Meyer, Hanno; Weiner, Mikaela; Eulenburg, Antje; Juhls, Bennet; Overduin, Pier Paul (2020): Electrical Conductivity, DOC, CDOM, stable water isotopes and major ions of the ice core LD18-BH-8 samples near the Samoylov Island Research Station [dataset]. PANGAEA, https://doi.org/10.1594/PANGAEA.913279
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Abstract:
Current warming, shifting hydrological regimes and accelerated permafrost thaw in the catchment of the Arctic rivers will affect their water biogeochemistry and the ice that covers the river for more than half of the year. The Lena River is the second largest Arctic river and 71 % of its catchment is characterized by continuous permafrost. Large amounts of ice melt water is exported in spring to the Laptev Sea shelf water where it modifies the biogeochemistry of the shelf water.
This dataset presents electrical Conductivity, DOC, CDOM, stable water isotopes and major ions in the ice core LD18-BH-8 samples near the Samoylov Island Research Station.
Project(s):
Coverage:
Latitude: 72.367545 * Longitude: 126.468242
Date/Time Start: 2018-05-04T00:00:00 * Date/Time End: 2018-05-04T00:00:00
Minimum DEPTH, ice/snow: 0.02 m * Maximum DEPTH, ice/snow: 1.44 m
Event(s):
LD18-BH-8 (LE08) * Latitude: 72.367545 * Longitude: 126.468242 * Date/Time: 2018-05-04T00:00:00 * Recovery: 1.44 m * Campaign: RU-Land_2018_Lena (Lena 2018) * Basis: AWI Arctic Land Expedition * Method/Device: Ice corer (IC)
Parameter(s):
License:
Creative Commons Attribution 4.0 International (CC-BY-4.0)
Size:
21131 data points
Data
1 Depth ice/snow [m] | 2 Cond electr [µS/cm] (WTW MultiLab 540) | 3 DOC [mg/l] (Shimadzu TOC-VCPH total organ...) | 4 δ18O H2O [‰ SMOW] (vs V-SMOW, Mass spectrometer ...) | 5 δD H2O [‰ SMOW] (vs V-SMOW, Mass spectrometer ...) | 6 d xs [‰] (d-excess = δD-8*δ18O, Calculated) | 7 F- [mg/l] (Ion chromatography (Thermo-Fi...) | 8 Cl- [mg/l] (Ion chromatography (Thermo-Fi...) | 9 [SO4]2- [mg/l] (Ion chromatography (Thermo-Fi...) | 10 Br- [mg/l] (Ion chromatography (Thermo-Fi...) | 11 [NO3]- [mg/l] (Ion chromatography (Thermo-Fi...) | 12 [PO4]3- [mg/l] (Ion chromatography (Thermo-Fi...) | 13 Al [µg/l] (Inductively coupled plasma op...) | 14 Ba2+ [µg/l] (Inductively coupled plasma op...) | 15 Ca2+ [mg/l] (Inductively coupled plasma op...) | 16 Fe [µg/l] (Inductively coupled plasma op...) | 17 K+ [mg/l] (Inductively coupled plasma op...) | 18 Mg2+ [mg/l] (Inductively coupled plasma op...) | 19 Mn [µg/l] (Inductively coupled plasma op...) | 20 Na+ [mg/l] (Inductively coupled plasma op...) | 21 P [mg/l] (Inductively coupled plasma op...) | 22 Si [mg/l] (Inductively coupled plasma op...) | 23 Sr2+ [µg/l] (Inductively coupled plasma op...) | 24 acCDOM [1/m] (aCDOM(200), Spectrophotometer...) | 25 acCDOM [1/m] (aCDOM(201), Spectrophotometer...) | 26 acCDOM [1/m] (aCDOM(202), Spectrophotometer...) | 27 acCDOM [1/m] (aCDOM(203), Spectrophotometer...) | 28 acCDOM [1/m] (aCDOM(204), Spectrophotometer...) | 29 acCDOM [1/m] (aCDOM(205), Spectrophotometer...) | 30 acCDOM [1/m] (aCDOM(206), Spectrophotometer...) | 31 acCDOM [1/m] (aCDOM(207), Spectrophotometer...) | 32 acCDOM [1/m] (aCDOM(208), Spectrophotometer...) | 33 acCDOM [1/m] (aCDOM(209), Spectrophotometer...) | 34 acCDOM [1/m] (aCDOM(210), Spectrophotometer...) | 35 acCDOM [1/m] (aCDOM(211), Spectrophotometer...) | 36 acCDOM [1/m] (aCDOM(212), Spectrophotometer...) | 37 acCDOM [1/m] (aCDOM(213), Spectrophotometer...) | 38 acCDOM [1/m] (aCDOM(214), Spectrophotometer...) | 39 acCDOM [1/m] (aCDOM(215), Spectrophotometer...) | 40 acCDOM [1/m] (aCDOM(216), Spectrophotometer...) | 41 acCDOM [1/m] (aCDOM(217), Spectrophotometer...) | 42 acCDOM [1/m] (aCDOM(218), Spectrophotometer...) | 43 acCDOM [1/m] (aCDOM(219), Spectrophotometer...) | 44 acCDOM [1/m] (aCDOM(220), Spectrophotometer...) | 45 acCDOM [1/m] (aCDOM(221), Spectrophotometer...) | 46 acCDOM [1/m] (aCDOM(222), Spectrophotometer...) | 47 acCDOM [1/m] (aCDOM(223), Spectrophotometer...) | 48 acCDOM [1/m] (aCDOM(224), Spectrophotometer...) | 49 acCDOM [1/m] (aCDOM(225), Spectrophotometer...) | 50 acCDOM [1/m] (aCDOM(226), Spectrophotometer...) | 51 acCDOM [1/m] (aCDOM(227), Spectrophotometer...) | 52 acCDOM [1/m] (aCDOM(228), Spectrophotometer...) | 53 acCDOM [1/m] (aCDOM(229), Spectrophotometer...) | 54 acCDOM [1/m] (aCDOM(230), Spectrophotometer...) | 55 acCDOM [1/m] (aCDOM(231), Spectrophotometer...) | 56 acCDOM [1/m] (aCDOM(232), Spectrophotometer...) | 57 acCDOM [1/m] (aCDOM(233), Spectrophotometer...) | 58 acCDOM [1/m] (aCDOM(234), Spectrophotometer...) | 59 acCDOM [1/m] (aCDOM(235), Spectrophotometer...) | 60 acCDOM [1/m] (aCDOM(236), Spectrophotometer...) | 61 acCDOM [1/m] (aCDOM(237), Spectrophotometer...) | 62 acCDOM [1/m] (aCDOM(238), Spectrophotometer...) | 63 acCDOM [1/m] (aCDOM(239), Spectrophotometer...) | 64 acCDOM [1/m] (aCDOM(240), Spectrophotometer...) | 65 acCDOM [1/m] (aCDOM(241), Spectrophotometer...) | 66 acCDOM [1/m] (aCDOM(242), Spectrophotometer...) | 67 acCDOM [1/m] (aCDOM(243), Spectrophotometer...) | 68 acCDOM [1/m] (aCDOM(244), Spectrophotometer...) | 69 acCDOM [1/m] (aCDOM(245), Spectrophotometer...) | 70 acCDOM [1/m] (aCDOM(246), Spectrophotometer...) | 71 acCDOM [1/m] (aCDOM(247), Spectrophotometer...) | 72 acCDOM [1/m] (aCDOM(248), Spectrophotometer...) | 73 acCDOM [1/m] (aCDOM(249), Spectrophotometer...) | 74 acCDOM [1/m] (aCDOM(250), Spectrophotometer...) | 75 acCDOM [1/m] (aCDOM(251), Spectrophotometer...) | 76 acCDOM [1/m] (aCDOM(252), Spectrophotometer...) | 77 acCDOM [1/m] (aCDOM(253), Spectrophotometer...) | 78 acCDOM [1/m] (aCDOM(254), Spectrophotometer...) | 79 acCDOM [1/m] (aCDOM(255), Spectrophotometer...) | 80 acCDOM [1/m] (aCDOM(256), Spectrophotometer...) | 81 acCDOM [1/m] (aCDOM(257), Spectrophotometer...) | 82 acCDOM [1/m] (aCDOM(258), Spectrophotometer...) | 83 acCDOM [1/m] (aCDOM(259), Spectrophotometer...) | 84 acCDOM [1/m] (aCDOM(260), Spectrophotometer...) | 85 acCDOM [1/m] (aCDOM(261), Spectrophotometer...) | 86 acCDOM [1/m] (aCDOM(262), Spectrophotometer...) | 87 acCDOM [1/m] (aCDOM(263), Spectrophotometer...) | 88 acCDOM [1/m] (aCDOM(264), Spectrophotometer...) | 89 acCDOM [1/m] (aCDOM(265), Spectrophotometer...) | 90 acCDOM [1/m] (aCDOM(266), Spectrophotometer...) | 91 acCDOM [1/m] (aCDOM(267), Spectrophotometer...) | 92 acCDOM [1/m] (aCDOM(268), Spectrophotometer...) | 93 acCDOM [1/m] (aCDOM(269), Spectrophotometer...) | 94 acCDOM [1/m] (aCDOM(270), Spectrophotometer...) | 95 acCDOM [1/m] (aCDOM(271), Spectrophotometer...) | 96 acCDOM [1/m] (aCDOM(272), Spectrophotometer...) | 97 acCDOM [1/m] (aCDOM(273), Spectrophotometer...) | 98 acCDOM [1/m] (aCDOM(274), Spectrophotometer...) | 99 acCDOM [1/m] (aCDOM(275), Spectrophotometer...) | 100 acCDOM [1/m] (aCDOM(276), Spectrophotometer...) | 101 acCDOM [1/m] (aCDOM(277), Spectrophotometer...) | 102 acCDOM [1/m] (aCDOM(278), Spectrophotometer...) | 103 acCDOM [1/m] (aCDOM(279), Spectrophotometer...) | 104 acCDOM [1/m] (aCDOM(280), Spectrophotometer...) | 105 acCDOM [1/m] (aCDOM(281), Spectrophotometer...) | 106 acCDOM [1/m] (aCDOM(282), Spectrophotometer...) | 107 acCDOM [1/m] (aCDOM(283), Spectrophotometer...) | 108 acCDOM [1/m] (aCDOM(284), Spectrophotometer...) | 109 acCDOM [1/m] (aCDOM(285), Spectrophotometer...) | 110 acCDOM [1/m] (aCDOM(286), Spectrophotometer...) | 111 acCDOM [1/m] (aCDOM(287), Spectrophotometer...) | 112 acCDOM [1/m] (aCDOM(288), Spectrophotometer...) | 113 acCDOM [1/m] (aCDOM(289), Spectrophotometer...) | 114 acCDOM [1/m] (aCDOM(290), Spectrophotometer...) | 115 acCDOM [1/m] (aCDOM(291), Spectrophotometer...) | 116 acCDOM [1/m] (aCDOM(292), Spectrophotometer...) | 117 acCDOM [1/m] (aCDOM(293), Spectrophotometer...) | 118 acCDOM [1/m] (aCDOM(294), Spectrophotometer...) | 119 acCDOM [1/m] (aCDOM(295), Spectrophotometer...) | 120 acCDOM [1/m] (aCDOM(296), Spectrophotometer...) | 121 acCDOM [1/m] (aCDOM(297), Spectrophotometer...) | 122 acCDOM [1/m] (aCDOM(298), Spectrophotometer...) | 123 acCDOM [1/m] (aCDOM(299), Spectrophotometer...) | 124 acCDOM [1/m] (aCDOM(300), Spectrophotometer...) | 125 acCDOM [1/m] (aCDOM(301), Spectrophotometer...) | 126 acCDOM [1/m] (aCDOM(302), Spectrophotometer...) | 127 acCDOM [1/m] (aCDOM(303), Spectrophotometer...) | 128 acCDOM [1/m] (aCDOM(304), Spectrophotometer...) | 129 acCDOM [1/m] (aCDOM(305), Spectrophotometer...) | 130 acCDOM [1/m] (aCDOM(306), Spectrophotometer...) | 131 acCDOM [1/m] (aCDOM(307), Spectrophotometer...) | 132 acCDOM [1/m] (aCDOM(308), Spectrophotometer...) | 133 acCDOM [1/m] (aCDOM(309), Spectrophotometer...) | 134 acCDOM [1/m] (aCDOM(310), Spectrophotometer...) | 135 acCDOM [1/m] (aCDOM(311), Spectrophotometer...) | 136 acCDOM [1/m] (aCDOM(312), Spectrophotometer...) | 137 acCDOM [1/m] (aCDOM(313), Spectrophotometer...) | 138 acCDOM [1/m] (aCDOM(314), Spectrophotometer...) | 139 acCDOM [1/m] (aCDOM(315), Spectrophotometer...) | 140 acCDOM [1/m] (aCDOM(316), Spectrophotometer...) | 141 acCDOM [1/m] (aCDOM(317), Spectrophotometer...) | 142 acCDOM [1/m] (aCDOM(318), Spectrophotometer...) | 143 acCDOM [1/m] (aCDOM(319), Spectrophotometer...) | 144 acCDOM [1/m] (aCDOM(320), Spectrophotometer...) | 145 acCDOM [1/m] (aCDOM(321), Spectrophotometer...) | 146 acCDOM [1/m] (aCDOM(322), Spectrophotometer...) | 147 acCDOM [1/m] (aCDOM(323), Spectrophotometer...) | 148 acCDOM [1/m] (aCDOM(324), Spectrophotometer...) | 149 acCDOM [1/m] (aCDOM(325), Spectrophotometer...) | 150 acCDOM [1/m] (aCDOM(326), Spectrophotometer...) | 151 acCDOM [1/m] (aCDOM(327), Spectrophotometer...) | 152 acCDOM [1/m] (aCDOM(328), Spectrophotometer...) | 153 acCDOM [1/m] (aCDOM(329), Spectrophotometer...) | 154 acCDOM [1/m] (aCDOM(330), Spectrophotometer...) | 155 acCDOM [1/m] (aCDOM(331), Spectrophotometer...) | 156 acCDOM [1/m] (aCDOM(332), Spectrophotometer...) | 157 acCDOM [1/m] (aCDOM(333), Spectrophotometer...) | 158 acCDOM [1/m] (aCDOM(334), Spectrophotometer...) | 159 acCDOM [1/m] (aCDOM(335), Spectrophotometer...) | 160 acCDOM [1/m] (aCDOM(336), Spectrophotometer...) | 161 acCDOM [1/m] (aCDOM(337), Spectrophotometer...) | 162 acCDOM [1/m] (aCDOM(338), Spectrophotometer...) | 163 acCDOM [1/m] (aCDOM(339), Spectrophotometer...) | 164 acCDOM [1/m] (aCDOM(340), Spectrophotometer...) | 165 acCDOM [1/m] (aCDOM(341), Spectrophotometer...) | 166 acCDOM [1/m] (aCDOM(342), Spectrophotometer...) | 167 acCDOM [1/m] (aCDOM(343), Spectrophotometer...) | 168 acCDOM [1/m] (aCDOM(344), Spectrophotometer...) | 169 acCDOM [1/m] (aCDOM(345), Spectrophotometer...) | 170 acCDOM [1/m] (aCDOM(346), Spectrophotometer...) | 171 acCDOM [1/m] (aCDOM(347), Spectrophotometer...) | 172 acCDOM [1/m] (aCDOM(348), Spectrophotometer...) | 173 acCDOM [1/m] (aCDOM(349), Spectrophotometer...) | 174 acCDOM [1/m] (aCDOM(350), Spectrophotometer...) | 175 acCDOM [1/m] (aCDOM(351), Spectrophotometer...) | 176 acCDOM [1/m] (aCDOM(352), Spectrophotometer...) | 177 acCDOM [1/m] (aCDOM(353), Spectrophotometer...) | 178 acCDOM [1/m] (aCDOM(354), Spectrophotometer...) | 179 acCDOM [1/m] (aCDOM(355), Spectrophotometer...) | 180 acCDOM [1/m] (aCDOM(356), Spectrophotometer...) | 181 acCDOM [1/m] (aCDOM(357), Spectrophotometer...) | 182 acCDOM [1/m] (aCDOM(358), Spectrophotometer...) | 183 acCDOM [1/m] (aCDOM(359), Spectrophotometer...) | 184 acCDOM [1/m] (aCDOM(360), Spectrophotometer...) | 185 acCDOM [1/m] (aCDOM(361), Spectrophotometer...) | 186 acCDOM [1/m] (aCDOM(362), Spectrophotometer...) | 187 acCDOM [1/m] (aCDOM(363), Spectrophotometer...) | 188 acCDOM [1/m] (aCDOM(364), Spectrophotometer...) | 189 acCDOM [1/m] (aCDOM(365), Spectrophotometer...) | 190 acCDOM [1/m] (aCDOM(366), Spectrophotometer...) | 191 acCDOM [1/m] (aCDOM(367), Spectrophotometer...) | 192 acCDOM [1/m] (aCDOM(368), Spectrophotometer...) | 193 acCDOM [1/m] (aCDOM(369), Spectrophotometer...) | 194 acCDOM [1/m] (aCDOM(370), Spectrophotometer...) | 195 acCDOM [1/m] (aCDOM(371), Spectrophotometer...) | 196 acCDOM [1/m] (aCDOM(372), Spectrophotometer...) | 197 acCDOM [1/m] (aCDOM(373), Spectrophotometer...) | 198 acCDOM [1/m] (aCDOM(374), Spectrophotometer...) | 199 acCDOM [1/m] (aCDOM(375), Spectrophotometer...) | 200 acCDOM [1/m] (aCDOM(376), Spectrophotometer...) | 201 acCDOM [1/m] (aCDOM(377), Spectrophotometer...) | 202 acCDOM [1/m] (aCDOM(378), Spectrophotometer...) | 203 acCDOM [1/m] (aCDOM(379), Spectrophotometer...) | 204 acCDOM [1/m] (aCDOM(380), Spectrophotometer...) | 205 acCDOM [1/m] (aCDOM(381), Spectrophotometer...) | 206 acCDOM [1/m] (aCDOM(382), Spectrophotometer...) | 207 acCDOM [1/m] (aCDOM(383), Spectrophotometer...) | 208 acCDOM [1/m] (aCDOM(384), Spectrophotometer...) | 209 acCDOM [1/m] (aCDOM(385), Spectrophotometer...) | 210 acCDOM [1/m] (aCDOM(386), Spectrophotometer...) | 211 acCDOM [1/m] (aCDOM(387), Spectrophotometer...) | 212 acCDOM [1/m] (aCDOM(388), Spectrophotometer...) | 213 acCDOM [1/m] (aCDOM(389), Spectrophotometer...) | 214 acCDOM [1/m] (aCDOM(390), Spectrophotometer...) | 215 acCDOM [1/m] (aCDOM(391), Spectrophotometer...) | 216 acCDOM [1/m] (aCDOM(392), Spectrophotometer...) | 217 acCDOM [1/m] (aCDOM(393), Spectrophotometer...) | 218 acCDOM [1/m] (aCDOM(394), Spectrophotometer...) | 219 acCDOM [1/m] (aCDOM(395), Spectrophotometer...) | 220 acCDOM [1/m] (aCDOM(396), Spectrophotometer...) | 221 acCDOM [1/m] (aCDOM(397), Spectrophotometer...) | 222 acCDOM [1/m] (aCDOM(398), Spectrophotometer...) | 223 acCDOM [1/m] (aCDOM(399), Spectrophotometer...) | 224 acCDOM [1/m] (aCDOM(400), Spectrophotometer...) | 225 acCDOM [1/m] (aCDOM(401), Spectrophotometer...) | 226 acCDOM [1/m] (aCDOM(402), Spectrophotometer...) | 227 acCDOM [1/m] (aCDOM(403), Spectrophotometer...) | 228 acCDOM [1/m] (aCDOM(404), Spectrophotometer...) | 229 acCDOM [1/m] (aCDOM(405), Spectrophotometer...) | 230 acCDOM [1/m] (aCDOM(406), Spectrophotometer...) | 231 acCDOM [1/m] (aCDOM(407), Spectrophotometer...) | 232 acCDOM [1/m] (aCDOM(408), Spectrophotometer...) | 233 acCDOM [1/m] (aCDOM(409), Spectrophotometer...) | 234 acCDOM [1/m] (aCDOM(410), Spectrophotometer...) | 235 acCDOM [1/m] (aCDOM(411), Spectrophotometer...) | 236 acCDOM [1/m] (aCDOM(412), Spectrophotometer...) | 237 acCDOM [1/m] (aCDOM(413), Spectrophotometer...) | 238 acCDOM [1/m] (aCDOM(414), Spectrophotometer...) | 239 acCDOM [1/m] (aCDOM(415), Spectrophotometer...) | 240 acCDOM [1/m] (aCDOM(416), Spectrophotometer...) | 241 acCDOM [1/m] (aCDOM(417), Spectrophotometer...) | 242 acCDOM [1/m] (aCDOM(418), Spectrophotometer...) | 243 acCDOM [1/m] (aCDOM(419), Spectrophotometer...) | 244 acCDOM [1/m] (aCDOM(420), Spectrophotometer...) | 245 acCDOM [1/m] (aCDOM(421), Spectrophotometer...) | 246 acCDOM [1/m] (aCDOM(422), Spectrophotometer...) | 247 acCDOM [1/m] (aCDOM(423), Spectrophotometer...) | 248 acCDOM [1/m] (aCDOM(424), Spectrophotometer...) | 249 acCDOM [1/m] (aCDOM(425), Spectrophotometer...) | 250 acCDOM [1/m] (aCDOM(426), Spectrophotometer...) | 251 acCDOM [1/m] (aCDOM(427), Spectrophotometer...) | 252 acCDOM [1/m] (aCDOM(428), Spectrophotometer...) | 253 acCDOM [1/m] (aCDOM(429), Spectrophotometer...) | 254 acCDOM [1/m] (aCDOM(430), Spectrophotometer...) | 255 acCDOM [1/m] (aCDOM(431), Spectrophotometer...) | 256 acCDOM [1/m] (aCDOM(432), Spectrophotometer...) | 257 acCDOM [1/m] (aCDOM(433), Spectrophotometer...) | 258 acCDOM [1/m] (aCDOM(434), Spectrophotometer...) | 259 acCDOM [1/m] (aCDOM(435), Spectrophotometer...) | 260 acCDOM [1/m] (aCDOM(436), Spectrophotometer...) | 261 acCDOM [1/m] (aCDOM(437), Spectrophotometer...) | 262 acCDOM [1/m] (aCDOM(438), Spectrophotometer...) | 263 acCDOM [1/m] (aCDOM(439), Spectrophotometer...) | 264 acCDOM [1/m] (aCDOM(440), Spectrophotometer...) | 265 acCDOM [1/m] (aCDOM(441), Spectrophotometer...) | 266 acCDOM [1/m] (aCDOM(442), Spectrophotometer...) | 267 acCDOM [1/m] (aCDOM(443), Spectrophotometer...) | 268 acCDOM [1/m] (aCDOM(444), Spectrophotometer...) | 269 acCDOM [1/m] (aCDOM(445), Spectrophotometer...) | 270 acCDOM [1/m] (aCDOM(446), Spectrophotometer...) | 271 acCDOM [1/m] (aCDOM(447), Spectrophotometer...) | 272 acCDOM [1/m] (aCDOM(448), Spectrophotometer...) | 273 acCDOM [1/m] (aCDOM(449), Spectrophotometer...) | 274 acCDOM [1/m] (aCDOM(450), Spectrophotometer...) | 275 acCDOM [1/m] (aCDOM(451), Spectrophotometer...) | 276 acCDOM [1/m] (aCDOM(452), Spectrophotometer...) | 277 acCDOM [1/m] (aCDOM(453), Spectrophotometer...) | 278 acCDOM [1/m] (aCDOM(454), Spectrophotometer...) | 279 acCDOM [1/m] (aCDOM(455), Spectrophotometer...) | 280 acCDOM [1/m] (aCDOM(456), Spectrophotometer...) | 281 acCDOM [1/m] (aCDOM(457), Spectrophotometer...) | 282 acCDOM [1/m] (aCDOM(458), Spectrophotometer...) | 283 acCDOM [1/m] (aCDOM(459), Spectrophotometer...) | 284 acCDOM [1/m] (aCDOM(460), Spectrophotometer...) | 285 acCDOM [1/m] (aCDOM(461), Spectrophotometer...) | 286 acCDOM [1/m] (aCDOM(462), Spectrophotometer...) | 287 acCDOM [1/m] (aCDOM(463), Spectrophotometer...) | 288 acCDOM [1/m] (aCDOM(464), Spectrophotometer...) | 289 acCDOM [1/m] (aCDOM(465), Spectrophotometer...) | 290 acCDOM [1/m] (aCDOM(466), Spectrophotometer...) | 291 acCDOM [1/m] (aCDOM(467), Spectrophotometer...) | 292 acCDOM [1/m] (aCDOM(468), Spectrophotometer...) | 293 acCDOM [1/m] (aCDOM(469), Spectrophotometer...) | 294 acCDOM [1/m] (aCDOM(470), Spectrophotometer...) | 295 acCDOM [1/m] (aCDOM(471), Spectrophotometer...) | 296 acCDOM [1/m] (aCDOM(472), Spectrophotometer...) | 297 acCDOM [1/m] (aCDOM(473), Spectrophotometer...) | 298 acCDOM [1/m] (aCDOM(474), Spectrophotometer...) | 299 acCDOM [1/m] (aCDOM(475), Spectrophotometer...) | 300 acCDOM [1/m] (aCDOM(476), Spectrophotometer...) | 301 acCDOM [1/m] (aCDOM(477), Spectrophotometer...) | 302 acCDOM [1/m] (aCDOM(478), Spectrophotometer...) | 303 acCDOM [1/m] (aCDOM(479), Spectrophotometer...) | 304 acCDOM [1/m] (aCDOM(480), Spectrophotometer...) | 305 acCDOM [1/m] (aCDOM(481), Spectrophotometer...) | 306 acCDOM [1/m] (aCDOM(482), Spectrophotometer...) | 307 acCDOM [1/m] (aCDOM(483), Spectrophotometer...) | 308 acCDOM [1/m] (aCDOM(484), Spectrophotometer...) | 309 acCDOM [1/m] (aCDOM(485), Spectrophotometer...) | 310 acCDOM [1/m] (aCDOM(486), Spectrophotometer...) | 311 acCDOM [1/m] (aCDOM(487), Spectrophotometer...) | 312 acCDOM [1/m] (aCDOM(488), Spectrophotometer...) | 313 acCDOM [1/m] (aCDOM(489), Spectrophotometer...) | 314 acCDOM [1/m] (aCDOM(490), Spectrophotometer...) | 315 acCDOM [1/m] (aCDOM(491), Spectrophotometer...) | 316 acCDOM [1/m] (aCDOM(492), Spectrophotometer...) | 317 acCDOM [1/m] (aCDOM(493), Spectrophotometer...) | 318 acCDOM [1/m] (aCDOM(494), Spectrophotometer...) | 319 acCDOM [1/m] (aCDOM(495), Spectrophotometer...) | 320 acCDOM [1/m] (aCDOM(496), Spectrophotometer...) | 321 acCDOM [1/m] (aCDOM(497), Spectrophotometer...) | 322 acCDOM [1/m] (aCDOM(498), Spectrophotometer...) | 323 acCDOM [1/m] (aCDOM(499), Spectrophotometer...) | 324 acCDOM [1/m] (aCDOM(500), Spectrophotometer...) | 325 acCDOM [1/m] (aCDOM(501), Spectrophotometer...) | 326 acCDOM [1/m] (aCDOM(502), Spectrophotometer...) | 327 acCDOM [1/m] (aCDOM(503), Spectrophotometer...) | 328 acCDOM [1/m] (aCDOM(504), Spectrophotometer...) | 329 acCDOM [1/m] (aCDOM(505), Spectrophotometer...) | 330 acCDOM [1/m] (aCDOM(506), Spectrophotometer...) | 331 acCDOM [1/m] (aCDOM(507), Spectrophotometer...) | 332 acCDOM [1/m] (aCDOM(508), Spectrophotometer...) | 333 acCDOM [1/m] (aCDOM(509), Spectrophotometer...) | 334 acCDOM [1/m] (aCDOM(510), Spectrophotometer...) | 335 acCDOM [1/m] (aCDOM(511), Spectrophotometer...) | 336 acCDOM [1/m] (aCDOM(512), Spectrophotometer...) | 337 acCDOM [1/m] (aCDOM(513), Spectrophotometer...) | 338 acCDOM [1/m] (aCDOM(514), Spectrophotometer...) | 339 acCDOM [1/m] (aCDOM(515), Spectrophotometer...) | 340 acCDOM [1/m] (aCDOM(516), Spectrophotometer...) | 341 acCDOM [1/m] (aCDOM(517), Spectrophotometer...) | 342 acCDOM [1/m] (aCDOM(518), Spectrophotometer...) | 343 acCDOM [1/m] (aCDOM(519), Spectrophotometer...) | 344 acCDOM [1/m] (aCDOM(520), Spectrophotometer...) | 345 acCDOM [1/m] (aCDOM(521), Spectrophotometer...) | 346 acCDOM [1/m] (aCDOM(522), Spectrophotometer...) | 347 acCDOM [1/m] (aCDOM(523), Spectrophotometer...) | 348 acCDOM [1/m] (aCDOM(524), Spectrophotometer...) | 349 acCDOM [1/m] (aCDOM(525), Spectrophotometer...) | 350 acCDOM [1/m] (aCDOM(526), Spectrophotometer...) | 351 acCDOM [1/m] (aCDOM(527), Spectrophotometer...) | 352 acCDOM [1/m] (aCDOM(528), Spectrophotometer...) | 353 acCDOM [1/m] (aCDOM(529), Spectrophotometer...) | 354 acCDOM [1/m] (aCDOM(530), Spectrophotometer...) | 355 acCDOM [1/m] (aCDOM(531), Spectrophotometer...) | 356 acCDOM [1/m] (aCDOM(532), Spectrophotometer...) | 357 acCDOM [1/m] (aCDOM(533), Spectrophotometer...) | 358 acCDOM [1/m] (aCDOM(534), Spectrophotometer...) | 359 acCDOM [1/m] (aCDOM(535), Spectrophotometer...) | 360 acCDOM [1/m] (aCDOM(536), Spectrophotometer...) | 361 acCDOM [1/m] (aCDOM(537), Spectrophotometer...) | 362 acCDOM [1/m] (aCDOM(538), Spectrophotometer...) | 363 acCDOM [1/m] (aCDOM(539), Spectrophotometer...) | 364 acCDOM [1/m] (aCDOM(540), Spectrophotometer...) | 365 acCDOM [1/m] (aCDOM(541), Spectrophotometer...) | 366 acCDOM [1/m] (aCDOM(542), Spectrophotometer...) | 367 acCDOM [1/m] (aCDOM(543), Spectrophotometer...) | 368 acCDOM [1/m] (aCDOM(544), Spectrophotometer...) | 369 acCDOM [1/m] (aCDOM(545), Spectrophotometer...) | 370 acCDOM [1/m] (aCDOM(546), Spectrophotometer...) | 371 acCDOM [1/m] (aCDOM(547), Spectrophotometer...) | 372 acCDOM [1/m] (aCDOM(548), Spectrophotometer...) | 373 acCDOM [1/m] (aCDOM(549), Spectrophotometer...) | 374 acCDOM [1/m] (aCDOM(550), Spectrophotometer...) | 375 acCDOM [1/m] (aCDOM(551), Spectrophotometer...) | 376 acCDOM [1/m] (aCDOM(552), Spectrophotometer...) | 377 acCDOM [1/m] (aCDOM(553), Spectrophotometer...) | 378 acCDOM [1/m] (aCDOM(554), Spectrophotometer...) | 379 acCDOM [1/m] (aCDOM(555), Spectrophotometer...) | 380 acCDOM [1/m] (aCDOM(556), Spectrophotometer...) | 381 acCDOM [1/m] (aCDOM(557), Spectrophotometer...) | 382 acCDOM [1/m] (aCDOM(558), Spectrophotometer...) | 383 acCDOM [1/m] (aCDOM(559), Spectrophotometer...) | 384 acCDOM [1/m] (aCDOM(560), Spectrophotometer...) | 385 acCDOM [1/m] (aCDOM(561), Spectrophotometer...) | 386 acCDOM [1/m] (aCDOM(562), Spectrophotometer...) | 387 acCDOM [1/m] (aCDOM(563), Spectrophotometer...) | 388 acCDOM [1/m] (aCDOM(564), Spectrophotometer...) | 389 acCDOM [1/m] (aCDOM(565), Spectrophotometer...) | 390 acCDOM [1/m] (aCDOM(566), Spectrophotometer...) | 391 acCDOM [1/m] (aCDOM(567), Spectrophotometer...) | 392 acCDOM [1/m] (aCDOM(568), Spectrophotometer...) | 393 acCDOM [1/m] (aCDOM(569), Spectrophotometer...) | 394 acCDOM [1/m] (aCDOM(570), Spectrophotometer...) | 395 acCDOM [1/m] (aCDOM(571), Spectrophotometer...) | 396 acCDOM [1/m] (aCDOM(572), Spectrophotometer...) | 397 acCDOM [1/m] (aCDOM(573), Spectrophotometer...) | 398 acCDOM [1/m] (aCDOM(574), Spectrophotometer...) | 399 acCDOM [1/m] (aCDOM(575), Spectrophotometer...) | 400 acCDOM [1/m] (aCDOM(576), Spectrophotometer...) | 401 acCDOM [1/m] (aCDOM(577), Spectrophotometer...) | 402 acCDOM [1/m] (aCDOM(578), Spectrophotometer...) | 403 acCDOM [1/m] (aCDOM(579), Spectrophotometer...) | 404 acCDOM [1/m] (aCDOM(580), Spectrophotometer...) | 405 acCDOM [1/m] (aCDOM(581), Spectrophotometer...) | 406 acCDOM [1/m] (aCDOM(582), Spectrophotometer...) | 407 acCDOM [1/m] (aCDOM(583), Spectrophotometer...) | 408 acCDOM [1/m] (aCDOM(584), Spectrophotometer...) | 409 acCDOM [1/m] (aCDOM(585), Spectrophotometer...) | 410 acCDOM [1/m] (aCDOM(586), Spectrophotometer...) | 411 acCDOM [1/m] (aCDOM(587), Spectrophotometer...) | 412 acCDOM [1/m] (aCDOM(588), Spectrophotometer...) | 413 acCDOM [1/m] (aCDOM(589), Spectrophotometer...) | 414 acCDOM [1/m] (aCDOM(590), Spectrophotometer...) | 415 acCDOM [1/m] (aCDOM(591), Spectrophotometer...) | 416 acCDOM [1/m] (aCDOM(592), Spectrophotometer...) | 417 acCDOM [1/m] (aCDOM(593), Spectrophotometer...) | 418 acCDOM [1/m] (aCDOM(594), Spectrophotometer...) | 419 acCDOM [1/m] (aCDOM(595), Spectrophotometer...) | 420 acCDOM [1/m] (aCDOM(596), Spectrophotometer...) | 421 acCDOM [1/m] (aCDOM(597), Spectrophotometer...) | 422 acCDOM [1/m] (aCDOM(598), Spectrophotometer...) | 423 acCDOM [1/m] (aCDOM(599), Spectrophotometer...) | 424 acCDOM [1/m] (aCDOM(600), Spectrophotometer...) | 425 acCDOM [1/m] (aCDOM(601), Spectrophotometer...) | 426 acCDOM [1/m] (aCDOM(602), Spectrophotometer...) | 427 acCDOM [1/m] (aCDOM(603), Spectrophotometer...) | 428 acCDOM [1/m] (aCDOM(604), Spectrophotometer...) | 429 acCDOM [1/m] (aCDOM(605), Spectrophotometer...) | 430 acCDOM [1/m] (aCDOM(606), Spectrophotometer...) | 431 acCDOM [1/m] (aCDOM(607), Spectrophotometer...) | 432 acCDOM [1/m] (aCDOM(608), Spectrophotometer...) | 433 acCDOM [1/m] (aCDOM(609), Spectrophotometer...) | 434 acCDOM [1/m] (aCDOM(610), Spectrophotometer...) | 435 acCDOM [1/m] (aCDOM(611), Spectrophotometer...) | 436 acCDOM [1/m] (aCDOM(612), Spectrophotometer...) | 437 acCDOM [1/m] (aCDOM(613), Spectrophotometer...) | 438 acCDOM [1/m] (aCDOM(614), Spectrophotometer...) | 439 acCDOM [1/m] (aCDOM(615), Spectrophotometer...) | 440 acCDOM [1/m] (aCDOM(616), Spectrophotometer...) | 441 acCDOM [1/m] (aCDOM(617), Spectrophotometer...) | 442 acCDOM [1/m] (aCDOM(618), Spectrophotometer...) | 443 acCDOM [1/m] (aCDOM(619), Spectrophotometer...) | 444 acCDOM [1/m] (aCDOM(620), Spectrophotometer...) | 445 acCDOM [1/m] (aCDOM(621), Spectrophotometer...) | 446 acCDOM [1/m] (aCDOM(622), Spectrophotometer...) | 447 acCDOM [1/m] (aCDOM(623), Spectrophotometer...) | 448 acCDOM [1/m] (aCDOM(624), Spectrophotometer...) | 449 acCDOM [1/m] (aCDOM(625), Spectrophotometer...) | 450 acCDOM [1/m] (aCDOM(626), Spectrophotometer...) | 451 acCDOM [1/m] (aCDOM(627), Spectrophotometer...) | 452 acCDOM [1/m] (aCDOM(628), Spectrophotometer...) | 453 acCDOM [1/m] (aCDOM(629), Spectrophotometer...) | 454 acCDOM [1/m] (aCDOM(630), Spectrophotometer...) | 455 acCDOM [1/m] (aCDOM(631), Spectrophotometer...) | 456 acCDOM [1/m] (aCDOM(632), Spectrophotometer...) | 457 acCDOM [1/m] (aCDOM(633), Spectrophotometer...) | 458 acCDOM [1/m] (aCDOM(634), Spectrophotometer...) | 459 acCDOM [1/m] (aCDOM(635), Spectrophotometer...) | 460 acCDOM [1/m] (aCDOM(636), Spectrophotometer...) | 461 acCDOM [1/m] (aCDOM(637), Spectrophotometer...) | 462 acCDOM [1/m] (aCDOM(638), Spectrophotometer...) | 463 acCDOM [1/m] (aCDOM(639), Spectrophotometer...) | 464 acCDOM [1/m] (aCDOM(640), Spectrophotometer...) | 465 acCDOM [1/m] (aCDOM(641), Spectrophotometer...) | 466 acCDOM [1/m] (aCDOM(642), Spectrophotometer...) | 467 acCDOM [1/m] (aCDOM(643), Spectrophotometer...) | 468 acCDOM [1/m] (aCDOM(644), Spectrophotometer...) | 469 acCDOM [1/m] (aCDOM(645), Spectrophotometer...) | 470 acCDOM [1/m] (aCDOM(646), Spectrophotometer...) | 471 acCDOM [1/m] (aCDOM(647), Spectrophotometer...) | 472 acCDOM [1/m] (aCDOM(648), Spectrophotometer...) | 473 acCDOM [1/m] (aCDOM(649), Spectrophotometer...) | 474 acCDOM [1/m] (aCDOM(650), Spectrophotometer...) | 475 acCDOM [1/m] (aCDOM(651), Spectrophotometer...) | 476 acCDOM [1/m] (aCDOM(652), Spectrophotometer...) | 477 acCDOM [1/m] (aCDOM(653), Spectrophotometer...) | 478 acCDOM [1/m] (aCDOM(654), Spectrophotometer...) | 479 acCDOM [1/m] (aCDOM(655), Spectrophotometer...) | 480 acCDOM [1/m] (aCDOM(656), Spectrophotometer...) | 481 acCDOM [1/m] (aCDOM(657), Spectrophotometer...) | 482 acCDOM [1/m] (aCDOM(658), Spectrophotometer...) | 483 acCDOM [1/m] (aCDOM(659), Spectrophotometer...) | 484 acCDOM [1/m] (aCDOM(660), Spectrophotometer...) | 485 acCDOM [1/m] (aCDOM(661), Spectrophotometer...) | 486 acCDOM [1/m] (aCDOM(662), Spectrophotometer...) | 487 acCDOM [1/m] (aCDOM(663), Spectrophotometer...) | 488 acCDOM [1/m] (aCDOM(664), Spectrophotometer...) | 489 acCDOM [1/m] (aCDOM(665), Spectrophotometer...) | 490 acCDOM [1/m] (aCDOM(666), Spectrophotometer...) | 491 acCDOM [1/m] (aCDOM(667), Spectrophotometer...) | 492 acCDOM [1/m] (aCDOM(668), Spectrophotometer...) | 493 acCDOM [1/m] (aCDOM(669), Spectrophotometer...) | 494 acCDOM [1/m] (aCDOM(670), Spectrophotometer...) | 495 acCDOM [1/m] (aCDOM(671), Spectrophotometer...) | 496 acCDOM [1/m] (aCDOM(672), Spectrophotometer...) | 497 acCDOM [1/m] (aCDOM(673), Spectrophotometer...) | 498 acCDOM [1/m] (aCDOM(674), Spectrophotometer...) | 499 acCDOM [1/m] (aCDOM(675), Spectrophotometer...) | 500 acCDOM [1/m] (aCDOM(676), Spectrophotometer...) | 501 acCDOM [1/m] (aCDOM(677), Spectrophotometer...) | 502 acCDOM [1/m] (aCDOM(678), Spectrophotometer...) | 503 acCDOM [1/m] (aCDOM(679), Spectrophotometer...) | 504 acCDOM [1/m] (aCDOM(680), Spectrophotometer...) | 505 acCDOM [1/m] (aCDOM(681), Spectrophotometer...) | 506 acCDOM [1/m] (aCDOM(682), Spectrophotometer...) | 507 acCDOM [1/m] (aCDOM(683), Spectrophotometer...) | 508 acCDOM [1/m] (aCDOM(684), Spectrophotometer...) | 509 acCDOM [1/m] (aCDOM(685), Spectrophotometer...) | 510 acCDOM [1/m] (aCDOM(686), Spectrophotometer...) | 511 acCDOM [1/m] (aCDOM(687), Spectrophotometer...) | 512 acCDOM [1/m] (aCDOM(688), Spectrophotometer...) | 513 acCDOM [1/m] (aCDOM(689), Spectrophotometer...) | 514 acCDOM [1/m] (aCDOM(690), Spectrophotometer...) | 515 acCDOM [1/m] (aCDOM(691), Spectrophotometer...) | 516 acCDOM [1/m] (aCDOM(692), Spectrophotometer...) | 517 acCDOM [1/m] (aCDOM(693), Spectrophotometer...) | 518 acCDOM [1/m] (aCDOM(694), Spectrophotometer...) | 519 acCDOM [1/m] (aCDOM(695), Spectrophotometer...) | 520 acCDOM [1/m] (aCDOM(696), Spectrophotometer...) | 521 acCDOM [1/m] (aCDOM(697), Spectrophotometer...) | 522 acCDOM [1/m] (aCDOM(698), Spectrophotometer...) | 523 acCDOM [1/m] (aCDOM(699), Spectrophotometer...) | 524 acCDOM [1/m] (aCDOM(700), Spectrophotometer...) | 525 acCDOM [1/m] (aCDOM(701), Spectrophotometer...) | 526 acCDOM [1/m] (aCDOM(702), Spectrophotometer...) | 527 acCDOM [1/m] (aCDOM(703), Spectrophotometer...) | 528 acCDOM [1/m] (aCDOM(704), Spectrophotometer...) | 529 acCDOM [1/m] (aCDOM(705), Spectrophotometer...) | 530 acCDOM [1/m] (aCDOM(706), Spectrophotometer...) | 531 acCDOM [1/m] (aCDOM(707), Spectrophotometer...) | 532 acCDOM [1/m] (aCDOM(708), Spectrophotometer...) | 533 acCDOM [1/m] (aCDOM(709), Spectrophotometer...) | 534 acCDOM [1/m] (aCDOM(710), Spectrophotometer...) | 535 acCDOM [1/m] (aCDOM(711), Spectrophotometer...) | 536 acCDOM [1/m] (aCDOM(712), Spectrophotometer...) | 537 acCDOM [1/m] (aCDOM(713), Spectrophotometer...) | 538 acCDOM [1/m] (aCDOM(714), Spectrophotometer...) | 539 acCDOM [1/m] (aCDOM(715), Spectrophotometer...) | 540 acCDOM [1/m] (aCDOM(716), Spectrophotometer...) | 541 acCDOM [1/m] (aCDOM(717), Spectrophotometer...) | 542 acCDOM [1/m] (aCDOM(718), Spectrophotometer...) | 543 acCDOM [1/m] (aCDOM(719), Spectrophotometer...) | 544 acCDOM [1/m] (aCDOM(720), Spectrophotometer...) | 545 acCDOM [1/m] (aCDOM(721), Spectrophotometer...) | 546 acCDOM [1/m] (aCDOM(722), Spectrophotometer...) | 547 acCDOM [1/m] (aCDOM(723), Spectrophotometer...) | 548 acCDOM [1/m] (aCDOM(724), Spectrophotometer...) | 549 acCDOM [1/m] (aCDOM(725), Spectrophotometer...) | 550 acCDOM [1/m] (aCDOM(726), Spectrophotometer...) | 551 acCDOM [1/m] (aCDOM(727), Spectrophotometer...) | 552 acCDOM [1/m] (aCDOM(728), Spectrophotometer...) | 553 acCDOM [1/m] (aCDOM(729), Spectrophotometer...) | 554 acCDOM [1/m] (aCDOM(730), Spectrophotometer...) | 555 acCDOM [1/m] (aCDOM(731), Spectrophotometer...) | 556 acCDOM [1/m] (aCDOM(732), Spectrophotometer...) | 557 acCDOM [1/m] (aCDOM(733), Spectrophotometer...) | 558 acCDOM [1/m] (aCDOM(734), Spectrophotometer...) | 559 acCDOM [1/m] (aCDOM(735), Spectrophotometer...) | 560 acCDOM [1/m] (aCDOM(736), Spectrophotometer...) | 561 acCDOM [1/m] (aCDOM(737), Spectrophotometer...) | 562 acCDOM [1/m] (aCDOM(738), Spectrophotometer...) | 563 acCDOM [1/m] (aCDOM(739), Spectrophotometer...) | 564 acCDOM [1/m] (aCDOM(740), Spectrophotometer...) | 565 acCDOM [1/m] (aCDOM(741), Spectrophotometer...) | 566 acCDOM [1/m] (aCDOM(742), Spectrophotometer...) | 567 acCDOM [1/m] (aCDOM(743), Spectrophotometer...) | 568 acCDOM [1/m] (aCDOM(744), Spectrophotometer...) | 569 acCDOM [1/m] (aCDOM(745), Spectrophotometer...) | 570 acCDOM [1/m] (aCDOM(746), Spectrophotometer...) | 571 acCDOM [1/m] (aCDOM(747), Spectrophotometer...) | 572 acCDOM [1/m] (aCDOM(748), Spectrophotometer...) | 573 acCDOM [1/m] (aCDOM(749), Spectrophotometer...) | 574 acCDOM [1/m] (aCDOM(750), Spectrophotometer...) | 575 acCDOM [1/m] (aCDOM(751), Spectrophotometer...) | 576 acCDOM [1/m] (aCDOM(752), Spectrophotometer...) | 577 acCDOM [1/m] (aCDOM(753), Spectrophotometer...) | 578 acCDOM [1/m] (aCDOM(754), Spectrophotometer...) | 579 acCDOM [1/m] (aCDOM(755), Spectrophotometer...) | 580 acCDOM [1/m] (aCDOM(756), Spectrophotometer...) | 581 acCDOM [1/m] (aCDOM(757), Spectrophotometer...) | 582 acCDOM [1/m] (aCDOM(758), Spectrophotometer...) | 583 acCDOM [1/m] (aCDOM(759), Spectrophotometer...) | 584 acCDOM [1/m] (aCDOM(760), Spectrophotometer...) | 585 acCDOM [1/m] (aCDOM(761), Spectrophotometer...) | 586 acCDOM [1/m] (aCDOM(762), Spectrophotometer...) | 587 acCDOM [1/m] (aCDOM(763), Spectrophotometer...) | 588 acCDOM [1/m] (aCDOM(764), Spectrophotometer...) | 589 acCDOM [1/m] (aCDOM(765), Spectrophotometer...) | 590 acCDOM [1/m] (aCDOM(766), Spectrophotometer...) | 591 acCDOM [1/m] (aCDOM(767), Spectrophotometer...) | 592 acCDOM [1/m] (aCDOM(768), Spectrophotometer...) | 593 acCDOM [1/m] (aCDOM(769), Spectrophotometer...) | 594 acCDOM [1/m] (aCDOM(770), Spectrophotometer...) | 595 acCDOM [1/m] (aCDOM(771), Spectrophotometer...) | 596 acCDOM [1/m] (aCDOM(772), Spectrophotometer...) | 597 acCDOM [1/m] (aCDOM(773), Spectrophotometer...) | 598 acCDOM [1/m] (aCDOM(774), Spectrophotometer...) | 599 acCDOM [1/m] (aCDOM(775), Spectrophotometer...) | 600 acCDOM [1/m] (aCDOM(776), Spectrophotometer...) | 601 acCDOM [1/m] (aCDOM(777), Spectrophotometer...) | 602 acCDOM [1/m] (aCDOM(778), Spectrophotometer...) | 603 acCDOM [1/m] (aCDOM(779), Spectrophotometer...) | 604 acCDOM [1/m] (aCDOM(780), Spectrophotometer...) | 605 acCDOM [1/m] (aCDOM(781), Spectrophotometer...) | 606 acCDOM [1/m] (aCDOM(782), Spectrophotometer...) | 607 acCDOM [1/m] (aCDOM(783), Spectrophotometer...) | 608 acCDOM [1/m] (aCDOM(784), Spectrophotometer...) | 609 acCDOM [1/m] (aCDOM(785), Spectrophotometer...) | 610 acCDOM [1/m] (aCDOM(786), Spectrophotometer...) | 611 acCDOM [1/m] (aCDOM(787), Spectrophotometer...) | 612 acCDOM [1/m] (aCDOM(788), Spectrophotometer...) | 613 acCDOM [1/m] (aCDOM(789), Spectrophotometer...) | 614 acCDOM [1/m] (aCDOM(790), Spectrophotometer...) | 615 acCDOM [1/m] (aCDOM(791), Spectrophotometer...) | 616 acCDOM [1/m] (aCDOM(792), Spectrophotometer...) | 617 acCDOM [1/m] (aCDOM(793), Spectrophotometer...) | 618 acCDOM [1/m] (aCDOM(794), Spectrophotometer...) | 619 acCDOM [1/m] (aCDOM(795), Spectrophotometer...) | 620 acCDOM [1/m] (aCDOM(796), Spectrophotometer...) | 621 acCDOM [1/m] (aCDOM(797), Spectrophotometer...) | 622 acCDOM [1/m] (aCDOM(798), Spectrophotometer...) | 623 acCDOM [1/m] (aCDOM(799), Spectrophotometer...) | 624 acCDOM [1/m] (aCDOM(800), Spectrophotometer...) |
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
0.02 | -16.50 | -126.5 | 5.5 | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
0.10 | 70.2 | 1.32 | -15.58 | -119.4 | 5.3 | <0.05 | 1.21 | 0.58 | <0.05 | 0.35 | <0.10 | <20 | <20 | 0.22 | <20 | 0.34 | <0.1 | <20 | 0.53 | <0.1 | <0.1 | <20 | 13.474820070 | 12.284521730 | 11.317712300 | 10.443006280 | 9.721284004 | 9.109901610 | 8.556774619 | 8.129599033 | 7.705324703 | 7.338200536 | 7.007134852 | 6.682976922 | 6.468790457 | 6.183131750 | 5.962774357 | 5.755219337 | 5.574466407 | 5.385009705 | 5.225993179 | 5.084061834 | 4.933841182 | 4.800383350 | 4.608301702 | 4.467797959 | 4.313064241 | 4.119048421 | 3.936038958 | 3.752016357 | 3.557632124 | 3.378491004 | 3.188850095 | 2.980281938 | 2.793404131 | 2.625499626 | 2.468325168 | 2.342005350 | 2.214718446 | 2.105806171 | 2.024893331 | 1.930533394 | 1.875271351 | 1.824660531 | 1.781786397 | 1.763642026 | 1.736978091 | 1.723577046 | 1.723807304 | 1.713215413 | 1.715932463 | 1.714965377 | 1.721228409 | 1.746510793 | 1.752911980 | 1.768523507 | 1.784457395 | 1.805871437 | 1.812456830 | 1.836818180 | 1.855515171 | 1.880014677 | 1.900369529 | 1.913171902 | 1.921230950 | 1.944026542 | 1.963137999 | 1.979256094 | 2.001038549 | 2.012090958 | 2.025492003 | 2.028899829 | 2.021071040 | 2.030005070 | 2.032031345 | 2.027011709 | 2.015867197 | 2.000900394 | 1.979808715 | 1.962124861 | 1.931546531 | 1.886185605 | 1.847640330 | 1.803246490 | 1.765069629 | 1.713353568 | 1.656709974 | 1.599007192 | 1.540014962 | 1.493548795 | 1.446207645 | 1.384544416 | 1.327394254 | 1.269369110 | 1.228475199 | 1.194212733 | 1.123523370 | 1.074248049 | 1.029301588 | 0.971875116 | 0.937750805 | 0.898008186 | 0.857390585 | 0.810049436 | 0.756537358 | 0.715735550 | 0.688933460 | 0.648500066 | 0.604244380 | 0.586560527 | 0.561830763 | 0.527706452 | 0.502654326 | 0.484003387 | 0.453931625 | 0.429800533 | 0.418471815 | 0.400695858 | 0.383610676 | 0.367814943 | 0.366111030 | 0.376334508 | 0.341611524 | 0.360216412 | 0.350131089 | 0.327796014 | 0.345157505 | 0.335394545 | 0.306888541 | 0.282527191 | 0.294316427 | 0.280685123 | 0.260882891 | 0.257152703 | 0.270968214 | 0.248817345 | 0.274652350 | 0.232376888 | 0.251626499 | 0.235462352 | 0.240620142 | 0.218561377 | 0.199864386 | 0.218008757 | 0.214739086 | 0.230580871 | 0.214877241 | 0.187568582 | 0.208660261 | 0.167628195 | 0.188351461 | 0.201476196 | 0.203640626 | 0.176654328 | 0.186417289 | 0.167766350 | 0.185358100 | 0.175272777 | 0.180430568 | 0.166246644 | 0.166200592 | 0.160950698 | 0.155654752 | 0.158648113 | 0.127701369 | 0.121346234 | 0.168411074 | 0.136405141 | 0.136957761 | 0.128023731 | 0.141839242 | 0.144326034 | 0.124431698 | 0.122221217 | 0.113793755 | 0.138201157 | 0.136681451 | 0.118122615 | 0.104261053 | 0.125721146 | 0.083583839 | 0.099379573 | 0.103109760 | 0.082616753 | 0.090721853 | 0.069123604 | 0.093162593 | 0.091550783 | 0.063321090 | 0.076353722 | 0.084827235 | 0.080129961 | 0.073820878 | 0.074557705 | 0.066867071 | 0.056873852 | 0.059959316 | 0.054341008 | 0.074189292 | 0.053880491 | 0.034124311 | 0.059176437 | 0.037440034 | 0.055630456 | 0.055077835 | 0.040525498 | 0.035597966 | 0.043150445 | 0.028275745 | 0.029933606 | 0.036104534 | 0.020539059 | 0.032098036 | 0.032466450 | 0.022473231 | 0.024821867 | 0.038176861 | 0.042828083 | 0.016025992 | 0.031821726 | 0.027308659 | 0.020861421 | 0.013677355 | 0.006907755 | 0.016670716 | 0.020308801 | 0.017223336 | 0.014552338 | 0.024085040 | 0.010914253 | 0.014736545 | 0.019710128 | 0.012802373 | 0.008427461 | 0.014782596 | 0.011328719 | 0.014782596 | 0.025650798 | 0.014091821 | 0.018052267 | 0.014368131 | 0.009901116 | -0.001842068 | 0.015289165 | 0.000967086 | -0.011190564 | -0.003177567 | -0.000138155 | -0.004190705 | 0.005940670 | -0.010499788 | -0.002578895 | 0.001151293 | -0.003960446 | -0.009164289 | -0.004190705 | -0.003914395 | -0.008243255 | -0.008105100 | -0.001335499 | -0.011466874 | -0.022565334 | -0.015289165 | -0.006769600 | -0.002394688 | -0.016532561 | -0.025650798 | -0.012249753 | -0.017453595 | -0.008841927 | -0.005249894 | -0.014137872 | 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-0.029334934 | -0.038361068 | -0.056090973 | -0.037578189 | -0.032328295 | -0.051854216 | -0.035551914 | -0.048584545 | -0.047525356 | -0.034676932 | -0.026203418 | -0.041676790 | -0.031867778 | -0.046374064 | -0.057058059 | -0.050472665 | -0.033525639 | -0.055998869 | -0.038453171 | -0.047387201 | -0.051485803 | -0.033249329 | -0.029841503 | -0.063551349 | -0.045268823 | -0.058209351 | -0.036611103 | -0.046604322 | -0.034308518 | -0.046189857 | -0.033479587 | -0.048630597 | -0.038038706 | -0.052314733 | -0.038913688 | -0.046834581 | -0.037117672 | -0.071472241 | -0.047387201 | -0.054156801 | -0.056643593 | -0.026986297 | -0.041630738 | -0.053558129 | -0.042966238 | -0.042828083 | -0.054617318 | -0.047939822 | -0.049873993 | -0.053419974 | -0.051393699 | -0.052683147 | -0.034262466 | -0.040571549 | -0.042137307 | -0.078840514 | -0.049321373 | -0.069169656 | -0.058393558 | -0.037025568 | -0.047433253 | -0.065853934 | -0.040571549 | -0.055814663 | -0.047018788 | -0.054110750 | 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-0.081879926 | -0.075156377 | -0.069031501 | -0.069906483 | -0.062307953 | -0.063827659 | -0.074373499 | -0.086531148 | -0.082939115 | -0.090307387 | -0.084643028 | -0.070873569 | -0.075294533 | -0.076123463 | -0.073268258 | -0.070551207 | -0.067603898 | -0.069261760 | -0.076491877 | -0.076722135 | -0.085564062 | -0.090353439 | -0.079807599 | -0.078518152 | -0.070274897 | -0.066590761 | -0.077090549 | -0.078379997 | -0.086577199 | -0.086669303 | -0.081327305 | -0.068570984 | -0.072393275 | -0.077689221 | -0.079116824 | -0.077919480 | -0.081833874 | -0.086485096 | -0.086807458 | -0.092702076 | -0.082570701 | -0.088189009 | -0.084044356 | -0.079531289 | -0.080590478 | -0.082570701 | -0.091688938 | -0.097629608 | -0.083445684 | -0.082985167 | -0.082985167 | -0.091182370 | -0.099840090 | -0.089708715 | -0.086116682 | -0.080866788 | -0.084643028 | -0.097261194 | -0.099655883 | -0.101129537 | -0.098182228 | -0.090998163 | -0.099333521 | -0.103155812 | -0.115175306 | -0.112043791 | 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-0.078748410 |
0.13 | 6.4 | 1.17 | -15.56 | -119.9 | 4.6 | <0.05 | 1.09 | 0.57 | <0.05 | 0.35 | <0.10 | <20 | <20 | 0.11 | <20 | 0.29 | <0.1 | <20 | 0.39 | <0.1 | <0.1 | <20 | 11.132400250 | 10.140078180 | 9.293049229 | 8.589839741 | 7.994114926 | 7.522177085 | 7.073541406 | 6.759514851 | 6.470632525 | 6.224578282 | 5.960333617 | 5.757660077 | 5.562032447 | 5.410292090 | 5.256110992 | 5.081022421 | 5.002412166 | 4.867020163 | 4.751522494 | 4.597065086 | 4.472817595 | 4.332083594 | 4.167817173 | 4.039378977 | 3.876908573 | 3.679669134 | 3.480633678 | 3.298453146 | 3.104943894 | 2.897388874 | 2.688406251 | 2.503232358 | 2.313591450 | 2.157430129 | 1.997676775 | 1.846028521 | 1.726017786 | 1.614618719 | 1.531311190 | 1.459931052 | 1.387445674 | 1.327946875 | 1.286776653 | 1.253297066 | 1.232251438 | 1.230087008 | 1.218021462 | 1.215488619 | 1.228751509 | 1.253481273 | 1.256935151 | 1.279408381 | 1.298519837 | 1.312887968 | 1.348808296 | 1.391267965 | 1.419681865 | 1.454681158 | 1.491338313 | 1.519521955 | 1.560415866 | 1.605362327 | 1.641651068 | 1.674578035 | 1.703406400 | 1.730991370 | 1.758806597 | 1.795417700 | 1.827699943 | 1.852706018 | 1.865784701 | 1.872554301 | 1.880521245 | 1.877205523 | 1.872646404 | 1.875317403 | 1.868962268 | 1.855791482 | 1.827930202 | 1.799424198 | 1.757977667 | 1.711189138 | 1.658966508 | 1.607757015 | 1.550883164 | 1.493410640 | 1.457352157 | 1.406649233 | 1.340565041 | 1.290967358 | 1.245330122 | 1.188318115 | 1.138398070 | 1.083458390 | 1.027781882 | 0.974315856 | 0.911363180 | 0.854535380 | 0.810832315 | 0.771504161 | 0.731991801 | 0.688058477 | 0.642881758 | 0.593468282 | 0.568784570 | 0.528351175 | 0.498878086 | 0.459319674 | 0.418057349 | 0.391669724 | 0.377163438 | 0.351190278 | 0.333782735 | 0.305645145 | 0.274099729 | 0.263277580 | 0.261803925 | 0.248909449 | 0.233528180 | 0.217456136 | 0.205390590 | 0.189502753 | 0.199035455 | 0.171680745 | 0.168871591 | 0.179739792 | 0.154687667 | 0.140181380 | 0.152891650 | 0.140872156 | 0.124846164 | 0.124661957 | 0.129497386 | 0.121576493 | 0.113287187 | 0.118444977 | 0.108728068 | 0.125398784 | 0.125721146 | 0.105918914 | 0.104399208 | 0.105182087 | 0.088787681 | 0.101175589 | 0.082248340 | 0.074926119 | 0.092057352 | 0.100300607 | 0.090721853 | 0.073544568 | 0.097951970 | 0.071288034 | 0.087774544 | 0.096063850 | 0.080360220 | 0.083077270 | 0.070689362 | 0.065485520 | 0.077597118 | 0.057242265 | 0.088465319 | 0.066498657 | 0.089892922 | 0.058531713 | 0.076998446 | 0.098734849 | 0.066452606 | 0.088603474 | 0.064794745 | 0.044163582 | 0.065071055 | 0.073959033 | 0.057979093 | 0.088419268 | 0.064057917 | 0.061663229 | 0.065439468 | 0.048860856 | 0.073314309 | 0.030071761 | 0.055722559 | 0.028782314 | 0.048492442 | 0.027262608 | 0.039742619 | 0.024038988 | 0.023946885 | 0.030762537 | 0.016394406 | 0.010407685 | 0.025742901 | 0.028874417 | 0.023025851 | 0.030025710 | 0.031177002 | 0.025236333 | 0.038913688 | 0.023302161 | 0.021966662 | 0.014874700 | 0.025236333 | 0.019249611 | 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0.16 | 5.7 | 1.31 | -15.40 | -119.4 | 3.8 | <0.05 | 1.08 | 0.58 | <0.05 | 0.35 | <0.10 | <20 | <20 | <0.10 | <20 | 0.30 | <0.1 | <20 | 0.39 | <0.1 | <0.1 | <20 | 11.269219860 | 10.243049790 | 9.400303642 | 8.667114497 | 8.053107156 | 7.605208304 | 7.159105468 | 6.864466679 | 6.572268631 | 6.337911520 | 6.049121298 | 5.853862082 | 5.657635780 | 5.486139243 | 5.291939216 | 5.133521361 | 4.999879323 | 4.852974394 | 4.729832143 | 4.566624912 | 4.459877067 | 4.317899670 | 4.148843872 | 4.012576886 | 3.850659103 | 3.660235316 | 3.448673797 | 3.229651903 | 3.027530984 | 2.802522368 | 2.583408371 | 2.379767745 | 2.185844029 | 2.023189418 | 1.855377016 | 1.692353992 | 1.579619425 | 1.471766340 | 1.393478447 | 1.320900964 | 1.258270650 | 1.211067656 | 1.188548373 | 1.178463051 | 1.174456553 | 1.163680454 | 1.148161031 | 1.175792052 | 1.211113707 | 1.231514611 | 1.233540886 | 1.269645420 | 1.310723538 | 1.345953090 | 1.390024569 | 1.424010725 | 1.469141393 | 1.515193095 | 1.551527887 | 1.598316416 | 1.648144358 | 1.681255532 | 1.727951957 | 1.783352155 | 1.816371225 | 1.848100847 | 1.892770998 | 1.931592583 | 1.954940796 | 1.984920454 | 2.005229254 | 2.010801510 | 2.025906468 | 2.021715763 | 2.015360628 | 2.012965940 | 1.999288585 | 1.987453297 | 1.956460502 | 1.921461208 | 1.877067368 | 1.832949837 | 1.784135033 | 1.735550488 | 1.664722971 | 1.584915371 | 1.537896584 | 1.488068642 | 1.415491160 | 1.357834429 | 1.303861835 | 1.230593577 | 1.175193380 | 1.123845732 | 1.067708708 | 1.004617876 | 0.952026833 | 0.874245508 | 0.823542584 | 0.776247487 | 0.723794598 | 0.692893906 | 0.646473791 | 0.579468565 | 0.528120917 | 0.501134620 | 0.463786689 | 0.418517867 | 0.374768750 | 0.346953522 | 0.326414463 | 0.296158495 | 0.290171773 | 0.248679190 | 0.230903233 | 0.215107499 | 0.213219380 | 0.195121061 | 0.160121767 | 0.155470545 | 0.148793049 | 0.142023449 | 0.124431698 | 0.104813673 | 0.109188585 | 0.103754484 | 0.086346941 | 0.087267975 | 0.092702076 | 0.072945896 | 0.090261336 | 0.074926119 | 0.083583839 | 0.077597118 | 0.085840372 | 0.081281254 | 0.057840938 | 0.067603898 | 0.064886848 | 0.054018646 | 0.036104534 | 0.031407261 | 0.039650515 | 0.065623675 | 0.036979517 | 0.034354570 | 0.043196496 | 0.039097895 | 0.030486227 | 0.028828365 | 0.044071479 | 0.024867919 | 0.047709563 | 0.045314875 | 0.047525356 | 0.043887272 | 0.026663935 | 0.016808871 | 0.023440316 | 0.025788953 | 0.029150727 | 0.034630880 | 0.057150162 | 0.021367990 | 0.022933748 | 0.041078118 | 0.032973019 | 0.039512360 | 0.024867919 | -0.002302585 | 0.016394406 | 0.022104817 | 0.008012996 | 0.035782172 | 0.028091538 | 0.015749682 | 0.041676790 | 0.031775674 | 0.015381268 | 0.001335499 | 0.003177567 | -0.001197344 | -0.014322079 | -0.010960305 | -0.004282808 | -0.004743325 | -0.003776240 | -0.003592033 | -0.025466591 | -0.003684136 | 0.011558977 | 0.000000000 | -0.018512784 | -0.014966803 | -0.025466591 | -0.016532561 | -0.001657861 | -0.009993219 | -0.017729905 | -0.005710411 | 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0.19 | 8.1 | 1.11 | -15.40 | -118.9 | 4.2 | <0.05 | 0.96 | 0.57 | <0.05 | 0.35 | <0.10 | <20 | <20 | <0.10 | <20 | 0.25 | <0.1 | <20 | 0.32 | <0.1 | <0.1 | <20 | 8.168742979 | 7.491046135 | 6.927971976 | 6.409798227 | 6.071272166 | 5.764383625 | 5.434791595 | 5.184270337 | 4.983392813 | 4.823317098 | 4.612031890 | 4.433397338 | 4.270880882 | 4.140922980 | 3.972650061 | 3.819297894 | 3.709510637 | 3.581901371 | 3.466541858 | 3.332347198 | 3.227533525 | 3.098404553 | 2.959282362 | 2.855942343 | 2.720872701 | 2.573369100 | 2.412786816 | 2.275414589 | 2.127910988 | 1.971243098 | 1.830969614 | 1.691571113 | 1.546554304 | 1.434326306 | 1.327486358 | 1.218343824 | 1.146503170 | 1.081017649 | 1.026814796 | 0.977999992 | 0.942862544 | 0.911271076 | 0.907771147 | 0.900633133 | 0.898791065 | 0.899435789 | 0.875028387 | 0.893080654 | 0.924580018 | 0.945441439 | 0.965980498 | 0.999920602 | 1.013275596 | 1.034229120 | 1.078807168 | 1.106115827 | 1.138167811 | 1.178739361 | 1.201995470 | 1.238100005 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0.22 | 5.5 | 1.15 | -15.38 | -118.4 | 4.6 | <0.05 | 0.96 | 0.57 | <0.05 | 0.36 | <0.10 | <20 | <20 | <0.10 | <20 | 0.24 | <0.1 | <20 | 0.31 | <0.1 | <0.1 | <20 | 10.518899480 | 9.526899771 | 8.706120288 | 7.980990191 | 7.411653001 | 6.899373869 | 6.509131748 | 6.173967462 | 5.897334888 | 5.616833972 | 5.369582385 | 5.161566848 | 5.033128651 | 4.830178801 | 4.676734531 | 4.523428415 | 4.416266105 | 4.295702749 | 4.182968183 | 4.074976942 | 3.926552307 | 3.803410057 | 3.630854330 | 3.485284900 | 3.302505695 | 3.137410344 | 2.942012973 | 2.748365567 | 2.565217949 | 2.376590178 | 2.193396508 | 2.011906751 | 1.841469402 | 1.698939385 | 1.560415866 | 1.460299466 | 1.373722266 | 1.294006771 | 1.219126703 | 1.159812111 | 1.116247201 | 1.087787250 | 1.061307521 | 1.047169649 | 1.051728767 | 1.049978802 | 1.046847287 | 1.056932609 | 1.066419260 | 1.059787815 | 1.088524077 | 1.111227566 | 1.138029656 | 1.166351453 | 1.184541875 | 1.224514752 | 1.251915515 | 1.278901812 | 1.311322210 | 1.338492715 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0.37 | 1.13 | -15.52 | -119.1 | 5.1 | 8.013134279 | 7.290076508 | 6.549473039 | 5.971846542 | 5.490974671 | 5.158481384 | 4.831422197 | 4.527480965 | 4.340188693 | 4.157041075 | 3.941795421 | 3.808015227 | 3.697122729 | 3.550355955 | 3.420766466 | 3.306466142 | 3.223434923 | 3.134232777 | 3.044201700 | 2.938973561 | 2.840607126 | 2.734319798 | 2.613341977 | 2.533626481 | 2.422089259 | 2.276750088 | 2.120082199 | 1.971703615 | 1.826824961 | 1.690604027 | 1.548258217 | 1.399971737 | 1.258593012 | 1.158568715 | 1.064715347 | 0.973118512 | 0.919652486 | 0.854627483 | 0.809634970 | 0.771458110 | 0.732037853 | 0.718774963 | 0.711683001 | 0.696485939 | 0.708827795 | 0.719972307 | 0.711590897 | 0.724853787 | 0.741386348 | 0.759116253 | 0.771181799 | 0.791536652 | 0.802220646 | 0.813227003 | 0.853660397 | 0.887370243 | 0.907402733 | 0.935494272 | 0.952072884 | 0.974684270 | 1.002867911 | 1.022393833 | 1.049748544 | 1.083274183 | 1.097780469 | 1.119608976 | 1.154424062 | 1.172706588 | 1.186798409 | 1.203054659 | 1.210192673 | 1.226494976 | 1.252928653 | 1.251454998 | 1.237639487 | 1.241093365 | 1.248968206 | 1.245053811 | 1.223777925 | 1.193706164 | 1.158660819 | 1.129049574 | 1.103905345 | 1.064715347 | 1.016038698 | 0.964552895 | 0.935125858 | 0.896166118 | 0.845002677 | 0.816957191 | 0.789832739 | 0.732544421 | 0.690361063 | 0.657572251 | 0.611658704 | 0.575231808 | 0.550548096 | 0.505601635 | 0.457477606 | 0.431872860 | 0.405301028 | 0.377531852 | 0.346999574 | 0.290816497 | 0.263047321 | 0.249323914 | 0.218146912 | 0.184068652 | 0.158602061 | 0.141332673 | 0.126642180 | 0.100622969 | 0.089156095 | 0.079715496 | 0.051439751 | 0.037762396 | 0.048216132 | 0.046880632 | 0.025144229 | 0.020170645 | 0.031130950 | 0.007045910 | -0.002993361 | -0.008059048 | 0.003223619 | -0.009256392 | -0.022841644 | -0.003868343 | 0.013262890 | -0.018835146 | -0.035229552 | -0.030348072 | -0.023210058 | -0.020400904 | -0.026157367 | -0.023762678 | -0.045268823 | -0.038775533 | 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-0.020861421 | ||||||||||||||||||
0.40 | 3.4 | 1.09 | -15.51 | -118.9 | 5.2 | <0.05 | 0.71 | 0.55 | <0.05 | 0.34 | <0.10 | <20 | <20 | <0.10 | <20 | <0.20 | <0.1 | <20 | <0.20 | <0.1 | <0.1 | <20 | 7.625655259 | 7.083304366 | 6.620346608 | 6.133073550 | 5.764061263 | 5.494060135 | 5.157744557 | 4.926150548 | 4.700543261 | 4.463515151 | 4.240302552 | 4.091693710 | 3.928256220 | 3.786969599 | 3.646926374 | 3.502508237 | 3.419430966 | 3.313466001 | 3.211645688 | 3.095917761 | 3.008143217 | 2.872428852 | 2.751727341 | 2.656216112 | 2.517462334 | 2.377050695 | 2.268322627 | 2.142187015 | 2.012919888 | 1.889869741 | 1.764701215 | 1.636815639 | 1.529192812 | 1.457121899 | 1.366492149 | 1.277013693 | 1.211205811 | 1.157555578 | 1.101234347 | 1.057945747 | 1.010466442 | 0.963401603 | 0.934619289 | 0.917626211 | 0.915139419 | 0.900863392 | 0.870561372 | 0.872633699 | 0.874475767 | 0.872219233 | 0.862502324 | 0.865956202 | 0.860199739 | 0.850436778 | 0.869317976 | 0.882488763 | 0.888107070 | 0.900909443 | 0.892021465 | 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0.46 | 4.6 | 1.05 | -15.57 | -119.3 | 5.3 | <0.05 | 0.89 | 0.56 | <0.05 | 0.34 | <0.10 | <20 | <20 | <0.10 | <20 | 0.22 | <0.1 | <20 | 0.27 | <0.1 | <0.1 | <20 | 8.804302517 | 8.092297154 | 7.588721794 | 7.075337422 | 6.663358897 | 6.334687901 | 6.005832698 | 5.710825496 | 5.472277680 | 5.278031602 | 5.004023976 | 4.816685653 | 4.646616718 | 4.477975385 | 4.320248307 | 4.137699360 | 4.009859836 | 3.850290689 | 3.720424890 | 3.587611782 | 3.469212856 | 3.319775084 | 3.180422634 | 3.063405259 | 2.899783563 | 2.740398623 | 2.597085726 | 2.453128106 | 2.270118643 | 2.116352011 | 1.977367974 | 1.831338028 | 1.681531842 | 1.571007757 | 1.460990242 | 1.367643442 | 1.289447652 | 1.229488336 | 1.171877657 | 1.122187871 | 1.077241410 | 1.048781458 | 1.043024995 | 1.031005501 | 1.039985583 | 1.036761964 | 1.019124162 | 1.042011858 | 1.059373350 | 1.070702068 | 1.083320235 | 1.105379000 | 1.116661667 | 1.134852089 | 1.170404003 | 1.202133625 | 1.222902943 | 1.265777077 | 1.290322634 | 1.316894466 | 1.365294805 | 1.400248047 | 1.421339726 | 1.453437762 | 1.476233355 | 1.498660534 | 1.531817759 | 1.570455137 | 1.591500765 | 1.609414877 | 1.620651492 | 1.632624934 | 1.649479857 | 1.651091667 | 1.641973430 | 1.645795721 | 1.653854769 | 1.643493136 | 1.613191116 | 1.592191540 | 1.562027675 | 1.535824257 | 1.503588066 | 1.468680876 | 1.427004086 | 1.370636802 | 1.325137721 | 1.274526901 | 1.223777925 | 1.184219513 | 1.135220503 | 1.075675652 | 1.022531988 | 0.970815927 | 0.924073450 | 0.879817764 | 0.830035874 | 0.780530295 | 0.739129815 | 0.685894048 | 0.643848844 | 0.618198046 | 0.584580303 | 0.535995758 | 0.499384655 | 0.475437770 | 0.433668876 | 0.400741910 | 0.372466165 | 0.346216695 | 0.330144651 | 0.303250457 | 0.290263877 | 0.275941798 | 0.250198896 | 0.230534820 | 0.240021470 | 0.230442716 | 0.200647265 | 0.168641332 | 0.180845033 | 0.178956913 | 0.165555868 | 0.170437349 | 0.150957479 | 0.146306257 | 0.150220651 | 0.135299900 | 0.149668031 | 0.115267410 | 0.130924988 | 0.130464471 | 0.136220934 | 0.133549935 | 0.111214860 | 0.115958185 | 0.098734849 | 0.111214860 | 0.123833026 | 0.101544003 | 0.095419126 | 0.097767763 | 0.089524508 | 0.118537081 | 0.088096906 | 0.084827235 | 0.101820313 | 0.094728351 | 0.082800960 | 0.090491594 | 0.108866223 | 0.084366718 | 0.083169374 | 0.074787964 | 0.086116682 | 0.086945613 | 0.072899844 | 0.063136883 | 0.074787964 | 0.059130385 | 0.080866788 | 0.068340726 | 0.086577199 | 0.069399915 | 0.068617036 | 0.102787399 | 0.077366859 | 0.093484955 | 0.073314309 | 0.060696143 | 0.072485379 | 0.062538211 | 0.047295098 | 0.071840655 | 0.079485237 | 0.056321231 | 0.093531006 | 0.088465319 | 0.048124028 | 0.047663511 | 0.041308377 | 0.053972595 | 0.036703206 | 0.049091114 | 0.058623816 | 0.043288600 | 0.044025427 | 0.054571267 | 0.033940104 | 0.019019353 | 0.040341291 | 0.047018788 | 0.035091397 | 0.046880632 | 0.040203136 | 0.030900692 | 0.048906907 | 0.028367848 | 0.022104817 | 0.028828365 | 0.029657296 | 0.032190140 | 0.033249329 | 0.035874276 | 0.022012713 | 0.037900551 | 0.024913971 | 0.032926967 | 0.046005650 | 0.052406837 | 0.030163865 | 0.043749117 | 0.034216414 | 0.023486368 | 0.028459952 | 0.029703348 | 0.017914112 | 0.029933606 | 0.035966379 | 0.039880774 | 0.049183218 | 0.035551914 | 0.022933748 | 0.029749399 | 0.014598389 | 0.020308801 | 0.032420398 | 0.020446956 | 0.005295946 | 0.014828648 | 0.023025851 | 0.018328577 | 0.025512643 | 0.024960022 | 0.021690352 | 0.033755897 | 0.028828365 | 0.025696850 | 0.032051984 | 0.022887696 | 0.003315723 | 0.015749682 | 0.017361492 | 0.013308942 | 0.026525780 | 0.020124594 | 0.013999717 | 0.025973160 | 0.022611386 | 0.023624523 | 0.029196779 | 0.013861562 | 0.001105241 | 0.006078825 | 0.005710411 | 0.016854923 | 0.023164006 | 0.014920751 | 0.010914253 | 0.012295804 | 0.007230117 | 0.009440599 | 0.013907614 | 0.015012855 | 0.008841927 | 0.008934030 | 0.007138014 | 0.004098601 | 0.012756321 | 0.013216838 | 0.007138014 | 0.008519565 | -0.000092100 | 0.007736686 | 0.008795875 | 0.002072327 | 0.008934030 | 0.012664218 | 0.008703772 | 0.017177285 | 0.011328719 | -0.009624806 | -0.003039412 | 0.000368414 | -0.007552479 | -0.004927532 | 0.007828789 | 0.002717050 | -0.006907755 | -0.005341997 | 0.002670999 | 0.010177426 | 0.009716909 | 0.001197344 | -0.001151293 | -0.004835429 | -0.007598531 | 0.002624947 | 0.007874841 | -0.004973584 | -0.005388049 | -0.002855206 | -0.001796016 | 0.004052550 | 0.001565758 | -0.008427461 | 0.000230259 | 0.000874982 | -0.007506427 | -0.000506569 | 0.002670999 | -0.007644583 | -0.004098601 | -0.010868202 | -0.012664218 | -0.001565758 | 0.006861704 | -0.007874841 | 0.009256392 | 0.012802373 | -0.009072185 | 0.011512925 | 0.016394406 | -0.007920893 | -0.009762961 | -0.002072327 | 0.015151010 | 0.009348495 | 0.002717050 | -0.012111598 | -0.002717050 | 0.002855206 | 0.006677497 | 0.005894618 | 0.010177426 | -0.007276169 | 0.003223619 | -0.006447238 | -0.005203842 | 0.006263031 | 0.004328860 | -0.012710270 | 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0.002670999 | -0.004374912 | -0.001842068 | 0.006263031 | -0.004098601 | -0.013032632 | -0.007091962 | -0.003730188 | 0.000967086 | 0.005986721 | 0.005986721 | 0.008611668 | 0.010131374 | 0.001151293 | -0.005341997 | -0.008703772 | -0.009348495 | 0.006861704 | 0.011190564 | 0.005664359 | 0.002072327 | -0.007322221 | -0.005341997 | 0.002440740 | 0.002624947 | -0.001289448 | -0.002532844 | -0.005802514 | -0.010315581 | 0.005157791 | 0.002855206 | -0.001657861 | 0.003269671 | -0.003269671 | -0.002164430 | 0.000874982 | -0.004006498 | -0.022289024 | -0.017591750 | -0.009947168 | -0.009716909 | -0.006769600 | -0.004927532 | -0.004144653 | -0.007414324 | -0.012157649 | -0.017085181 | -0.017085181 | -0.027861280 | -0.025973160 | -0.020400904 | -0.021736403 | -0.015979941 | -0.017315440 | -0.019157508 | -0.016670716 | -0.020262749 | -0.027308659 | -0.038637378 | -0.041308377 | -0.038176861 | -0.038821585 | -0.029887555 | -0.034584828 | -0.043334651 | -0.051577906 | -0.038222913 | -0.029841503 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0.49 | 4.2 | 1.11 | -15.57 | -119.3 | 5.2 | <0.05 | 0.77 | 0.56 | <0.05 | 0.36 | <0.10 | <20 | <20 | <0.10 | <20 | <0.20 | <0.1 | <20 | <0.20 | <0.1 | <0.1 | <20 | 6.060864482 | 5.595005466 | 5.174783686 | 4.794672939 | 4.553177815 | 4.287505547 | 4.065490292 | 3.879303261 | 3.732444384 | 3.596868174 | 3.437345079 | 3.316183051 | 3.196034161 | 3.077036563 | 2.956104794 | 2.876297195 | 2.771069056 | 2.668926381 | 2.584467560 | 2.462016085 | 2.393076687 | 2.297979923 | 2.182666461 | 2.098483950 | 1.993347915 | 1.880429142 | 1.765530146 | 1.644598377 | 1.522469263 | 1.428984309 | 1.313164279 | 1.205633555 | 1.104319811 | 1.029117381 | 0.969296221 | 0.898606858 | 0.849055227 | 0.818522949 | 0.769155524 | 0.744471812 | 0.720156514 | 0.691834717 | 0.691512355 | 0.688749253 | 0.708827795 | 0.721814375 | 0.717577618 | 0.729643164 | 0.744563916 | 0.747879638 | 0.758103116 | 0.782971035 | 0.786240706 | 0.791168238 | 0.818016380 | 0.837404147 | 0.864897013 | 0.888475484 | 0.891653051 | 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0.64 | 93.0 | 0.77 | -15.72 | -120.1 | 5.7 | <0.05 | 0.73 | <0.55 | <0.05 | 0.34 | <0.10 | <20 | <20 | <0.10 | <20 | <0.20 | <0.1 | <20 | <0.20 | <0.1 | <0.1 | <20 | 7.296569798 | 6.666075948 | 6.231532089 | 5.722292370 | 5.383397896 | 5.146323735 | 4.830040646 | 4.555204089 | 4.403924249 | 4.224967335 | 4.017458367 | 3.876263849 | 3.735345641 | 3.608841616 | 3.450838227 | 3.324656564 | 3.258894734 | 3.168725502 | 3.077635235 | 2.955736380 | 2.889652188 | 2.807772262 | 2.722622666 | 2.642354549 | 2.536804049 | 2.437470528 | 2.335512060 | 2.223652476 | 2.100786535 | 1.998183344 | 1.870067509 | 1.750793601 | 1.642848412 | 1.542916219 | 1.435661805 | 1.339091387 | 1.245284070 | 1.163265989 | 1.091471386 | 1.016821577 | 0.951013695 | 0.887876812 | 0.838693594 | 0.799227286 | 0.770030507 | 0.728860285 | 0.688979512 | 0.671986434 | 0.665677350 | 0.650250030 | 0.633164849 | 0.625520266 | 0.609954791 | 0.612027118 | 0.620776941 | 0.625151853 | 0.636250313 | 0.647717187 | 0.647855342 | 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0.67 | 4.3 | 0.84 | -15.76 | -121.0 | 5.2 | <0.05 | 0.78 | 0.58 | <0.05 | 0.36 | <0.10 | <20 | <20 | <0.10 | <20 | <0.20 | <0.1 | <20 | <0.20 | <0.1 | <0.1 | <20 | 5.763278384 | 5.289544527 | 4.806231916 | 4.446476021 | 4.205026949 | 4.016214971 | 3.718352563 | 3.488600623 | 3.343721969 | 3.222421786 | 3.051431817 | 2.922118638 | 2.830659958 | 2.724372630 | 2.614309063 | 2.517416282 | 2.431806168 | 2.342419815 | 2.286881463 | 2.195284628 | 2.138825241 | 2.065971449 | 1.975664061 | 1.925651913 | 1.844324608 | 1.739234624 | 1.665597953 | 1.585606147 | 1.482588490 | 1.395044204 | 1.302434232 | 1.215120205 | 1.123523370 | 1.047722269 | 0.978276303 | 0.897041101 | 0.844081643 | 0.792319530 | 0.749859861 | 0.700400334 | 0.659322216 | 0.610415308 | 0.594619574 | 0.573205533 | 0.555705886 | 0.538390446 | 0.516561940 | 0.513246217 | 0.517114560 | 0.518311904 | 0.497496535 | 0.502792481 | 0.486766489 | 0.472260203 | 0.486674385 | 0.495055795 | 0.501963550 | 0.512371235 | 0.504956911 | 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0.73 | 68.1 | 1.06 | -15.89 | -121.1 | 6.0 | <0.05 | 0.93 | 0.78 | <0.05 | 0.39 | <0.10 | <20 | <20 | 0.11 | <20 | <0.20 | <0.1 | <20 | 0.32 | <0.1 | <0.1 | <20 | 15.829904100 | 14.419893090 | 13.037789420 | 11.906575410 | 11.049230880 | 10.314429920 | 9.716724886 | 9.259569641 | 8.878583912 | 8.559031153 | 8.254491248 | 7.977029744 | 7.807927895 | 7.625102639 | 7.419343635 | 7.295142195 | 7.161546208 | 7.072067751 | 6.948511035 | 6.857604976 | 6.777244756 | 6.702226534 | 6.585117056 | 6.508302817 | 6.384561894 | 6.199618259 | 6.001181476 | 5.810020862 | 5.585610919 | 5.342135571 | 5.064720119 | 4.775285173 | 4.475949111 | 4.182922132 | 3.898552873 | 3.627584659 | 3.359379547 | 3.111206926 | 2.877218229 | 2.673531551 | 2.469844874 | 2.282967068 | 2.120082199 | 1.971887822 | 1.831844597 | 1.717175859 | 1.611487203 | 1.529469122 | 1.473930770 | 1.410011008 | 1.367228977 | 1.339091387 | 1.312657710 | 1.299072458 | 1.293085737 | 1.284381965 | 1.264717888 | 1.272362471 | 1.279316278 | 1.290598945 | 1.311414314 | 1.315282657 | 1.311230107 | 1.326887686 | 1.338861128 | 1.350972726 | 1.371281526 | 1.372617026 | 1.375334076 | 1.381735263 | 1.372064405 | 1.368103959 | 1.365847425 | 1.341163713 | 1.321914102 | 1.316111587 | 1.295434373 | 1.262046889 | 1.229165974 | 1.184173462 | 1.147193945 | 1.096675228 | 1.043899978 | 0.996512777 | 0.948711110 | 0.903350184 | 0.871574509 | 0.839476473 | 0.807792902 | 0.782924983 | 0.751978240 | 0.717853929 | 0.701367419 | 0.682670428 | 0.650756599 | 0.632704332 | 0.622941371 | 0.598395814 | 0.574817343 | 0.555797990 | 0.548199459 | 0.523607850 | 0.486628334 | 0.477970614 | 0.473549650 | 0.444951543 | 0.422478313 | 0.407972027 | 0.394709137 | 0.378452886 | 0.352433674 | 0.341012852 | 0.330605168 | 0.312184487 | 0.303342560 | 0.290816497 | 0.272165558 | 0.270231387 | 0.277645711 | 0.275803642 | 0.272303713 | 0.274652350 | 0.270231387 | 0.240666194 | 0.240481987 | 0.247527897 | 0.180614775 | 0.191575080 | 0.223949426 | 0.200324903 | 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0.76 | 5.2 | 1.27 | -15.92 | -122.0 | 5.4 | <0.05 | 0.87 | 0.60 | <0.05 | 0.40 | <0.10 | <20 | <20 | 0.12 | <20 | <0.20 | <0.1 | <20 | 0.27 | <0.1 | <0.1 | <20 | 17.648255550 | 15.991177160 | 14.686946910 | 13.474866120 | 12.561845080 | 11.792919810 | 11.053467640 | 10.532899200 | 10.125433740 | 9.715435438 | 9.381652703 | 9.072876042 | 8.801309156 | 8.568011234 | 8.350232736 | 8.144703991 | 7.994621495 | 7.834868141 | 7.710482494 | 7.572373440 | 7.460237546 | 7.328529679 | 7.182776042 | 7.061383756 | 6.916827464 | 6.719956439 | 6.490757119 | 6.277721946 | 6.041891181 | 5.762541557 | 5.466429114 | 5.170546930 | 4.851454688 | 4.552210729 | 4.229756712 | 3.945663764 | 3.686116372 | 3.417220485 | 3.170014949 | 2.946065523 | 2.734043488 | 2.542560511 | 2.374840213 | 2.225540596 | 2.083839509 | 1.963368257 | 1.845337745 | 1.762444682 | 1.699538057 | 1.635664347 | 1.571882740 | 1.541580720 | 1.491983037 | 1.462832310 | 1.469049289 | 1.453806176 | 1.438424908 | 1.439852510 | 1.431747411 | 1.428707999 | 1.437503874 | 1.450306247 | 1.455878503 | 1.459746846 | 1.460299466 | 1.464628326 | 1.489726503 | 1.510726080 | 1.520396937 | 1.523896866 | 1.515975974 | 1.511140545 | 1.509528735 | 1.478674095 | 1.453944331 | 1.449431264 | 1.436306529 | 1.423043639 | 1.385741761 | 1.339551904 | 1.290230531 | 1.248369534 | 1.191679889 | 1.132871866 | 1.089306956 | 1.036163292 | 1.008670426 | 0.974546115 | 0.934066669 | 0.927343120 | 0.901600219 | 0.854673535 | 0.835469975 | 0.805582421 | 0.768004232 | 0.748109897 | 0.730287888 | 0.703762108 | 0.680736257 | 0.648960583 | 0.619855907 | 0.607237741 | 0.575093653 | 0.540462773 | 0.513476476 | 0.494411071 | 0.463049862 | 0.443984458 | 0.421787537 | 0.400511651 | 0.390748690 | 0.368782028 | 0.341979938 | 0.319875121 | 0.309099023 | 0.293073031 | 0.284185052 | 0.268389318 | 0.251488344 | 0.235416300 | 0.216258792 | 0.203180109 | 0.198068370 | 0.190607994 | 0.168871591 | 0.175549087 | 0.171174176 | 0.162424352 | 0.181121343 | 0.173937278 | 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0.90 | 4.6 | 0.78 | -16.69 | -130.3 | 3.2 | <0.05 | 0.80 | 0.59 | <0.05 | 0.35 | <0.10 | <20 | <20 | <0.10 | <20 | <0.20 | <0.1 | <20 | <0.20 | <0.1 | <0.1 | <20 | 9.425033406 | 8.531446183 | 7.867150384 | 7.179874785 | 6.660365537 | 6.305629277 | 5.851697652 | 5.563091636 | 5.292491836 | 5.072641012 | 4.864533371 | 4.669274155 | 4.513343092 | 4.358793581 | 4.210230791 | 4.109331512 | 4.042694699 | 3.954735949 | 3.872533661 | 3.757726768 | 3.650656562 | 3.536172031 | 3.410542988 | 3.307709538 | 3.169692587 | 3.038721547 | 2.907520249 | 2.760569268 | 2.604960567 | 2.458654311 | 2.311841485 | 2.169173313 | 2.029820863 | 1.904053665 | 1.775385210 | 1.662604592 | 1.565527605 | 1.482081921 | 1.400570409 | 1.332137580 | 1.253343118 | 1.196192956 | 1.157970043 | 1.115648529 | 1.090504300 | 1.080142667 | 1.034597534 | 1.026031917 | 1.031558122 | 1.019860989 | 1.010742752 | 1.005308652 | 0.995039122 | 0.995545691 | 1.011341425 | 1.023360919 | 1.032893621 | 1.047399907 | 1.042656582 | 1.041551341 | 1.052327439 | 1.057807592 | 1.062596969 | 1.071991516 | 1.064853502 | 1.065912691 | 1.089629318 | 1.097366004 | 1.093405557 | 1.100681726 | 1.101372502 | 1.093175299 | 1.081708425 | 1.058083902 | 1.044084185 | 1.031834432 | 1.020920179 | 1.009038839 | 0.974177701 | 0.947928231 | 0.919053814 | 0.884008469 | 0.843989540 | 0.817003243 | 0.783569707 | 0.741156090 | 0.724301167 | 0.701091109 | 0.665815505 | 0.651171064 | 0.638000278 | 0.604981207 | 0.574679188 | 0.554969059 | 0.538206240 | 0.528949848 | 0.512325183 | 0.485615196 | 0.473181237 | 0.447392284 | 0.431688653 | 0.418563918 | 0.407189148 | 0.373847716 | 0.369979373 | 0.365005789 | 0.343729903 | 0.327151290 | 0.310480574 | 0.297493994 | 0.288928377 | 0.290540187 | 0.265442010 | 0.244027968 | 0.236245231 | 0.231594009 | 0.241310918 | 0.227541459 | 0.192357959 | 0.191206666 | 0.205252435 | 0.193140838 | 0.182502894 | 0.191621131 | 0.166891368 | 0.152062720 | 0.140549794 | 0.152431133 | 0.180292413 | 0.152845598 | 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0.93 | 40.8 | 1.37 | -16.89 | -131.1 | 4.0 | <0.05 | 0.89 | 0.61 | <0.05 | 0.36 | <0.10 | <20 | <20 | <0.10 | <20 | <0.20 | <0.1 | <20 | 0.29 | <0.1 | <0.1 | <20 | 11.403138210 | 10.377612860 | 9.448197412 | 8.642200526 | 8.021838050 | 7.541887214 | 7.039186836 | 6.664786500 | 6.363562318 | 6.108113528 | 5.807441966 | 5.580959697 | 5.383812361 | 5.219638044 | 5.058457087 | 4.904966765 | 4.763495937 | 4.603097859 | 4.496856583 | 4.361602735 | 4.265538885 | 4.135396775 | 3.982090660 | 3.871382369 | 3.732214126 | 3.561638622 | 3.391569687 | 3.244112138 | 3.063497363 | 2.887579862 | 2.697110023 | 2.513870301 | 2.336018629 | 2.187778200 | 2.022176280 | 1.884113278 | 1.758300029 | 1.655236320 | 1.544942494 | 1.452010160 | 1.383853641 | 1.316618156 | 1.278257089 | 1.245836690 | 1.224652908 | 1.202455987 | 1.168792193 | 1.155483251 | 1.153134615 | 1.151108340 | 1.131444263 | 1.137200726 | 1.134575779 | 1.132365297 | 1.144891360 | 1.156772699 | 1.174180242 | 1.196054801 | 1.201488902 | 1.206186175 | 1.224883166 | 1.232481697 | 1.241830192 | 1.256244375 | 1.267757301 | 1.277290003 | 1.293085737 | 1.304506559 | 1.310447228 | 1.319058896 | 1.311828779 | 1.308789367 | 1.306532833 | 1.277612365 | 1.253665480 | 1.248876103 | 1.234093506 | 1.216041239 | 1.189837821 | 1.158752922 | 1.110859152 | 1.075767755 | 1.035334361 | 0.993243106 | 0.947467714 | 0.896027963 | 0.873646836 | 0.844311902 | 0.812029659 | 0.790707721 | 0.768602904 | 0.728031355 | 0.707400192 | 0.682624377 | 0.658907750 | 0.646381687 | 0.621513768 | 0.598119504 | 0.571731879 | 0.545896874 | 0.524805194 | 0.518265853 | 0.497957052 | 0.463924845 | 0.450615903 | 0.431366291 | 0.415754764 | 0.389367139 | 0.372972733 | 0.349946882 | 0.341197059 | 0.337558975 | 0.325953946 | 0.302421526 | 0.278520693 | 0.268895887 | 0.278750951 | 0.263139424 | 0.249093655 | 0.235278145 | 0.245501623 | 0.219482411 | 0.201476196 | 0.215844327 | 0.200739368 | 0.197101284 | 0.183746290 | 0.178680603 | 0.176378018 | 0.174167536 | 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0.99 | 46.8 | 0.90 | -17.09 | -131.7 | 5.0 | <0.05 | 0.82 | 0.58 | <0.05 | 0.35 | <0.10 | <20 | <20 | <0.10 | <20 | <0.20 | <0.1 | <20 | 0.20 | <0.1 | <0.1 | <20 | 7.030068599 | 6.448757967 | 5.916492396 | 5.392239822 | 5.025023552 | 4.752535632 | 4.461212566 | 4.250157616 | 4.050293230 | 3.865119337 | 3.716878909 | 3.555928211 | 3.465160306 | 3.366747820 | 3.219336322 | 3.098496656 | 3.028774380 | 2.960111292 | 2.877356384 | 2.789719995 | 2.721747683 | 2.641571670 | 2.531001534 | 2.489324744 | 2.410023713 | 2.296782579 | 2.211817189 | 2.106773257 | 2.003847703 | 1.897099858 | 1.790121755 | 1.678814791 | 1.544804339 | 1.454082486 | 1.362393548 | 1.273882177 | 1.210054518 | 1.131490315 | 1.061169366 | 1.003052118 | 0.950461075 | 0.886679468 | 0.845371091 | 0.803003525 | 0.766530577 | 0.745024433 | 0.713893482 | 0.699663506 | 0.695380698 | 0.687966374 | 0.666137867 | 0.662545835 | 0.653243391 | 0.647855342 | 0.652782874 | 0.652230253 | 0.661578749 | 0.677973155 | 0.674289019 | 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0.016302302 |
1.05 | 4.2 | 1.13 | -17.26 | -133.5 | 4.6 | <0.05 | 0.77 | 0.58 | <0.05 | 0.39 | <0.10 | <20 | <20 | <0.10 | <20 | <0.20 | <0.1 | <20 | <0.20 | <0.1 | <0.1 | <20 | 7.868900348 | 7.304859104 | 6.794422041 | 6.324832837 | 5.993675049 | 5.742601170 | 5.459843721 | 5.222953766 | 5.070891047 | 4.901558939 | 4.746502859 | 4.606781996 | 4.469133459 | 4.346267518 | 4.227269921 | 4.103298739 | 4.021188555 | 3.912046021 | 3.804699504 | 3.699195055 | 3.621413731 | 3.494264982 | 3.387332930 | 3.315077810 | 3.211829895 | 3.106739911 | 2.992117225 | 2.869896008 | 2.739753899 | 2.625085161 | 2.478963111 | 2.326255668 | 2.196389869 | 2.094799814 | 1.954388175 | 1.820009309 | 1.711603603 | 1.594033608 | 1.502989394 | 1.422721277 | 1.343926815 | 1.266191543 | 1.194028526 | 1.143832171 | 1.090688507 | 1.044498650 | 0.992276020 | 0.961006914 | 0.933467997 | 0.914034179 | 0.877054662 | 0.870008752 | 0.866462770 | 0.855364310 | 0.860153687 | 0.855732724 | 0.855778776 | 0.873370526 | 0.869179821 | 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-0.037762396 | -0.020032490 | -0.025512643 | -0.017637802 |
1.08 | 5.0 | 0.89 | -17.39 | -135.7 | 3.4 | <0.05 | 0.84 | 0.58 | <0.05 | 0.35 | <0.10 | <20 | <20 | <0.10 | <20 | <0.20 | <0.1 | <20 | 0.22 | <0.1 | <0.1 | <20 | 7.604655683 | 6.936261282 | 6.305168760 | 5.848013516 | 5.531315962 | 5.264492402 | 4.960919583 | 4.711825927 | 4.507770837 | 4.281749084 | 4.018701763 | 3.912782849 | 3.704214691 | 3.665208899 | 3.478515300 | 3.476903490 | 3.437759544 | 3.232875522 | 3.190369801 | 3.066813085 | 2.814680018 | 2.874040661 | 2.787371358 | 2.598881743 | 2.776180795 | 2.458193794 | 2.269566023 | 2.353840637 | 1.990170348 | 2.025860417 | 1.904652337 | 1.726294096 | 1.595046746 | 1.483739782 | 1.376439317 | 1.281664914 | 1.202317832 | 1.128174592 | 1.070425758 | 1.015025561 | 0.954974141 | 0.906758010 | 0.874107353 | 0.846522384 | 0.819075569 | 0.793332668 | 0.752945325 | 0.743642882 | 0.742353434 | 0.731531284 | 0.719788100 | 0.719695997 | 0.707077830 | 0.699893765 | 0.712880345 | 0.710347501 | 0.715735550 | 0.735629886 | 0.727985303 | 0.725360356 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1.11 | 4.5 | 0.95 | -17.53 | -136.1 | 4.1 | <0.05 | 0.81 | 0.57 | <0.05 | 0.34 | <0.10 | <20 | <20 | <0.10 | <20 | <0.20 | <0.1 | <20 | <0.20 | <0.1 | <0.1 | <20 | 7.114757679 | 6.529394497 | 6.019417950 | 5.586670108 | 5.292399733 | 5.054865055 | 4.767548487 | 4.537243926 | 4.379056330 | 4.194895574 | 4.025563466 | 3.877599348 | 3.786877496 | 3.677458652 | 3.539764063 | 3.387563189 | 3.295459785 | 3.195527592 | 3.126956608 | 3.026103381 | 2.950808848 | 2.851245069 | 2.740813088 | 2.678505135 | 2.579125563 | 2.468325168 | 2.347761813 | 2.217113134 | 2.107003515 | 1.980683697 | 1.860442703 | 1.744760828 | 1.616644994 | 1.512798406 | 1.404576907 | 1.306624937 | 1.224330546 | 1.137707294 | 1.066879777 | 1.014795302 | 0.956033331 | 0.898192393 | 0.863883875 | 0.838002819 | 0.819443983 | 0.793194513 | 0.750872999 | 0.742307382 | 0.743504727 | 0.727985303 | 0.711084328 | 0.709656726 | 0.701321368 | 0.691788665 | 0.700308230 | 0.709933036 | 0.706755468 | 0.721906478 | 0.724761684 | 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0.004881480 |
1.13 | 5.6 | 0.98 | -17.62 | -136.2 | 4.8 | <0.05 | 0.92 | 0.60 | <0.05 | 0.34 | <0.10 | <20 | <20 | <0.10 | <20 | <0.20 | <0.1 | <20 | 0.30 | <0.1 | <0.1 | <20 | 9.952785909 | 9.254872368 | 8.608490680 | 7.987483481 | 7.521486310 | 7.099744824 | 6.725897108 | 6.426468943 | 6.137724772 | 5.865513162 | 5.605965771 | 5.374740176 | 5.240131051 | 5.008629146 | 4.798357075 | 4.666188691 | 4.528125689 | 4.416174002 | 4.256466700 | 4.120337869 | 3.974814491 | 3.833896283 | 3.677781014 | 3.523093347 | 3.360991357 | 3.179823962 | 3.030938810 | 2.891125843 | 2.749148446 | 2.605098723 | 2.452114969 | 2.295907596 | 2.165304970 | 2.063438605 | 1.947296213 | 1.851646828 | 1.748260758 | 1.678262171 | 1.602461070 | 1.528594140 | 1.464259912 | 1.412129386 | 1.371327578 | 1.322881188 | 1.286039826 | 1.262507406 | 1.229073871 | 1.205265141 | 1.193982474 | 1.173075001 | 1.162575213 | 1.153226718 | 1.144154533 | 1.138628328 | 1.127345662 | 1.132503452 | 1.134391572 | 1.139871724 | 1.140101983 | 1.144753205 | 1.151016236 | 1.136970467 | 1.129049574 | 1.137108622 | 1.139825673 | 1.156266130 | 1.164739643 | 1.155713510 | 1.153134615 | 1.148391289 | 1.137983605 | 1.141667741 | 1.145259774 | 1.128819316 | 1.109017084 | 1.099392279 | 1.089629318 | 1.071254689 | 1.041643444 | 1.011755890 | 0.999782447 | 0.971829064 | 0.940559959 | 0.910810559 | 0.876271783 | 0.843575075 | 0.802727215 | 0.774175160 | 0.758471530 | 0.724991942 | 0.689762390 | 0.648822428 | 0.631138574 | 0.610553463 | 0.579606720 | 0.559343971 | 0.550409941 | 0.517436922 | 0.495838674 | 0.478845596 | 0.462589345 | 0.455313176 | 0.436063565 | 0.416169230 | 0.398024859 | 0.373755612 | 0.342164145 | 0.344328575 | 0.327934169 | 0.308270092 | 0.299105804 | 0.274652350 | 0.277139142 | 0.270737955 | 0.259363185 | 0.249139707 | 0.243383244 | 0.221600789 | 0.236291282 | 0.239837263 | 0.227311200 | 0.230765078 | 0.210087864 | 0.191759287 | 0.185542307 | 0.205390590 | 0.175779346 | 0.161457267 | 0.183976549 | 0.158279699 | 0.152154823 | 0.150589065 | 0.159338888 | 0.133964401 | 0.163621697 | 0.141056363 | 0.120194942 | 0.128392145 | 0.123740923 | 0.110017516 | 0.106563638 | 0.121990958 | 0.110247774 | 0.106195224 | 0.117616047 | 0.101820313 | 0.115175306 | 0.096984884 | 0.073866930 | 0.101129537 | 0.108912275 | 0.089616612 | 0.110800395 | 0.086853510 | 0.097537505 | 0.092333662 | 0.083675942 | 0.065209210 | 0.082202288 | 0.062400056 | 0.073912981 | 0.095603333 | 0.072761689 | 0.057610679 | 0.098412487 | 0.070919621 | 0.075432688 | 0.060880350 | 0.077873428 | 0.075340584 | 0.044762254 | 0.058854075 | 0.038499223 | 0.067926260 | 0.081925978 | 0.070919621 | 0.042045204 | 0.042643876 | 0.044071479 | 0.055354146 | 0.050426614 | 0.036933465 | 0.018973301 | 0.014874700 | 0.049873993 | 0.040939963 | 0.035782172 | 0.050887131 | 0.059038282 | 0.041354428 | 0.042735979 | 0.041446532 | 0.024545557 | 0.017729905 | 0.029196779 | 0.021828507 | 0.033663794 | 0.031821726 | 0.003684136 | 0.023302161 | 0.021736403 | 0.027492866 | 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| -0.033571691 | -0.015104958 | -0.026571832 | -0.025742901 | -0.018144371 | -0.001703913 | -0.024177143 | -0.021506145 | -0.033848001 | -0.016072044 | -0.009947168 | -0.031775674 | -0.030532278 | -0.008934030 | -0.027723125 | -0.025190281 | -0.013631304 | -0.016578613 | -0.036334793 | -0.033663794 | -0.033525639 | -0.027953383 | -0.019710128 | -0.025881056 | -0.023900833 | -0.028413900 | -0.038775533 | -0.011789236 | -0.012387908 | -0.018881198 | -0.032650657 | -0.033019070 | -0.036565051 | -0.028275745 | -0.021552196 | -0.023210058 | -0.018236474 | -0.018420681 | -0.015979941 | -0.022795592 | -0.024223195 | -0.020815369 | -0.029519141 | -0.030255968 | -0.040525498 | -0.024913971 | -0.020308801 | -0.012940528 | -0.018328577 | -0.019802232 | -0.028552055 | -0.029519141 | -0.021229835 | -0.016256251 | -0.011420822 | -0.017729905 | -0.019894335 | -0.028690210 | -0.029979658 | -0.017453595 | -0.013953666 | -0.021414041 | -0.027584969 | -0.030255968 | -0.030117813 | -0.021644300 | 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1.16 | 4.3 | 0.79 | -17.65 | -136.8 | 4.4 | <0.05 | 0.78 | 0.57 | <0.05 | 0.33 | <0.10 | <20 | <20 | <0.10 | <20 | <0.20 | <0.1 | <20 | <0.20 | <0.1 | <0.1 | <20 | 5.874447193 | 5.343286863 | 4.885532947 | 4.387253533 | 4.081055767 | 3.814094051 | 3.584019749 | 3.384615880 | 3.232967626 | 3.080260182 | 2.924651482 | 2.784930618 | 2.711109740 | 2.592112143 | 2.450687366 | 2.375991506 | 2.291394529 | 2.200810832 | 2.123674231 | 2.047090251 | 1.969631289 | 1.923211173 | 1.817844879 | 1.747846292 | 1.649802219 | 1.564238157 | 1.464259912 | 1.364557978 | 1.266744163 | 1.169390865 | 1.111365721 | 1.025295090 | 0.942079665 | 0.856423499 | 0.794023443 | 0.745438898 | 0.708044916 | 0.662177421 | 0.624276870 | 0.605395673 | 0.588863112 | 0.573435792 | 0.557594006 | 0.559804488 | 0.552113854 | 0.546863960 | 0.549166545 | 0.549949424 | 0.561186039 | 0.551745440 | 0.544469271 | 0.544423219 | 0.547462632 | 0.551975698 | 0.549811269 | 0.552159905 | 0.547002115 | 0.544883736 | 0.549166545 | 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1.22 | 4.9 | 1.05 | -17.78 | -137.3 | 4.9 | <0.05 | 0.90 | 0.62 | <0.05 | 0.38 | <0.10 | <20 | <20 | 0.15 | <20 | <0.20 | <0.1 | <20 | 0.27 | <0.1 | <0.1 | <20 | 2.095905055 | 1.921783570 | 1.813193657 | 1.681900255 | 1.636401174 | 1.600204536 | 1.564330260 | 1.562073727 | 1.558435643 | 1.557698815 | 1.512890510 | 1.493272485 | 1.526107348 | 1.498338172 | 1.462832310 | 1.485305540 | 1.475957045 | 1.457352157 | 1.420050279 | 1.394767894 | 1.375656438 | 1.379432678 | 1.342130799 | 1.323157498 | 1.302618439 | 1.275540038 | 1.249935292 | 1.221843754 | 1.186522098 | 1.157647681 | 1.139595414 | 1.070241551 | 1.025663504 | 0.986565609 | 0.936138995 | 0.907264578 | 0.852739363 | 0.806319248 | 0.765793750 | 0.725820873 | 0.665999712 | 0.625750525 | 0.593330127 | 0.546956063 | 0.503943773 | 0.484463904 | 0.451168523 | 0.403136598 | 0.374860853 | 0.335302441 | 0.309145075 | 0.292980927 | 0.271060317 | 0.258119789 | 0.254573808 | 0.246376605 | 0.232791353 | 0.222890237 | 0.217317981 | 0.210410226 | 0.208752365 | 0.200278851 | 0.180706878 | 0.180614775 | 0.188121202 | 0.184943635 | 0.178496396 | 0.168549229 | 0.161042801 | 0.157727079 | 0.147273343 | 0.147964118 | 0.155148184 | 0.149714083 | 0.145016809 | 0.133872297 | 0.116879219 | 0.121392286 | 0.127793473 | 0.110431981 | 0.113885859 | 0.110247774 | 0.106517586 | 0.106195224 | 0.097859866 | 0.093899420 | 0.095188868 | 0.097583556 | 0.095649385 | 0.093807317 | 0.076676084 | 0.065025003 | 0.069261760 | 0.073452464 | 0.065393417 | 0.062814521 | 0.078748410 | 0.068340726 | 0.061248763 | 0.068985449 | 0.068801243 | 0.071932758 | 0.054479163 | 0.048860856 | 0.062860573 | 0.053281819 | 0.032282243 | 0.042321514 | 0.033203277 | 0.019341715 | 0.019756180 | 0.027262608 | 0.020999576 | 0.007736686 | 0.011328719 | 0.016762819 | -0.006078825 | -0.004559118 | 0.168272919 | 0.231916371 | 0.232100577 | 0.238133350 | 0.220173187 | 0.217225878 | 0.215706172 | 0.208844468 | 0.187890944 | 0.155378442 | 0.186877806 | 0.164911144 | 0.164266421 | 0.187108065 | 0.182226584 | 0.145983895 | 0.177575362 | 0.140734001 | 0.132721005 | 0.122129113 | 0.133595987 | 0.106517586 | 0.095879643 | 0.133549935 | 0.097123039 | 0.099840090 | 0.124477750 | 0.098504590 | 0.130188161 | 0.086116682 | 0.078379997 | 0.111997739 | 0.107392569 | 0.069538070 | 0.105872863 | 0.084965390 | 0.072623534 | 0.075755050 | 0.082340443 | 0.072577482 | 0.077182652 | 0.049689786 | 0.068801243 | 0.049137166 | 0.029150727 | 0.042828083 | 0.069123604 | 0.065393417 | 0.057610679 | 0.036288741 | 0.078748410 | 0.050334510 | 0.042183359 | 0.032144088 | 0.048999011 | 0.047571408 | 0.041354428 | 0.045084616 | 0.036012431 | 0.030348072 | 0.025374488 | 0.010868202 | -0.010407685 | 0.003223619 | -0.021229835 | -0.003684136 | 0.017223336 | -0.003545981 | -0.011697132 | -0.001611810 | 0.010407685 | 0.007690634 | -0.001749965 | -0.011605029 | -0.006078825 | -0.026479729 | 0.001796016 | -0.012940528 | 0.006447238 | -0.002532844 | -0.028137590 | -0.011512925 | -0.018558836 | 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-0.078748410 | -0.084873287 | -0.087360078 | -0.074557705 |
1.25 | 67.2 | 0.81 | -17.87 | -139.0 | 4.0 | <0.05 | 0.75 | 0.55 | <0.05 | 0.33 | <0.10 | <20 | <20 | <0.10 | <20 | <0.20 | <0.1 | <20 | <0.20 | <0.1 | <0.1 | <20 | 6.219650750 | 5.674444651 | 5.227374730 | 4.751430391 | 4.454396914 | 4.170027655 | 3.930604857 | 3.739306088 | 3.547454698 | 3.407043059 | 3.265848541 | 3.094075693 | 3.008373476 | 2.883204950 | 2.762227129 | 2.686702338 | 2.579355821 | 2.483890643 | 2.412648660 | 2.339150144 | 2.265927938 | 2.211955344 | 2.122246629 | 2.045938959 | 1.945546248 | 1.840226006 | 1.744024001 | 1.648696978 | 1.542363599 | 1.459700794 | 1.376163007 | 1.259836408 | 1.163496247 | 1.093497661 | 1.020966230 | 0.974730322 | 0.920757727 | 0.859555015 | 0.815069071 | 0.787668309 | 0.759945184 | 0.731301026 | 0.712742190 | 0.681749394 | 0.666368126 | 0.656467010 | 0.650480289 | 0.645921170 | 0.639888397 | 0.631138574 | 0.619533545 | 0.604797001 | 0.600514192 | 0.610369256 | 0.594435368 | 0.598994486 | 0.598395814 | 0.589139422 | 0.582600080 | 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-0.031038847 | -0.025788953 | -0.011190564 | -0.011927391 |
1.31 | 5.0 | 1.09 | -18.06 | -140.5 | 4.0 | <0.05 | 0.97 | 0.61 | <0.05 | 0.33 | <0.10 | <20 | <20 | 0.12 | <20 | <0.20 | <0.1 | <20 | 0.32 | <0.1 | <0.1 | <20 | 7.781356063 | 7.236426275 | 6.696654278 | 6.206433911 | 5.848381929 | 5.578518956 | 5.223782697 | 4.964972133 | 4.720069182 | 4.526237569 | 4.268716452 | 4.076496649 | 3.920934000 | 3.763160869 | 3.560947846 | 3.415700779 | 3.279894310 | 3.138239275 | 3.043603028 | 2.900612493 | 2.799022439 | 2.659992351 | 2.535146187 | 2.450871573 | 2.351169638 | 2.223145907 | 2.114832305 | 2.006104236 | 1.893507825 | 1.803154386 | 1.704557693 | 1.598132210 | 1.509160322 | 1.421800243 | 1.350834571 | 1.287697687 | 1.244224881 | 1.190712803 | 1.144338740 | 1.120760268 | 1.085024148 | 1.052972163 | 1.046570976 | 1.037268533 | 1.031926535 | 1.020689920 | 1.009176995 | 1.012815079 | 1.006874409 | 1.002315291 | 0.998769310 | 1.007288875 | 0.989420814 | 0.987670850 | 1.000519275 | 1.005999427 | 1.008854633 | 1.011065114 | 0.998999568 | 0.996604880 | 1.004249462 | 1.005400755 | 1.004433669 | 1.014472940 | 1.012769027 | 1.005538910 | 1.010005925 | 1.012078252 | 1.007611237 | 1.011617735 | 1.009775667 | 1.004848135 | 1.005308652 | 0.988545832 | 0.969250169 | 0.968375187 | 0.968835704 | 0.957875399 | 0.937981063 | 0.914771006 | 0.892205672 | 0.881797987 | 0.858081361 | 0.830127978 | 0.794345805 | 0.753636101 | 0.739682435 | 0.727755044 | 0.696900404 | 0.682394118 | 0.653934166 | 0.616263874 | 0.613454720 | 0.605671983 | 0.580113288 | 0.555245369 | 0.532173467 | 0.520384231 | 0.506891082 | 0.479121906 | 0.456464469 | 0.444398923 | 0.425701932 | 0.402998443 | 0.383472521 | 0.374906905 | 0.355196776 | 0.337973440 | 0.321440879 | 0.308362196 | 0.291138859 | 0.287546826 | 0.275895746 | 0.267468284 | 0.262494701 | 0.239929367 | 0.243291141 | 0.235462352 | 0.229107217 | 0.207969486 | 0.209443140 | 0.205897159 | 0.193969768 | 0.192035597 | 0.176700380 | 0.191160614 | 0.174029381 | 0.168871591 | 0.156667890 | 0.158740216 | 0.150865375 | 0.139951122 | 0.153628477 | 0.173338606 | 0.149115411 | 0.149760134 | 0.127885576 | 0.148562790 | 0.129175024 | 0.129359231 | 0.111951687 | 0.115681875 | 0.098642745 | 0.116280547 | 0.099701935 | 0.096386212 | 0.107162310 | 0.101682158 | 0.114668738 | 0.094774402 | 0.094452041 | 0.084458821 | 0.100576917 | 0.099747986 | 0.085702217 | 0.093300748 | 0.109510947 | 0.075248481 | 0.086715355 | 0.073498516 | 0.104122898 | 0.079485237 | 0.099840090 | 0.070413052 | 0.073037999 | 0.091504732 | 0.078840514 | 0.089938974 | 0.070827517 | 0.062354004 | 0.072945896 | 0.067281536 | 0.081327305 | 0.056459386 | 0.084873287 | 0.069768328 | 0.075478739 | 0.070735414 | 0.075985308 | 0.053512078 | 0.048262184 | 0.039420257 | 0.037486085 | 0.022887696 | 0.036334793 | 0.039282102 | 0.046696426 | 0.052084475 | 0.029611244 | 0.023578471 | 0.037486085 | 0.042782031 | 0.032051984 | 0.027538918 | 0.028782314 | 0.032098036 | 0.033249329 | 0.030532278 | 0.015519424 | 0.012157649 | 0.011190564 | 0.007045910 | 0.022427179 | 0.010637943 | -0.005480153 | 0.016348354 | 0.008289306 | 0.015243113 | 0.031177002 | 0.016302302 | 0.004236757 | 0.027907331 | 0.005480153 | 0.000552620 | 0.012526063 | 0.011512925 | 0.007506427 | 0.010868202 | 0.016808871 | 0.018927249 | 0.012848425 | 0.009302444 | 0.003131516 | 0.002855206 | 0.002072327 | -0.005986721 | 0.003131516 | -0.008611668 | -0.017775957 | -0.001657861 | -0.000782879 | 0.008749823 | 0.012433960 | 0.004006498 | -0.006999859 | -0.001105241 | -0.003960446 | -0.000736827 | 0.003177567 | -0.002164430 | -0.011466874 | 0.000046100 | -0.005664359 | 0.002118378 | 0.012940528 | 0.000552620 | -0.007184065 | -0.001381551 | -0.006631445 | -0.004190705 | -0.004513067 | -0.011420822 | -0.011282667 | -0.014644441 | -0.016993078 | -0.005111739 | -0.003960446 | -0.009440599 | -0.012480011 | -0.009486651 | -0.009901116 | 0.004559118 | 0.005572256 | -0.010960305 | -0.017822009 | -0.003407826 | -0.012341856 | -0.013769459 | -0.001980223 | -0.004697274 | -0.011927391 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1.40 | 4.7 | 0.84 | -18.18 | -141.2 | 4.2 | <0.05 | 0.80 | 0.61 | <0.05 | 0.34 | <0.10 | <20 | <20 | 0.10 | <20 | <0.20 | <0.1 | <20 | 0.21 | <0.1 | <0.1 | <20 | 7.804151656 | 7.144414975 | 6.668194326 | 6.151263973 | 5.785613460 | 5.451738621 | 5.202138397 | 5.009181766 | 4.829349871 | 4.653248163 | 4.486310743 | 4.307031468 | 4.206961120 | 4.037398754 | 3.899427855 | 3.804008729 | 3.705365983 | 3.604006188 | 3.518119764 | 3.448673797 | 3.352748102 | 3.272065521 | 3.166745278 | 3.085510076 | 2.991564605 | 2.886889086 | 2.761858716 | 2.657413456 | 2.523034590 | 2.408642162 | 2.295170769 | 2.148265840 | 1.999887257 | 1.877205523 | 1.756411909 | 1.647545686 | 1.554521248 | 1.462832310 | 1.364005357 | 1.300039544 | 1.217791204 | 1.130799539 | 1.068906052 | 1.004295514 | 0.956033331 | 0.918178832 | 0.864160185 | 0.815805898 | 0.791490600 | 0.758701788 | 0.736596971 | 0.712696138 | 0.696854353 | 0.692663648 | 0.675670570 | 0.662085318 | 0.655269666 | 0.650572392 | 0.650848702 | 0.658355130 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