 627.556 640.509 627.228 -> 640.509 MByte/s p13 cyclic-3dim-all : 554.473 568.485 562.324 -> 568.485 MByte/s p14 random-cyc-1dim : 612.121 594.421 588.023 -> 612.121 MByte/s p15 random-cyc-1dim : 597.775 591.239 614.632 -> 614.632 MByte/s p16 random-cyc-1dim : 559.780 593.442 607.852 -> 607.852 MByte/s p17 random-cyc-1dim : 608.030 576.364 597.679 -> 608.030 MByte/s p18 random-cyc-1dim : 585.502 551.515 623.768 -> 623.768 MByte/s p19 random-cyc-1dim : 612.145 591.344 629.389 -> 629.389 MByte/s p20 random-cyc-1dim : 625.818 617.982 593.599 -> 625.818 MByte/s p21 random-cyc-1dim : 596.014 581.206 568.036 -> 596.014 MByte/s p22 random-cyc-1dim : 576.122 582.906 555.543 -> 582.906 MByte/s p23 random-cyc-1dim : 584.934 608.663 586.193 -> 608.663 MByte/s p24 worst-cyc-1dim : 583.795 599.183 580.423 -> 599.183 MByte/s log_avg of all cartes.: 596.958 590.943 609.777 || 615.503 MByte/s log_avg of all random : 595.528 588.656 596.053 || 610.773 MByte/s log_avg(cart,random) : 596.243 589.798 602.876 || (613.133) MByte/s SECTION-BY-REPETITIONS-END SECTION-BY-MTHD-MSGLNG-BEGIN 4th analysis path only as information: for all methods: logavg_pat ( avg_L ( max_rep ( b(L) ) ) ) pattern & method / msg: 1 16 246 4096 92682 2097152 -> average p00 cyclic-1dim-x p00 method 0 : 0.052 0.860 13.553 166.058 1356.356 3494.135 -> 624.664 MByte/s p00 method 1 : 0.012 0.223 3.534 56.244 713.298 2926.024 -> 437.718 MByte/s p00 method 2 : 0.039 0.646 10.194 136.470 1319.190 2602.416 -> 533.587 MByte/s p01 best bi-partit p01 method 0 : 0.035 0.598 9.370 113.497 825.732 2379.990 -> 397.331 MByte/s p01 method 1 : 0.006 0.112 1.781 28.432 428.096 1497.632 -> 272.244 MByte/s p01 method 2 : 0.027 0.434 6.798 98.969 1063.803 3341.244 -> 554.545 MByte/s p02 worst bi-partit p02 method 0 : 0.036 0.599 9.370 113.722 827.537 2368.978 -> 398.691 MByte/s p02 method 1 : 0.006 0.112 1.783 28.439 433.249 446.668 -> 190.990 MByte/s p02 method 2 : 0.027 0.432 6.794 98.744 1072.248 3334.232 -> 555.911 MByte/s p03 acyclic-1dim-all p03 method 0 : 0.049 0.807 12.714 155.932 1329.985 3319.780 -> 590.162 MByte/s p03 method 1 : 0.011 0.209 3.311 53.037 674.315 2779.965 -> 415.344 MByte/s p03 method 2 : 0.037 0.607 9.528 129.323 1249.364 2629.420 -> 525.887 MByte/s p04 acyclic-2dim-all p04 method 0 : 0.039 0.648 10.205 124.956 1061.461 2446.811 -> 461.677 MByte/s p04 method 1 : 0.017 0.331 5.214 82.728 813.711 2474.434 -> 424.361 MByte/s p04 method 2 : 0.031 0.510 7.950 108.520 1045.903 2296.943 -> 433.065 MByte/s p05 acyclic-3dim-all p05 method 0 : 0.036 0.604 9.490 116.095 911.890 2351.851 -> 419.398 MByte/s p05 method 1 : 0.019 0.382 5.995 94.722 948.821 2012.436 -> 392.371 MByte/s p05 method 2 : 0.031 0.507 7.879 109.022 1140.164 2417.379 -> 477.463 MByte/s p06 cyclic-1dim-all p06 method 0 : 0.052 0.860 13.556 163.747 1399.969 2616.612 -> 601.772 MByte/s p06 method 1 : 0.012 0.220 3.541 56.259 712.012 2953.602 -> 440.588 MByte/s p06 method 2 : 0.039 0.650 10.177 136.836 1338.892 2555.483 -> 539.380 MByte/s p07 cyclic-2dim-x p07 method 0 : 0.052 0.860 13.557 166.102 1410.435 3475.996 -> 640.874 MByte/s p07 method 1 : 0.012 0.223 3.530 56.208 701.080 2948.486 -> 438.249 MByte/s p07 method 2 : 0.039 0.655 10.188 139.320 1338.196 3014.172 -> 560.607 MByte/s p08 cyclic-2dim-y p08 method 0 : 0.052 0.860 13.552 166.058 1409.203 3523.204 -> 646.434 MByte/s p08 method 1 : 0.012 0.222 3.528 56.248 704.904 1670.228 -> 317.742 MByte/s p08 method 2 : 0.039 0.649 10.160 138.069 1341.457 3088.152 -> 555.222 MByte/s p09 cyclic-2dim-all p09 method 0 : 0.052 0.864 13.607 164.973 1405.254 3173.262 -> 613.425 MByte/s p09 method 1 : 0.022 0.439 6.920 109.225 1056.254 2282.928 -> 441.672 MByte/s p09 method 2 : 0.035 0.640 10.545 121.389 1289.817 2108.928 -> 485.265 MByte/s p10 cyclic-3dim-x p10 method 0 : 0.052 0.859 13.569 165.704 1401.875 3504.880 -> 632.737 MByte/s p10 method 1 : 0.012 0.222 3.535 56.216 698.952 2985.593 -> 438.358 MByte/s p10 method 2 : 0.040 0.654 10.243 137.862 1336.319 2201.309 -> 526.085 MByte/s p11 cyclic-3dim-y p11 method 0 : 0.052 0.854 13.469 165.504 1405.279 3503.943 -> 640.064 MByte/s p11 method 1 : 0.006 0.112 1.793 28.554 431.102 1503.887 -> 271.933 MByte/s p11 method 2 : 0.034 0.560 8.771 124.626 1196.812 3506.099 -> 595.274 MByte/s p12 cyclic-3dim-z p12 method 0 : 0.052 0.855 13.490 165.591 1401.054 3538.183 -> 642.018 MByte/s p12 method 1 : 0.006 0.112 1.791 28.573 432.401 1498.051 -> 272.517 MByte/s p12 method 2 : 0.034 0.559 8.770 124.557 1193.371 3471.324 -> 593.527 MByte/s p13 cyclic-3dim-all p13 method 0 : 0.052 0.862 13.608 166.827 1405.365 2769.154 -> 599.615 MByte/s p13 method 1 : 0.022 0.438 6.924 109.450 1057.366 2297.690 -> 444.392 MByte/s p13 method 2 : 0.035 0.569 8.954 122.446 1269.207 2182.569 -> 488.425 MByte/s p14 random-cyc-1dim p14 method 0 : 0.052 0.860 13.563 163.568 1398.793 3449.558 -> 624.911 MByte/s p14 method 1 : 0.012 0.223 3.528 56.251 709.061 2992.153 -> 440.405 MByte/s p14 method 2 : 0.039 0.650 10.111 136.712 1332.766 2536.628 -> 522.946 MByte/s p15 random-cyc-1dim p15 method 0 : 0.052 0.861 13.551 165.675 1387.074 3392.023 -> 628.848 MByte/s p15 method 1 : 0.012 0.222 3.501 56.219 710.917 2967.746 -> 437.703 MByte/s p15 method 2 : 0.039 0.653 10.216 137.664 1334.717 2804.444 -> 532.573 MByte/s p16 random-cyc-1dim p16 method 0 : 0.050 0.826 13.040 160.433 1397.995 2818.738 -> 603.008 MByte/s p16 method 1 : 0.012 0.223 3.536 56.315 714.889 2953.070 -> 437.231 MByte/s p16 method 2 : 0.039 0.651 10.230 136.515 1339.888 2583.769 -> 516.014 MByte/s p17 random-cyc-1dim p17 method 0 : 0.052 0.859 13.569 165.767 1398.045 3427.660 -> 625.456 MByte/s p17 method 1 : 0.012 0.223 3.537 56.303 713.582 2902.713 -> 435.990 MByte/s p17 method 2 : 0.039 0.649 10.192 137.027 1346.517 2734.455 -> 534.447 MByte/s p18 random-cyc-1dim p18 method 0 : 0.052 0.861 13.555 165.882 1403.275 3353.169 -> 623.829 MByte/s p18 method 1 : 0.012 0.223 3.532 55.144 718.233 2915.951 -> 436.007 MByte/s p18 method 2 : 0.039 0.652 10.180 135.009 1346.450 2812.236 -> 531.852 MByte/s p19 random-cyc-1dim p19 method 0 : 0.052 0.861 13.537 165.532 1407.114 3429.947 -> 631.470 MByte/s p19 method 1 : 0.012 0.222 3.530 56.369 714.821 2939.131 -> 438.823 MByte/s p19 method 2 : 0.039 0.649 10.220 134.903 1350.219 2425.597 -> 512.296 MByte/s p20 random-cyc-1dim p20 method 0 : 0.052 0.860 13.564 165.924 1409.195 3452.375 -> 633.965 MByte/s p20 method 1 : 0.012 0.222 3.537 56.216 718.043 2942.479 -> 437.183 MByte/s p20 method 2 : 0.039 0.649 10.197 136.613 1339.568 2377.874 -> 508.725 MByte/s p21 random-cyc-1dim p21 method 0 : 0.052 0.860 13.567 166.077 1404.954 3069.081 -> 612.102 MByte/s p21 method 1 : 0.012 0.223 3.537 56.391 712.677 2889.674 -> 433.302 MByte/s p21 method 2 : 0.039 0.648 10.170 136.475 1351.974 2457.339 -> 508.382 MByte/s p22 random-cyc-1dim p22 method 0 : 0.052 0.861 13.560 165.461 1414.105 2800.250 -> 601.348 MByte/s p22 method 1 : 0.012 0.223 3.535 56.337 718.977 2917.720 -> 436.106 MByte/s p22 method 2 : 0.039 0.653 10.225 135.954 1346.873 2515.439 -> 517.970 MByte/s p23 random-cyc-1dim p23 method 0 : 0.052 0.861 13.567 165.685 1403.503 2793.491 -> 606.278 MByte/s p23 method 1 : 0.012 0.223 3.541 56.259 717.115 2874.733 -> 434.977 MByte/s p23 method 2 : 0.039 0.649 10.226 136.886 1346.069 2722.231 -> 541.978 MByte/s p24 worst-cyc-1dim p24 method 0 : 0.052 0.860 13.545 165.271 1408.740 2765.188 -> 605.877 MByte/s p24 method 1 : 0.012 0.222 3.533 56.311 716.548 2865.572 -> 436.425 MByte/s p24 method 2 : 0.039 0.652 10.219 138.162 1348.391 2317.510 -> 513.041 MByte/s log_avg of all cartes. - cartesian, method 0 : 0.052 0.859 13.551 165.561 1404.800 3243.041 || 626.859 MByte/s - cartesian, method 1 : 0.012 0.222 3.528 56.059 689.702 2181.651 || 375.014 MByte/s - cartesian, method 2 : 0.037 0.616 9.700 130.424 1286.624 2712.822 || 541.535 MByte/s log_avg of all random - random, method 0 : 0.052 0.857 13.506 164.992 1402.388 3186.022 || 619.012 MByte/s - random, method 1 : 0.012 0.223 3.531 56.179 714.825 2929.335 || 436.769 MByte/s - random, method 2 : 0.039 0.650 10.197 136.373 1343.490 2592.562 || 522.598 MByte/s log_avg(cart,random) - average, method 0 : 0.052 0.858 13.529 165.276 1403.593 3214.405 || 622.923 MByte/s - average, method 1 : 0.012 0.222 3.530 56.119 702.151 2528.001 || 404.715 MByte/s - average, method 2 : 0.038 0.633 9.945 133.365 1314.750 2652.010 || 531.982 MByte/s SECTION-BY-MTHD-MSGLNG-END SECTION-BY-MSGLNG-BEGIN 5th analysis path only as information: logavg_pat ( avg_L ( max_mthd ( max_rep ( b(L) ) ) ) ) and for all methods: logavg_pat ( avg_L ( max_rep ( b(L) ) ) ) msg length| average cartes. random methd_1 methd_2 methd_3 | crt,rnd only only Sendrcv Alltoall non-blk 1 0.052 0.052 0.052 0.052 0.012 0.038 2 0.101 0.100 0.101 0.101 0.023 0.075 4 0.210 0.210 0.210 0.210 0.056 0.157 8 0.429 0.430 0.428 0.429 0.111 0.317 16 0.858 0.859 0.857 0.858 0.222 0.633 32 1.714 1.715 1.713 1.714 0.444 1.264 64 3.407 3.411 3.403 3.407 0.886 2.497 128 6.759 6.769 6.749 6.759 1.760 4.950 256 13.529 13.551 13.506 13.529 3.530 9.945 512 27.021 27.056 26.987 27.021 7.051 19.493 1024 53.634 53.635 53.634 53.634 14.077 39.177 2048 83.012 83.234 82.790 83.012 28.183 67.442 4096 165.276 165.561 164.992 165.276 56.119 133.365 8933 202.327 202.815 201.840 202.327 98.735 182.261 19484 585.203 584.777 585.629 585.203 207.387 485.637 42495 799.449 803.063 795.852 799.449 371.202 740.409 92682 1403.593 1404.800 1402.388 1403.593 702.151 1314.750 202141 1661.630 1663.899 1659.363 1661.630 1150.784 1482.175 440872 2779.937 2820.118 2740.327 2779.937 1685.477 2333.664 961548 2063.333 2066.653 2060.019 2063.333 1579.396 1673.274 2097152 3257.853 3292.778 3223.297 3214.405 2528.001 2652.010 SECTION-BY-MSGLNG-END SECTION-BY-PATTERN-MSGLNG-BEGIN official (1st) analysis path -- see last column: (only columns of some message lengths are printed) logavg_pat ( avg_L ( max_mthd ( max_rep ( b(L) ) ) ) ) pattern & method / msg: 1 16 246 4096 92682 2097152 -> average p00 cyclic-1dim-x : 0.052 0.860 13.553 166.058 1356.356 3494.135 -> 624.664 MByte/s p01 best bi-partit : 0.035 0.598 9.370 113.497 1063.803 3341.244 -> 556.594 MByte/s p02 worst bi-partit : 0.036 0.599 9.370 113.722 1072.248 3334.232 -> 557.979 MByte/s p03 acyclic-1dim-all : 0.049 0.807 12.714 155.932 1329.985 3319.780 -> 601.527 MByte/s p04 acyclic-2dim-all : 0.039 0.648 10.205 124.956 1061.461 2474.434 -> 471.926 MByte/s p05 acyclic-3dim-all : 0.036 0.604 9.490 116.095 1140.164 2417.379 -> 478.574 MByte/s p06 cyclic-1dim-all : 0.052 0.860 13.556 163.747 1399.969 2953.602 -> 617.820 MByte/s p07 cyclic-2dim-x : 0.052 0.860 13.557 166.102 1410.435 3475.996 -> 640.874 MByte/s p08 cyclic-2dim-y : 0.052 0.860 13.552 166.058 1409.203 3523.204 -> 646.434 MByte/s p09 cyclic-2dim-all : 0.052 0.864 13.607 164.973 1405.254 3173.262 -> 613.425 MByte/s p10 cyclic-3dim-x : 0.052 0.859 13.569 165.704 1401.875 3504.880 -> 632.737 MByte/s p11 cyclic-3dim-y : 0.052 0.854 13.469 165.504 1405.279 3506.099 -> 640.167 MByte/s p12 cyclic-3dim-z : 0.052 0.855 13.490 165.591 1401.054 3538.183 -> 642.018 MByte/s p13 cyclic-3dim-all : 0.052 0.862 13.608 166.827 1405.365 2769.154 -> 599.615 MByte/s p14 random-cyc-1dim : 0.052 0.860 13.563 163.568 1398.793 3449.558 -> 624.911 MByte/s p15 random-cyc-1dim : 0.052 0.861 13.551 165.675 1387.074 3392.023 -> 628.848 MByte/s p16 random-cyc-1dim : 0.050 0.826 13.040 160.433 1397.995 2953.070 -> 609.405 MByte/s p17 random-cyc-1dim : 0.052 0.859 13.569 165.767 1398.045 3427.660 -> 625.456 MByte/s p18 random-cyc-1dim : 0.052 0.861 13.555 165.882 1403.275 3353.169 -> 623.829 MByte/s p19 random-cyc-1dim : 0.052 0.861 13.537 165.532 1407.114 3429.947 -> 631.470 MByte/s p20 random-cyc-1dim : 0.052 0.860 13.564 165.924 1409.195 3452.375 -> 633.965 MByte/s p21 random-cyc-1dim : 0.052 0.860 13.567 166.077 1404.954 3069.081 -> 612.102 MByte/s p22 random-cyc-1dim : 0.052 0.861 13.560 165.461 1414.105 2917.720 -> 606.942 MByte/s p23 random-cyc-1dim : 0.052 0.861 13.567 165.685 1403.503 2874.733 -> 610.146 MByte/s p24 worst-cyc-1dim : 0.052 0.860 13.545 165.271 1408.740 2865.572 -> 610.657 MByte/s log_avg of all cartes.: 0.052 0.859 13.551 165.561 1404.800 3292.778 || 628.937 MByte/s log_avg of all random : 0.052 0.857 13.506 164.992 1402.388 3223.297 || 620.634 MByte/s log_avg(cart,random) : 0.052 0.858 13.529 165.276 1403.593 3257.853 || 624.772 MByte/s SECTION-BY-PATTERN-MSGLNG-END SECTION-BEFF-BEGIN The effective bandwidth is b_eff = 9996.344 MByte/s on 16 processes ( = 624.772 MByte/s * 16 processes) system parameters : 16 nodes, 256 MB/node system name: SUPER-UX hostname : hwwsx4 OS release : 9.1 OS version : Rev1 machine : SX-4 SECTION-BEFF-END b_eff = 9996.344 MB/s = 624.772 * 16 PEs with 256 MB/PE on SUPER-UX hwwsx4 9.1 Rev1 SX-4