Central Tendency - Ungrouped Data | |||
Measure | Value | S.E. | Value/S.E. |
Arithmetic Mean | 12.3205128205128 | 0.397759791187405 | 30.9747568594936 |
Geometric Mean | 10.911797700801 | ||
Harmonic Mean | 10.1524639709944 | ||
Quadratic Mean | 16.9523877339875 | ||
Winsorized Mean ( 1 / 286 ) | 12.3205128205128 | 0.397759791187405 | 30.9747568594936 |
Winsorized Mean ( 2 / 286 ) | 12.3205128205128 | 0.397759791187405 | 30.9747568594936 |
Winsorized Mean ( 3 / 286 ) | 12.3240093240093 | 0.397648768717017 | 30.9921978729415 |
Winsorized Mean ( 4 / 286 ) | 12.3333333333333 | 0.397393450693822 | 31.035572709616 |
Winsorized Mean ( 5 / 286 ) | 12.3391608391608 | 0.397259340250373 | 31.0607192555474 |
Winsorized Mean ( 6 / 286 ) | 12.3391608391608 | 0.397259340250373 | 31.0607192555474 |
Winsorized Mean ( 7 / 286 ) | 12.3473193473193 | 0.397095316303686 | 31.0940946426991 |
Winsorized Mean ( 8 / 286 ) | 12.3473193473193 | 0.397095316303686 | 31.0940946426991 |
Winsorized Mean ( 9 / 286 ) | 12.3473193473193 | 0.397095316303686 | 31.0940946426991 |
Winsorized Mean ( 10 / 286 ) | 12.3473193473193 | 0.397095316303686 | 31.0940946426991 |
Winsorized Mean ( 11 / 286 ) | 12.3473193473193 | 0.397095316303686 | 31.0940946426991 |
Winsorized Mean ( 12 / 286 ) | 12.3473193473193 | 0.397095316303686 | 31.0940946426991 |
Winsorized Mean ( 13 / 286 ) | 12.1806526806527 | 0.355088215572754 | 34.303173539582 |
Winsorized Mean ( 14 / 286 ) | 11.9032634032634 | 0.282810232965241 | 42.0892245604365 |
Winsorized Mean ( 15 / 286 ) | 11.6759906759907 | 0.229248531658914 | 50.9315832537708 |
Winsorized Mean ( 16 / 286 ) | 11.5454545454545 | 0.199484199927567 | 57.8765363354428 |
Winsorized Mean ( 17 / 286 ) | 11.1095571095571 | 0.107906098328598 | 102.955785461967 |
Winsorized Mean ( 18 / 286 ) | 10.9417249417249 | 0.0810062420677285 | 135.072614929806 |
Winsorized Mean ( 19 / 286 ) | 10.8974358974359 | 0.0756758388297784 | 144.001521039602 |
Winsorized Mean ( 20 / 286 ) | 10.8974358974359 | 0.0756758388297784 | 144.001521039602 |
Winsorized Mean ( 21 / 286 ) | 10.8729603729604 | 0.0731368662565478 | 148.665931827328 |
Winsorized Mean ( 22 / 286 ) | 10.8729603729604 | 0.0731368662565478 | 148.665931827328 |
Winsorized Mean ( 23 / 286 ) | 10.8461538461538 | 0.0706833841919457 | 153.447008376118 |
Winsorized Mean ( 24 / 286 ) | 10.8461538461538 | 0.0706833841919457 | 153.447008376118 |
Winsorized Mean ( 25 / 286 ) | 10.8461538461538 | 0.0706833841919457 | 153.447008376118 |
Winsorized Mean ( 26 / 286 ) | 10.8461538461538 | 0.0706833841919457 | 153.447008376118 |
Winsorized Mean ( 27 / 286 ) | 10.8146853146853 | 0.068214458559281 | 158.539487714132 |
Winsorized Mean ( 28 / 286 ) | 10.8146853146853 | 0.068214458559281 | 158.539487714132 |
Winsorized Mean ( 29 / 286 ) | 10.8146853146853 | 0.068214458559281 | 158.539487714132 |
Winsorized Mean ( 30 / 286 ) | 10.8146853146853 | 0.068214458559281 | 158.539487714132 |
Winsorized Mean ( 31 / 286 ) | 10.8146853146853 | 0.068214458559281 | 158.539487714132 |
Winsorized Mean ( 32 / 286 ) | 10.8146853146853 | 0.068214458559281 | 158.539487714132 |
Winsorized Mean ( 33 / 286 ) | 10.8146853146853 | 0.068214458559281 | 158.539487714132 |
Winsorized Mean ( 34 / 286 ) | 10.8146853146853 | 0.068214458559281 | 158.539487714132 |
Winsorized Mean ( 35 / 286 ) | 10.8146853146853 | 0.068214458559281 | 158.539487714132 |
Winsorized Mean ( 36 / 286 ) | 10.8146853146853 | 0.068214458559281 | 158.539487714132 |
Winsorized Mean ( 37 / 286 ) | 10.8578088578089 | 0.0657073654590441 | 165.244927748269 |
Winsorized Mean ( 38 / 286 ) | 10.8578088578089 | 0.0657073654590441 | 165.244927748269 |
Winsorized Mean ( 39 / 286 ) | 10.8578088578089 | 0.0657073654590441 | 165.244927748269 |
Winsorized Mean ( 40 / 286 ) | 10.8578088578089 | 0.0657073654590441 | 165.244927748269 |
Winsorized Mean ( 41 / 286 ) | 10.8578088578089 | 0.0657073654590441 | 165.244927748269 |
Winsorized Mean ( 42 / 286 ) | 10.8578088578089 | 0.0657073654590441 | 165.244927748269 |
Winsorized Mean ( 43 / 286 ) | 10.8578088578089 | 0.0657073654590441 | 165.244927748269 |
Winsorized Mean ( 44 / 286 ) | 10.8578088578089 | 0.0657073654590441 | 165.244927748269 |
Winsorized Mean ( 45 / 286 ) | 10.8578088578089 | 0.0657073654590441 | 165.244927748269 |
Winsorized Mean ( 46 / 286 ) | 10.8578088578089 | 0.0657073654590441 | 165.244927748269 |
Winsorized Mean ( 47 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 48 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 49 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 50 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 51 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 52 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 53 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 54 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 55 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 56 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 57 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 58 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 59 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 60 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 61 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 62 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 63 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 64 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 65 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 66 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 67 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 68 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 69 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 70 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 71 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 72 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 73 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 74 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 75 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 76 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 77 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 78 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 79 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 80 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 81 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 82 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 83 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 84 / 286 ) | 10.8030303030303 | 0.062035040868628 | 174.144002353572 |
Winsorized Mean ( 85 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 86 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 87 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 88 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 89 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 90 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 91 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 92 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 93 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 94 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 95 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 96 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 97 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 98 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 99 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 100 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 101 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 102 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 103 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 104 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 105 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 106 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 107 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 108 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 109 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 110 / 286 ) | 10.7039627039627 | 0.0566865499786264 | 188.827203419482 |
Winsorized Mean ( 111 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 112 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 113 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 114 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 115 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 116 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 117 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 118 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 119 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 120 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 121 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 122 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 123 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 124 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 125 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 126 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 127 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 128 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 129 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 130 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 131 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 132 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 133 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 134 / 286 ) | 10.5745920745921 | 0.0514935399464774 | 205.35764458189 |
Winsorized Mean ( 135 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 136 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 137 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 138 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 139 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 140 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 141 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 142 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 143 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 144 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 145 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 146 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 147 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 148 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 149 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 150 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 151 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 152 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 153 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 154 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 155 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 156 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 157 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 158 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 159 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 160 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 161 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 162 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 163 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 164 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 165 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 166 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 167 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 168 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 169 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 170 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 171 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 172 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 173 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 174 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 175 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 176 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 177 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 178 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 179 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 180 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 181 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 182 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 183 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 184 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 185 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 186 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 187 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 188 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 189 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 190 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 191 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 192 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 193 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 194 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 195 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 196 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 197 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 198 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 199 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 200 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 201 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 202 / 286 ) | 10.7319347319347 | 0.0431383716857317 | 248.779319027574 |
Winsorized Mean ( 203 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 204 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 205 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 206 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 207 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 208 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 209 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 210 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 211 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 212 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 213 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 214 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 215 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 216 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 217 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 218 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 219 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 220 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 221 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 222 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 223 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 224 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 225 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 226 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 227 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 228 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 229 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 230 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 231 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 232 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 233 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 234 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 235 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 236 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 237 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 238 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 239 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 240 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 241 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 242 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 243 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 244 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 245 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 246 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 247 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 248 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 249 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 250 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 251 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 252 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 253 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 254 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 255 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 256 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 257 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 258 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 259 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 260 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 261 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 262 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 263 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 264 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 265 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 266 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 267 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 268 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 269 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 270 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 271 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 272 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 273 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 274 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 275 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 276 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 277 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 278 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 279 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 280 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 281 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 282 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 283 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 284 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 285 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Winsorized Mean ( 286 / 286 ) | 10.9685314685315 | 0.0333974018582199 | 328.424693486504 |
Trimmed Mean ( 1 / 286 ) | 12.232476635514 | 0.385361510722668 | 31.7428603925039 |
Trimmed Mean ( 2 / 286 ) | 12.1440281030445 | 0.372401644593605 | 32.6100281224511 |
Trimmed Mean ( 3 / 286 ) | 12.0551643192488 | 0.358817429860927 | 33.5969306840007 |
Trimmed Mean ( 4 / 286 ) | 11.9647058823529 | 0.344575087349169 | 34.7230729139415 |
Trimmed Mean ( 5 / 286 ) | 11.8714622641509 | 0.329617773767128 | 36.0158438317044 |
Trimmed Mean ( 6 / 286 ) | 11.7765957446809 | 0.313793788343573 | 37.5297287012789 |
Trimmed Mean ( 7 / 286 ) | 11.6812796208531 | 0.296927270552588 | 39.3405415377105 |
Trimmed Mean ( 8 / 286 ) | 11.58432304038 | 0.278857197170827 | 41.5421339592807 |
Trimmed Mean ( 9 / 286 ) | 11.4869047619048 | 0.259295259069194 | 44.3004812472851 |
Trimmed Mean ( 10 / 286 ) | 11.3890214797136 | 0.237870385640046 | 47.879106300134 |
Trimmed Mean ( 11 / 286 ) | 11.2906698564593 | 0.214020119786926 | 52.7551795957318 |
Trimmed Mean ( 12 / 286 ) | 11.1918465227818 | 0.186813516676173 | 59.9091903086542 |
Trimmed Mean ( 13 / 286 ) | 11.0925480769231 | 0.154482089920385 | 71.8047514934569 |
Trimmed Mean ( 14 / 286 ) | 11.0060240963855 | 0.123842878496862 | 88.8708679091664 |
Trimmed Mean ( 15 / 286 ) | 10.93961352657 | 0.101488871592644 | 107.791261789564 |
Trimmed Mean ( 16 / 286 ) | 10.8886198547215 | 0.0849160265641505 | 128.228089505526 |
Trimmed Mean ( 17 / 286 ) | 10.8458737864078 | 0.0704669549631829 | 153.914324694099 |
Trimmed Mean ( 18 / 286 ) | 10.8296836982968 | 0.067316621342537 | 160.876815893516 |
Trimmed Mean ( 19 / 286 ) | 10.8231707317073 | 0.0663819498274853 | 163.043881052527 |
Trimmed Mean ( 20 / 286 ) | 10.8190709046455 | 0.0657965672879903 | 164.432148219688 |
Trimmed Mean ( 21 / 286 ) | 10.8149509803922 | 0.0651993768097179 | 165.875066750334 |
Trimmed Mean ( 22 / 286 ) | 10.8120393120393 | 0.064746261516834 | 166.990943704575 |
Trimmed Mean ( 23 / 286 ) | 10.8091133004926 | 0.064284867161988 | 168.143978166048 |
Trimmed Mean ( 24 / 286 ) | 10.8074074074074 | 0.0639509537193312 | 168.995249935429 |
Trimmed Mean ( 25 / 286 ) | 10.8056930693069 | 0.0636114934950256 | 169.870136285229 |
Trimmed Mean ( 26 / 286 ) | 10.8039702233251 | 0.0632663523885447 | 170.769608416389 |
Trimmed Mean ( 27 / 286 ) | 10.8022388059701 | 0.0629153912242414 | 171.694693393372 |
Trimmed Mean ( 28 / 286 ) | 10.8017456359102 | 0.0626752797419787 | 172.344593919306 |
Trimmed Mean ( 29 / 286 ) | 10.80125 | 0.0624314235796985 | 173.009830317442 |
Trimmed Mean ( 30 / 286 ) | 10.8007518796992 | 0.0621837451202073 | 173.690919690031 |
Trimmed Mean ( 31 / 286 ) | 10.8007518796992 | 0.0619321643431695 | 174.396486773039 |
Trimmed Mean ( 32 / 286 ) | 10.7997481108312 | 0.0616765987192842 | 175.102848326403 |
Trimmed Mean ( 33 / 286 ) | 10.7992424242424 | 0.0614169630982737 | 175.834848866794 |
Trimmed Mean ( 34 / 286 ) | 10.7987341772152 | 0.0611531695902319 | 176.585028209888 |
Trimmed Mean ( 35 / 286 ) | 10.7982233502538 | 0.0608851274398366 | 177.354040375854 |
Trimmed Mean ( 36 / 286 ) | 10.7977099236641 | 0.0606127428928879 | 178.142572144365 |
Trimmed Mean ( 37 / 286 ) | 10.797193877551 | 0.0603359190545836 | 178.951345181022 |
Trimmed Mean ( 38 / 286 ) | 10.7953964194373 | 0.0601443531062564 | 179.491437880548 |
Trimmed Mean ( 39 / 286 ) | 10.7935897435897 | 0.0599497275307355 | 180.04401668141 |
Trimmed Mean ( 40 / 286 ) | 10.7917737789203 | 0.0597519816060927 | 180.60947083 |
Trimmed Mean ( 41 / 286 ) | 10.7899484536082 | 0.0595510528717553 | 181.18820630837 |
Trimmed Mean ( 42 / 286 ) | 10.7881136950904 | 0.0593468770588011 | 181.780646762618 |
Trimmed Mean ( 43 / 286 ) | 10.7862694300518 | 0.0591393880165585 | 182.387234494746 |
Trimmed Mean ( 44 / 286 ) | 10.7844155844156 | 0.0589285176352632 | 183.00843152318 |
Trimmed Mean ( 45 / 286 ) | 10.7825520833333 | 0.0587141957645075 | 183.644720717632 |
Trimmed Mean ( 46 / 286 ) | 10.7806788511749 | 0.0584963501271948 | 184.296607014512 |
Trimmed Mean ( 47 / 286 ) | 10.7787958115183 | 0.0582749062286859 | 184.964618719754 |
Trimmed Mean ( 48 / 286 ) | 10.7782152230971 | 0.0581602649261227 | 185.319225020519 |
Trimmed Mean ( 49 / 286 ) | 10.7776315789474 | 0.0580437710521453 | 185.681105544727 |
Trimmed Mean ( 50 / 286 ) | 10.7770448548813 | 0.0579253923393919 | 186.050442122813 |
Trimmed Mean ( 51 / 286 ) | 10.776455026455 | 0.0578050957623819 | 186.427422778669 |
Trimmed Mean ( 52 / 286 ) | 10.7758620689655 | 0.0576828475135276 | 186.812242000335 |
Trimmed Mean ( 53 / 286 ) | 10.7752659574468 | 0.0575586129781572 | 187.205101025209 |
Trimmed Mean ( 54 / 286 ) | 10.7746666666667 | 0.0574323567085003 | 187.606208140714 |
Trimmed Mean ( 55 / 286 ) | 10.7746666666667 | 0.0573040423965802 | 188.026293016105 |
Trimmed Mean ( 56 / 286 ) | 10.7734584450402 | 0.0571736328459563 | 188.434036963635 |
Trimmed Mean ( 57 / 286 ) | 10.7728494623656 | 0.0570410899422557 | 188.86121343879 |
Trimmed Mean ( 58 / 286 ) | 10.7722371967655 | 0.0569063746224286 | 189.297548266584 |
Trimmed Mean ( 59 / 286 ) | 10.7716216216216 | 0.0567694468426586 | 189.743290109486 |
Trimmed Mean ( 60 / 286 ) | 10.7710027100271 | 0.0566302655448541 | 190.19869686989 |
Trimmed Mean ( 61 / 286 ) | 10.7710027100271 | 0.0564887886216423 | 190.675052038564 |
Trimmed Mean ( 62 / 286 ) | 10.7703804347826 | 0.0563449728797824 | 191.150689836381 |
Trimmed Mean ( 63 / 286 ) | 10.7691256830601 | 0.056198774001907 | 191.625633731702 |
Trimmed Mean ( 64 / 286 ) | 10.7684931506849 | 0.0560501465064986 | 192.122479990956 |
Trimmed Mean ( 65 / 286 ) | 10.7678571428571 | 0.0558990437059959 | 192.6304356742 |
Trimmed Mean ( 66 / 286 ) | 10.767217630854 | 0.055745417662924 | 193.149824366913 |
Trimmed Mean ( 67 / 286 ) | 10.7665745856354 | 0.0555892191439278 | 193.68098259771 |
Trimmed Mean ( 68 / 286 ) | 10.7659279778393 | 0.0554303975715861 | 194.224260504998 |
Trimmed Mean ( 69 / 286 ) | 10.7652777777778 | 0.0552689009738701 | 194.780022545904 |
Trimmed Mean ( 70 / 286 ) | 10.7646239554318 | 0.0551046759311027 | 195.348648250663 |
Trimmed Mean ( 71 / 286 ) | 10.7639664804469 | 0.054937667520263 | 195.930533025939 |
Trimmed Mean ( 72 / 286 ) | 10.7633053221289 | 0.0547678192564694 | 196.526089010883 |
Trimmed Mean ( 73 / 286 ) | 10.7626404494382 | 0.0545950730314623 | 197.135745990043 |
Trimmed Mean ( 74 / 286 ) | 10.7619718309859 | 0.0544193690488926 | 197.759952367638 |
Trimmed Mean ( 75 / 286 ) | 10.7612994350282 | 0.0542406457562082 | 198.399176208121 |
Trimmed Mean ( 76 / 286 ) | 10.7606232294618 | 0.0540588397729136 | 199.053906348419 |
Trimmed Mean ( 77 / 286 ) | 10.7599431818182 | 0.0538738858149604 | 199.724653587735 |
Trimmed Mean ( 78 / 286 ) | 10.7592592592593 | 0.053685716615006 | 200.411951961388 |
Trimmed Mean ( 79 / 286 ) | 10.7585714285714 | 0.0534942628382574 | 201.116360105765 |
Trimmed Mean ( 80 / 286 ) | 10.7578796561605 | 0.0532994529935927 | 201.838462722191 |
Trimmed Mean ( 81 / 286 ) | 10.757183908046 | 0.0531012133396272 | 202.578872148263 |
Trimmed Mean ( 82 / 286 ) | 10.7564841498559 | 0.0528994677853625 | 203.338230046093 |
Trimmed Mean ( 83 / 286 ) | 10.7557803468208 | 0.0526941377850267 | 204.117209217856 |
Trimmed Mean ( 84 / 286 ) | 10.7550724637681 | 0.052485142226678 | 204.916515560119 |
Trimmed Mean ( 85 / 286 ) | 10.7543604651163 | 0.0522723973141061 | 205.736890169645 |
Trimmed Mean ( 86 / 286 ) | 10.7551020408163 | 0.052167938252187 | 206.163064923607 |
Trimmed Mean ( 87 / 286 ) | 10.7558479532164 | 0.0520615764978377 | 206.598583384487 |
Trimmed Mean ( 88 / 286 ) | 10.7565982404692 | 0.0519532757333623 | 207.043696256515 |
Trimmed Mean ( 89 / 286 ) | 10.7573529411765 | 0.0518429987157478 | 207.498663419499 |
Trimmed Mean ( 90 / 286 ) | 10.7581120943953 | 0.0517307072451101 | 207.96375436008 |
Trimmed Mean ( 91 / 286 ) | 10.758875739645 | 0.0516163621317445 | 208.439248627872 |
Trimmed Mean ( 92 / 286 ) | 10.7596439169139 | 0.0514999231617012 | 208.925436318234 |
Trimmed Mean ( 93 / 286 ) | 10.7604166666667 | 0.0513813490608061 | 209.422618583496 |
Trimmed Mean ( 94 / 286 ) | 10.7611940298507 | 0.0512605974570363 | 209.931108174659 |
Trimmed Mean ( 95 / 286 ) | 10.7619760479042 | 0.0511376248411584 | 210.451230015719 |
Trimmed Mean ( 96 / 286 ) | 10.7627627627628 | 0.0510123865255275 | 210.983321812966 |
Trimmed Mean ( 97 / 286 ) | 10.7635542168675 | 0.0508848366009405 | 211.527734701786 |
Trimmed Mean ( 98 / 286 ) | 10.7643504531722 | 0.0507549278914282 | 212.084833933734 |
Trimmed Mean ( 99 / 286 ) | 10.7651515151515 | 0.0506226119068622 | 212.65499960685 |
Trimmed Mean ( 100 / 286 ) | 10.7659574468085 | 0.0504878387932456 | 213.238627442473 |
Trimmed Mean ( 101 / 286 ) | 10.7667682926829 | 0.0503505572805444 | 213.836129612079 |
Trimmed Mean ( 102 / 286 ) | 10.7675840978593 | 0.0502107146279075 | 214.447935618001 |
Trimmed Mean ( 103 / 286 ) | 10.7684049079755 | 0.0500682565661113 | 215.074493232186 |
Trimmed Mean ( 104 / 286 ) | 10.7692307692308 | 0.0499231272370529 | 215.716269497594 |
Trimmed Mean ( 105 / 286 ) | 10.7700617283951 | 0.0497752691301015 | 216.373751797193 |
Trimmed Mean ( 106 / 286 ) | 10.7708978328173 | 0.0496246230151025 | 217.047448996023 |
Trimmed Mean ( 107 / 286 ) | 10.7717391304348 | 0.0494711278718161 | 217.737892662267 |
Trimmed Mean ( 108 / 286 ) | 10.7725856697819 | 0.0493147208155479 | 218.445638373878 |
Trimmed Mean ( 109 / 286 ) | 10.7734375 | 0.0491553370187176 | 219.171267117905 |
Trimmed Mean ( 110 / 286 ) | 10.7734375 | 0.0489929096280838 | 219.897890976135 |
Trimmed Mean ( 111 / 286 ) | 10.7751572327044 | 0.0488273696773247 | 220.678633805424 |
Trimmed Mean ( 112 / 286 ) | 10.7776025236593 | 0.0487468089087176 | 221.093498527078 |
Trimmed Mean ( 113 / 286 ) | 10.7800632911392 | 0.0486644020845034 | 221.51845762782 |
Trimmed Mean ( 114 / 286 ) | 10.7825396825397 | 0.0485801100649294 | 221.953792779151 |
Trimmed Mean ( 115 / 286 ) | 10.7850318471338 | 0.0484938926455382 | 222.399796320043 |
Trimmed Mean ( 116 / 286 ) | 10.7875399361022 | 0.0484057085193108 | 222.856771775145 |
Trimmed Mean ( 117 / 286 ) | 10.7875399361022 | 0.0483155152370825 | 223.272791010676 |
Trimmed Mean ( 118 / 286 ) | 10.7926045016077 | 0.0482232691661358 | 223.804911782851 |
Trimmed Mean ( 119 / 286 ) | 10.7951612903226 | 0.0481289254468638 | 224.296744423285 |
Trimmed Mean ( 120 / 286 ) | 10.7977346278317 | 0.0480324379473933 | 224.800886427163 |
Trimmed Mean ( 121 / 286 ) | 10.8003246753247 | 0.0479337592160465 | 225.317706183769 |
Trimmed Mean ( 122 / 286 ) | 10.8003246753247 | 0.0478328404315144 | 225.793086463018 |
Trimmed Mean ( 123 / 286 ) | 10.8055555555556 | 0.0477296313506031 | 226.390928439866 |
Trimmed Mean ( 124 / 286 ) | 10.8055555555556 | 0.0476240802534063 | 226.892687440041 |
Trimmed Mean ( 125 / 286 ) | 10.8108552631579 | 0.0475161338857444 | 227.519673405107 |
Trimmed Mean ( 126 / 286 ) | 10.8135313531353 | 0.0474057373987013 | 228.10596241103 |
Trimmed Mean ( 127 / 286 ) | 10.8162251655629 | 0.0472928342850744 | 228.707484528507 |
Trimmed Mean ( 128 / 286 ) | 10.8189368770764 | 0.0471773663125422 | 229.324731808951 |
Trimmed Mean ( 129 / 286 ) | 10.8216666666667 | 0.047059273453336 | 229.958218062959 |
Trimmed Mean ( 130 / 286 ) | 10.8244147157191 | 0.0469384938101862 | 230.608480099334 |
Trimmed Mean ( 131 / 286 ) | 10.8271812080537 | 0.0468149635382987 | 231.276079051009 |
Trimmed Mean ( 132 / 286 ) | 10.8299663299663 | 0.0466886167630908 | 231.961601795148 |
Trimmed Mean ( 133 / 286 ) | 10.8327702702703 | 0.0465593854934006 | 232.665662475415 |
Trimmed Mean ( 134 / 286 ) | 10.835593220339 | 0.0464271995298563 | 233.38890413519 |
Trimmed Mean ( 135 / 286 ) | 10.8384353741497 | 0.0462919863680661 | 234.13200047139 |
Trimmed Mean ( 136 / 286 ) | 10.839590443686 | 0.0463013587416109 | 234.109553980421 |
Trimmed Mean ( 137 / 286 ) | 10.8407534246575 | 0.0463102643348004 | 234.089646871463 |
Trimmed Mean ( 138 / 286 ) | 10.8419243986254 | 0.0463186926255586 | 234.0723320123 |
Trimmed Mean ( 139 / 286 ) | 10.8431034482759 | 0.0463266328457461 | 234.057663641996 |
Trimmed Mean ( 140 / 286 ) | 10.8442906574394 | 0.0463340739744275 | 234.045697415353 |
Trimmed Mean ( 141 / 286 ) | 10.8454861111111 | 0.0463410047309214 | 234.036490449124 |
Trimmed Mean ( 142 / 286 ) | 10.8466898954704 | 0.0463474135676237 | 234.030101370045 |
Trimmed Mean ( 143 / 286 ) | 10.8479020979021 | 0.046353288662595 | 234.026590364792 |
Trimmed Mean ( 144 / 286 ) | 10.8491228070175 | 0.0463586179119053 | 234.026019231936 |
Trimmed Mean ( 145 / 286 ) | 10.8503521126761 | 0.0463633889217236 | 234.028451436002 |
Trimmed Mean ( 146 / 286 ) | 10.8515901060071 | 0.0463675890001447 | 234.033952163724 |
Trimmed Mean ( 147 / 286 ) | 10.8528368794326 | 0.0463712051487414 | 234.042588382614 |
Trimmed Mean ( 148 / 286 ) | 10.8540925266904 | 0.0463742240538328 | 234.054428901939 |
Trimmed Mean ( 149 / 286 ) | 10.8553571428571 | 0.0463766320774552 | 234.069544436242 |
Trimmed Mean ( 150 / 286 ) | 10.8566308243728 | 0.0463784152480259 | 234.088007671518 |
Trimmed Mean ( 151 / 286 ) | 10.8579136690647 | 0.0463795592506859 | 234.109893334188 |
Trimmed Mean ( 152 / 286 ) | 10.8592057761733 | 0.0463800494173092 | 234.135278262998 |
Trimmed Mean ( 153 / 286 ) | 10.8605072463768 | 0.0463798707161652 | 234.164241484 |
Trimmed Mean ( 154 / 286 ) | 10.8618181818182 | 0.046379007741219 | 234.196864288772 |
Trimmed Mean ( 155 / 286 ) | 10.8631386861314 | 0.0463774447010556 | 234.233230316032 |
Trimmed Mean ( 156 / 286 ) | 10.8644688644689 | 0.0463751654074121 | 234.273425636826 |
Trimmed Mean ( 157 / 286 ) | 10.8658088235294 | 0.0463721532633001 | 234.317538843486 |
Trimmed Mean ( 158 / 286 ) | 10.8671586715867 | 0.0463683912507036 | 234.365661142531 |
Trimmed Mean ( 159 / 286 ) | 10.8685185185185 | 0.0463638619178314 | 234.417886451744 |
Trimmed Mean ( 160 / 286 ) | 10.8698884758364 | 0.0463585473659066 | 234.474311501625 |
Trimmed Mean ( 161 / 286 ) | 10.8712686567164 | 0.0463524292354732 | 234.535035941476 |
Trimmed Mean ( 162 / 286 ) | 10.87265917603 | 0.0463454886921973 | 234.600162450342 |
Trimmed Mean ( 163 / 286 ) | 10.8740601503759 | 0.046337706412143 | 234.669796853095 |
Trimmed Mean ( 164 / 286 ) | 10.8754716981132 | 0.0463290625664968 | 234.744048241932 |
Trimmed Mean ( 165 / 286 ) | 10.8768939393939 | 0.0463195368057192 | 234.823029103584 |
Trimmed Mean ( 166 / 286 ) | 10.8783269961977 | 0.0463091082430951 | 234.90685545256 |
Trimmed Mean ( 167 / 286 ) | 10.8797709923664 | 0.0462977554376571 | 234.995646970764 |
Trimmed Mean ( 168 / 286 ) | 10.8812260536398 | 0.0462854563764525 | 235.089527153839 |
Trimmed Mean ( 169 / 286 ) | 10.8826923076923 | 0.0462721884561251 | 235.188623464636 |
Trimmed Mean ( 170 / 286 ) | 10.8841698841699 | 0.0462579284637776 | 235.293067494208 |
Trimmed Mean ( 171 / 286 ) | 10.8856589147287 | 0.0462426525570835 | 235.402995130763 |
Trimmed Mean ( 172 / 286 ) | 10.8871595330739 | 0.0462263362436117 | 235.518546737056 |
Trimmed Mean ( 173 / 286 ) | 10.888671875 | 0.0462089543593269 | 235.639867336713 |
Trimmed Mean ( 174 / 286 ) | 10.8901960784314 | 0.0461904810462262 | 235.767106810011 |
Trimmed Mean ( 175 / 286 ) | 10.8917322834646 | 0.0461708897290697 | 235.900420099702 |
Trimmed Mean ( 176 / 286 ) | 10.8932806324111 | 0.0461501530911623 | 236.039967427478 |
Trimmed Mean ( 177 / 286 ) | 10.8948412698413 | 0.0461282430491387 | 236.185914521726 |
Trimmed Mean ( 178 / 286 ) | 10.8964143426295 | 0.0461051307267026 | 236.338432857292 |
Trimmed Mean ( 179 / 286 ) | 10.898 | 0.0460807864272683 | 236.497699907984 |
Trimmed Mean ( 180 / 286 ) | 10.8995983935743 | 0.0460551796054485 | 236.663899412626 |
Trimmed Mean ( 181 / 286 ) | 10.9012096774194 | 0.0460282788373307 | 236.837221655528 |
Trimmed Mean ( 182 / 286 ) | 10.9028340080972 | 0.0460000517894784 | 237.017863762296 |
Trimmed Mean ( 183 / 286 ) | 10.9044715447154 | 0.0459704651865927 | 237.206030011977 |
Trimmed Mean ( 184 / 286 ) | 10.9061224489796 | 0.0459394847777624 | 237.401932166615 |
Trimmed Mean ( 185 / 286 ) | 10.9077868852459 | 0.0459070753012296 | 237.605789819369 |
Trimmed Mean ( 186 / 286 ) | 10.9094650205761 | 0.045873200447591 | 237.817830762428 |
Trimmed Mean ( 187 / 286 ) | 10.9111570247934 | 0.04583782282135 | 238.038291376075 |
Trimmed Mean ( 188 / 286 ) | 10.9128630705394 | 0.0458009039007306 | 238.267417040329 |
Trimmed Mean ( 189 / 286 ) | 10.9145833333333 | 0.0457624039956583 | 238.505462570735 |
Trimmed Mean ( 190 / 286 ) | 10.9163179916318 | 0.0457222822038037 | 238.752692679974 |
Trimmed Mean ( 191 / 286 ) | 10.9180672268908 | 0.0456804963645835 | 239.009382467123 |
Trimmed Mean ( 192 / 286 ) | 10.9198312236287 | 0.0456370030110004 | 239.275817936523 |
Trimmed Mean ( 193 / 286 ) | 10.9216101694915 | 0.0455917573191999 | 239.552296548397 |
Trimmed Mean ( 194 / 286 ) | 10.9234042553191 | 0.0455447130556108 | 239.839127803517 |
Trimmed Mean ( 195 / 286 ) | 10.9252136752137 | 0.0454958225215287 | 240.136633864435 |
Trimmed Mean ( 196 / 286 ) | 10.9270386266094 | 0.0454450364949915 | 240.445150215991 |
Trimmed Mean ( 197 / 286 ) | 10.9288793103448 | 0.0453923041697833 | 240.765026368059 |
Trimmed Mean ( 198 / 286 ) | 10.9307359307359 | 0.0453375730913957 | 241.096626603739 |
Trimmed Mean ( 199 / 286 ) | 10.9326086956522 | 0.0452807890897581 | 241.440330776501 |
Trimmed Mean ( 200 / 286 ) | 10.9344978165939 | 0.0452218962085385 | 241.796535160092 |
Trimmed Mean ( 201 / 286 ) | 10.9364035087719 | 0.0451608366307987 | 242.165653355358 |
Trimmed Mean ( 202 / 286 ) | 10.9383259911894 | 0.0450975506007749 | 242.548117258534 |
Trimmed Mean ( 203 / 286 ) | 10.9402654867257 | 0.0450319763415338 | 242.944378095954 |
Trimmed Mean ( 204 / 286 ) | 10.94 | 0.0451223967168622 | 242.451660284077 |
Trimmed Mean ( 205 / 286 ) | 10.9397321428571 | 0.045213352041914 | 241.957997998373 |
Trimmed Mean ( 206 / 286 ) | 10.9394618834081 | 0.0453048474521264 | 241.463386340011 |
Trimmed Mean ( 207 / 286 ) | 10.9391891891892 | 0.0453968881491174 | 240.967820376954 |
Trimmed Mean ( 208 / 286 ) | 10.9389140271493 | 0.0454894794017061 | 240.471295143884 |
Trimmed Mean ( 209 / 286 ) | 10.9386363636364 | 0.0455826265469502 | 239.973805642146 |
Trimmed Mean ( 210 / 286 ) | 10.9383561643836 | 0.0456763349911992 | 239.475346839696 |
Trimmed Mean ( 211 / 286 ) | 10.9380733944954 | 0.0457706102111658 | 238.975913671062 |
Trimmed Mean ( 212 / 286 ) | 10.9377880184332 | 0.045865457755014 | 238.475501037324 |
Trimmed Mean ( 213 / 286 ) | 10.9375 | 0.0459608832434645 | 237.974103806094 |
Trimmed Mean ( 214 / 286 ) | 10.9372093023256 | 0.046056892370918 | 237.471716811526 |
Trimmed Mean ( 215 / 286 ) | 10.9369158878505 | 0.0461534909065962 | 236.968334854328 |
Trimmed Mean ( 216 / 286 ) | 10.9366197183099 | 0.0462506846957008 | 236.463952701796 |
Trimmed Mean ( 217 / 286 ) | 10.936320754717 | 0.0463484796605908 | 235.958565087862 |
Trimmed Mean ( 218 / 286 ) | 10.936018957346 | 0.0464468818019777 | 235.452166713166 |
Trimmed Mean ( 219 / 286 ) | 10.9357142857143 | 0.0465458972001396 | 234.944752245134 |
Trimmed Mean ( 220 / 286 ) | 10.9357142857143 | 0.0466455320161535 | 234.442910457688 |
Trimmed Mean ( 221 / 286 ) | 10.9350961538462 | 0.046745792493147 | 233.926853533379 |
Trimmed Mean ( 222 / 286 ) | 10.9347826086957 | 0.046846684957568 | 233.416358459515 |
Trimmed Mean ( 223 / 286 ) | 10.9344660194175 | 0.0469482158204736 | 232.904825632353 |
Trimmed Mean ( 224 / 286 ) | 10.9341463414634 | 0.0470503915788387 | 232.392249555286 |
Trimmed Mean ( 225 / 286 ) | 10.9338235294118 | 0.0471532188168828 | 231.878624699466 |
Trimmed Mean ( 226 / 286 ) | 10.9334975369458 | 0.047256704207416 | 231.363945504055 |
Trimmed Mean ( 227 / 286 ) | 10.9334975369458 | 0.0473608545132049 | 230.855157689298 |
Trimmed Mean ( 228 / 286 ) | 10.9328358208955 | 0.0474656765883571 | 230.331401692844 |
Trimmed Mean ( 229 / 286 ) | 10.9325 | 0.0475711773797247 | 229.813525798071 |
Trimmed Mean ( 230 / 286 ) | 10.9321608040201 | 0.0476773639283271 | 229.294573006475 |
Trimmed Mean ( 231 / 286 ) | 10.9318181818182 | 0.0477842433707931 | 228.774537602074 |
Trimmed Mean ( 232 / 286 ) | 10.9314720812183 | 0.0478918229408212 | 228.253413839061 |
Trimmed Mean ( 233 / 286 ) | 10.9311224489796 | 0.0480001099706591 | 227.731195942289 |
Trimmed Mean ( 234 / 286 ) | 10.9311224489796 | 0.0481091118926021 | 227.215220130898 |
Trimmed Mean ( 235 / 286 ) | 10.930412371134 | 0.0482188362405087 | 226.683454503437 |
Trimmed Mean ( 236 / 286 ) | 10.9300518134715 | 0.0483292906513354 | 226.157919269388 |
Trimmed Mean ( 237 / 286 ) | 10.9300518134715 | 0.0484404828666883 | 225.638787366175 |
Trimmed Mean ( 238 / 286 ) | 10.9293193717277 | 0.048552420734393 | 225.10349033917 |
Trimmed Mean ( 239 / 286 ) | 10.9289473684211 | 0.0486651122100805 | 224.574584791715 |
Trimmed Mean ( 240 / 286 ) | 10.9285714285714 | 0.0487785653587899 | 224.044543913633 |
Trimmed Mean ( 241 / 286 ) | 10.9285714285714 | 0.0488927883565872 | 223.521132582308 |
Trimmed Mean ( 242 / 286 ) | 10.927807486631 | 0.0490077894921986 | 222.981032196332 |
Trimmed Mean ( 243 / 286 ) | 10.9274193548387 | 0.0491235771686592 | 222.447549316714 |
Trimmed Mean ( 244 / 286 ) | 10.9274193548387 | 0.0492401599049743 | 221.920874666672 |
Trimmed Mean ( 245 / 286 ) | 10.9266304347826 | 0.049357546337795 | 221.377099258592 |
Trimmed Mean ( 246 / 286 ) | 10.9262295081967 | 0.0494757452231038 | 220.840119919901 |
Trimmed Mean ( 247 / 286 ) | 10.9258241758242 | 0.0495947654379125 | 220.301962905786 |
Trimmed Mean ( 248 / 286 ) | 10.9258241758242 | 0.0497146159819687 | 219.770865368586 |
Trimmed Mean ( 249 / 286 ) | 10.925 | 0.0498353059794707 | 219.222091352273 |
Trimmed Mean ( 250 / 286 ) | 10.9245810055866 | 0.0499568446807895 | 218.680364530459 |
Trimmed Mean ( 251 / 286 ) | 10.9245810055866 | 0.050079241464195 | 218.145896107418 |
Trimmed Mean ( 252 / 286 ) | 10.9237288135593 | 0.0502025058375864 | 217.593298009853 |
Trimmed Mean ( 253 / 286 ) | 10.9232954545455 | 0.0503266474402237 | 217.047945971759 |
Trimmed Mean ( 254 / 286 ) | 10.9228571428571 | 0.0504516760444585 | 216.501373179987 |
Trimmed Mean ( 255 / 286 ) | 10.9224137931034 | 0.0505776015574614 | 215.953573454733 |
Trimmed Mean ( 256 / 286 ) | 10.9219653179191 | 0.0507044340229444 | 215.404540616246 |
Trimmed Mean ( 257 / 286 ) | 10.921511627907 | 0.0508321836228751 | 214.85426848734 |
Trimmed Mean ( 258 / 286 ) | 10.9210526315789 | 0.0509608606791787 | 214.302750896062 |
Trimmed Mean ( 259 / 286 ) | 10.9205882352941 | 0.0510904756554266 | 213.749981678516 |
Trimmed Mean ( 260 / 286 ) | 10.9201183431953 | 0.0512210391585063 | 213.195954681871 |
Trimmed Mean ( 261 / 286 ) | 10.9196428571429 | 0.0513525619402696 | 212.640663767544 |
Trimmed Mean ( 262 / 286 ) | 10.9191616766467 | 0.0514850548991543 | 212.084102814583 |
Trimmed Mean ( 263 / 286 ) | 10.9186746987952 | 0.0516185290817765 | 211.52626572325 |
Trimmed Mean ( 264 / 286 ) | 10.9181818181818 | 0.0517529956844858 | 210.967146418827 |
Trimmed Mean ( 265 / 286 ) | 10.9176829268293 | 0.0518884660548808 | 210.406738855644 |
Trimmed Mean ( 266 / 286 ) | 10.9171779141104 | 0.0520249516932778 | 209.845037021362 |
Trimmed Mean ( 267 / 286 ) | 10.9166666666667 | 0.0521624642541265 | 209.282034941496 |
Trimmed Mean ( 268 / 286 ) | 10.916149068323 | 0.0523010155473663 | 208.717726684232 |
Trimmed Mean ( 269 / 286 ) | 10.915625 | 0.0524406175397154 | 208.152106365512 |
Trimmed Mean ( 270 / 286 ) | 10.9150943396226 | 0.0525812823558854 | 207.585168154441 |
Trimmed Mean ( 271 / 286 ) | 10.9145569620253 | 0.0527230222797124 | 207.016906279009 |
Trimmed Mean ( 272 / 286 ) | 10.9140127388535 | 0.0528658497551952 | 206.447315032158 |
Trimmed Mean ( 273 / 286 ) | 10.9134615384615 | 0.053009777387431 | 205.876388778218 |
Trimmed Mean ( 274 / 286 ) | 10.9129032258065 | 0.0531548179434377 | 205.304121959724 |
Trimmed Mean ( 275 / 286 ) | 10.9123376623377 | 0.0533009843528499 | 204.730509104645 |
Trimmed Mean ( 276 / 286 ) | 10.9117647058824 | 0.0534482897084783 | 204.155544834047 |
Trimmed Mean ( 277 / 286 ) | 10.9111842105263 | 0.0535967472667157 | 203.57922387022 |
Trimmed Mean ( 278 / 286 ) | 10.9105960264901 | 0.053746370447778 | 203.001541045292 |
Trimmed Mean ( 279 / 286 ) | 10.91 | 0.0538971728357606 | 202.422491310365 |
Trimmed Mean ( 280 / 286 ) | 10.9093959731544 | 0.0540491681784963 | 201.842069745205 |
Trimmed Mean ( 281 / 286 ) | 10.9087837837838 | 0.0542023703871934 | 201.260271568515 |
Trimmed Mean ( 282 / 286 ) | 10.9081632653061 | 0.0543567935358342 | 200.677092148841 |
Trimmed Mean ( 283 / 286 ) | 10.9075342465753 | 0.0545124518603134 | 200.092527016132 |
Trimmed Mean ( 284 / 286 ) | 10.9068965517241 | 0.0546693597572895 | 199.506571874016 |
Trimmed Mean ( 285 / 286 ) | 10.90625 | 0.0548275317827274 | 198.919222612823 |
Trimmed Mean ( 286 / 286 ) | 10.9055944055944 | 0.0549869826501004 | 198.330475323408 |
Median | 11 | ||
Midrange | 50 | ||
Midmean - Weighted Average at Xnp | 11.1194852941176 | ||
Midmean - Weighted Average at X(n+1)p | 11.1194852941176 | ||
Midmean - Empirical Distribution Function | 11.1194852941176 | ||
Midmean - Empirical Distribution Function - Averaging | 11.1194852941176 | ||
Midmean - Empirical Distribution Function - Interpolation | 11.1194852941176 | ||
Midmean - Closest Observation | 11.1194852941176 | ||
Midmean - True Basic - Statistics Graphics Toolkit | 11.1194852941176 | ||
Midmean - MS Excel (old versions) | 11.1194852941176 | ||
Number of observations | 858 |