<data xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance">
<row _id="1"><core_id>CAMP_01</core_id><bottom>100</bottom><endmember>basalt</endmember><Mean>0.075</Mean><SD>0.049</SD><0.025>0.004</0.025><0.05>0.008</0.05><0.25>0.035</0.25><median>0.07</median><0.75>0.107</0.75><0.95>0.162</0.95><0.975>0.18</0.975></row>
<row _id="2"><core_id>CAMP_01</core_id><bottom>1000</bottom><endmember>basalt</endmember><Mean>0.027</Mean><SD>0.024</SD><0.025>0.001</0.025><0.05>0.002</0.05><0.25>0.009</0.25><median>0.019</median><0.75>0.037</0.75><0.95>0.075</0.95><0.975>0.089</0.975></row>
<row _id="3"><core_id>CAMP_01</core_id><bottom>200</bottom><endmember>basalt</endmember><Mean>0.087</Mean><SD>0.052</SD><0.025>0.005</0.025><0.05>0.01</0.05><0.25>0.045</0.25><median>0.084</median><0.75>0.124</0.75><0.95>0.179</0.95><0.975>0.196</0.975></row>
<row _id="4"><core_id>CAMP_01</core_id><bottom>300</bottom><endmember>basalt</endmember><Mean>0.097</Mean><SD>0.055</SD><0.025>0.007</0.025><0.05>0.013</0.05><0.25>0.054</0.25><median>0.095</median><0.75>0.137</0.75><0.95>0.193</0.95><0.975>0.21</0.975></row>
<row _id="5"><core_id>CAMP_01</core_id><bottom>400</bottom><endmember>basalt</endmember><Mean>0.086</Mean><SD>0.052</SD><0.025>0.006</0.025><0.05>0.01</0.05><0.25>0.045</0.25><median>0.082</median><0.75>0.122</0.75><0.95>0.177</0.95><0.975>0.194</0.975></row>
<row _id="6"><core_id>CAMP_01</core_id><bottom>500</bottom><endmember>basalt</endmember><Mean>0.051</Mean><SD>0.038</SD><0.025>0.003</0.025><0.05>0.005</0.05><0.25>0.02</0.25><median>0.043</median><0.75>0.073</0.75><0.95>0.125</0.95><0.975>0.142</0.975></row>
<row _id="7"><core_id>CAMP_01</core_id><bottom>600</bottom><endmember>basalt</endmember><Mean>0.069</Mean><SD>0.046</SD><0.025>0.004</0.025><0.05>0.007</0.05><0.25>0.032</0.25><median>0.063</median><0.75>0.1</0.75><0.95>0.154</0.95><0.975>0.172</0.975></row>
<row _id="8"><core_id>CAMP_01</core_id><bottom>700</bottom><endmember>basalt</endmember><Mean>0.046</Mean><SD>0.036</SD><0.025>0.002</0.025><0.05>0.004</0.05><0.25>0.018</0.25><median>0.038</median><0.75>0.067</0.75><0.95>0.117</0.95><0.975>0.135</0.975></row>
<row _id="9"><core_id>CAMP_01</core_id><bottom>800</bottom><endmember>basalt</endmember><Mean>0.073</Mean><SD>0.048</SD><0.025>0.004</0.025><0.05>0.008</0.05><0.25>0.034</0.25><median>0.067</median><0.75>0.105</0.75><0.95>0.159</0.95><0.975>0.179</0.975></row>
<row _id="10"><core_id>CAMP_01</core_id><bottom>900</bottom><endmember>basalt</endmember><Mean>0.045</Mean><SD>0.036</SD><0.025>0.002</0.025><0.05>0.004</0.05><0.25>0.016</0.25><median>0.036</median><0.75>0.064</0.75><0.95>0.116</0.95><0.975>0.137</0.975></row>
<row _id="11"><core_id>CAMP_03</core_id><bottom>100</bottom><endmember>basalt</endmember><Mean>0.596</Mean><SD>0.037</SD><0.025>0.52</0.025><0.05>0.534</0.05><0.25>0.572</0.25><median>0.596</median><0.75>0.62</0.75><0.95>0.657</0.95><0.975>0.669</0.975></row>
<row _id="12"><core_id>CAMP_03</core_id><bottom>1000</bottom><endmember>basalt</endmember><Mean>0.302</Mean><SD>0.056</SD><0.025>0.183</0.025><0.05>0.206</0.05><0.25>0.269</0.25><median>0.304</median><0.75>0.338</0.75><0.95>0.387</0.95><0.975>0.404</0.975></row>
<row _id="13"><core_id>CAMP_03</core_id><bottom>200</bottom><endmember>basalt</endmember><Mean>0.538</Mean><SD>0.041</SD><0.025>0.453</0.025><0.05>0.469</0.05><0.25>0.513</0.25><median>0.539</median><0.75>0.565</0.75><0.95>0.605</0.95><0.975>0.618</0.975></row>
<row _id="14"><core_id>CAMP_03</core_id><bottom>300</bottom><endmember>basalt</endmember><Mean>0.573</Mean><SD>0.039</SD><0.025>0.495</0.025><0.05>0.51</0.05><0.25>0.549</0.25><median>0.574</median><0.75>0.599</0.75><0.95>0.637</0.95><0.975>0.649</0.975></row>
<row _id="15"><core_id>CAMP_03</core_id><bottom>400</bottom><endmember>basalt</endmember><Mean>0.455</Mean><SD>0.046</SD><0.025>0.36</0.025><0.05>0.377</0.05><0.25>0.427</0.25><median>0.457</median><0.75>0.485</0.75><0.95>0.527</0.95><0.975>0.542</0.975></row>
<row _id="16"><core_id>CAMP_03</core_id><bottom>500</bottom><endmember>basalt</endmember><Mean>0.272</Mean><SD>0.058</SD><0.025>0.144</0.025><0.05>0.17</0.05><0.25>0.239</0.25><median>0.276</median><0.75>0.311</0.75><0.95>0.361</0.95><0.975>0.378</0.975></row>
<row _id="17"><core_id>CAMP_03</core_id><bottom>600</bottom><endmember>basalt</endmember><Mean>0.202</Mean><SD>0.063</SD><0.025>0.057</0.025><0.05>0.089</0.05><0.25>0.166</0.25><median>0.207</median><0.75>0.246</0.75><0.95>0.296</0.95><0.975>0.313</0.975></row>
<row _id="18"><core_id>CAMP_03</core_id><bottom>700</bottom><endmember>basalt</endmember><Mean>0.178</Mean><SD>0.065</SD><0.025>0.037</0.025><0.05>0.064</0.05><0.25>0.137</0.25><median>0.181</median><0.75>0.222</0.75><0.95>0.281</0.95><0.975>0.3</0.975></row>
<row _id="19"><core_id>CAMP_03</core_id><bottom>800</bottom><endmember>basalt</endmember><Mean>0.136</Mean><SD>0.063</SD><0.025>0.017</0.025><0.05>0.03</0.05><0.25>0.091</0.25><median>0.136</median><0.75>0.179</0.75><0.95>0.239</0.95><0.975>0.256</0.975></row>
<row _id="20"><core_id>CAMP_03</core_id><bottom>900</bottom><endmember>basalt</endmember><Mean>0.225</Mean><SD>0.062</SD><0.025>0.087</0.025><0.05>0.114</0.05><0.25>0.189</0.25><median>0.23</median><0.75>0.267</0.75><0.95>0.319</0.95><0.975>0.337</0.975></row>
<row _id="21"><core_id>CAMP_04</core_id><bottom>100</bottom><endmember>basalt</endmember><Mean>0.601</Mean><SD>0.034</SD><0.025>0.527</0.025><0.05>0.541</0.05><0.25>0.58</0.25><median>0.603</median><0.75>0.624</0.75><0.95>0.653</0.95><0.975>0.662</0.975></row>
<row _id="22"><core_id>CAMP_04</core_id><bottom>1000</bottom><endmember>basalt</endmember><Mean>0.109</Mean><SD>0.058</SD><0.025>0.008</0.025><0.05>0.017</0.05><0.25>0.065</0.25><median>0.108</median><0.75>0.149</0.75><0.95>0.207</0.95><0.975>0.226</0.975></row>
<row _id="23"><core_id>CAMP_04</core_id><bottom>200</bottom><endmember>basalt</endmember><Mean>0.468</Mean><SD>0.043</SD><0.025>0.375</0.025><0.05>0.396</0.05><0.25>0.442</0.25><median>0.47</median><0.75>0.497</0.75><0.95>0.535</0.95><0.975>0.545</0.975></row>
<row _id="24"><core_id>CAMP_04</core_id><bottom>300</bottom><endmember>basalt</endmember><Mean>0.504</Mean><SD>0.041</SD><0.025>0.415</0.025><0.05>0.434</0.05><0.25>0.48</0.25><median>0.507</median><0.75>0.532</0.75><0.95>0.567</0.95><0.975>0.578</0.975></row>
<row _id="25"><core_id>CAMP_04</core_id><bottom>400</bottom><endmember>basalt</endmember><Mean>0.539</Mean><SD>0.038</SD><0.025>0.456</0.025><0.05>0.473</0.05><0.25>0.516</0.25><median>0.541</median><0.75>0.564</0.75><0.95>0.598</0.95><0.975>0.609</0.975></row>
<row _id="26"><core_id>CAMP_04</core_id><bottom>500</bottom><endmember>basalt</endmember><Mean>0.427</Mean><SD>0.046</SD><0.025>0.329</0.025><0.05>0.347</0.05><0.25>0.399</0.25><median>0.429</median><0.75>0.458</0.75><0.95>0.499</0.95><0.975>0.512</0.975></row>
<row _id="27"><core_id>CAMP_04</core_id><bottom>600</bottom><endmember>basalt</endmember><Mean>0.383</Mean><SD>0.049</SD><0.025>0.28</0.025><0.05>0.301</0.05><0.25>0.353</0.25><median>0.386</median><0.75>0.415</0.75><0.95>0.459</0.95><0.975>0.474</0.975></row>
<row _id="28"><core_id>CAMP_04</core_id><bottom>700</bottom><endmember>basalt</endmember><Mean>0.17</Mean><SD>0.063</SD><0.025>0.034</0.025><0.05>0.056</0.05><0.25>0.131</0.25><median>0.175</median><0.75>0.215</0.75><0.95>0.265</0.95><0.975>0.282</0.975></row>
<row _id="29"><core_id>CAMP_04</core_id><bottom>800</bottom><endmember>basalt</endmember><Mean>0.12</Mean><SD>0.061</SD><0.025>0.012</0.025><0.05>0.021</0.05><0.25>0.075</0.25><median>0.12</median><0.75>0.162</0.75><0.95>0.223</0.95><0.975>0.243</0.975></row>
<row _id="30"><core_id>CAMP_04</core_id><bottom>900</bottom><endmember>basalt</endmember><Mean>0.146</Mean><SD>0.062</SD><0.025>0.019</0.025><0.05>0.035</0.05><0.25>0.104</0.25><median>0.15</median><0.75>0.189</0.75><0.95>0.242</0.95><0.975>0.258</0.975></row>
<row _id="31"><core_id>CAMP_06</core_id><bottom>100</bottom><endmember>basalt</endmember><Mean>0.894</Mean><SD>0.065</SD><0.025>0.783</0.025><0.05>0.795</0.05><0.25>0.837</0.25><median>0.896</median><0.75>0.947</0.75><0.95>0.996</0.95><0.975>0.999</0.975></row>
<row _id="32"><core_id>CAMP_06</core_id><bottom>1000</bottom><endmember>basalt</endmember><Mean>0.829</Mean><SD>0.171</SD><0.025>0.553</0.025><0.05>0.569</0.05><0.25>0.627</0.25><median>0.924</median><0.75>0.979</0.75><0.95>0.999</0.95><0.975>1</0.975></row>
<row _id="33"><core_id>CAMP_06</core_id><bottom>200</bottom><endmember>basalt</endmember><Mean>0.883</Mean><SD>0.073</SD><0.025>0.758</0.025><0.05>0.771</0.05><0.25>0.817</0.25><median>0.889</median><0.75>0.943</0.75><0.95>0.996</0.95><0.975>0.999</0.975></row>
<row _id="34"><core_id>CAMP_06</core_id><bottom>300</bottom><endmember>basalt</endmember><Mean>0.896</Mean><SD>0.078</SD><0.025>0.759</0.025><0.05>0.771</0.05><0.25>0.822</0.25><median>0.911</median><0.75>0.965</0.75><0.95>0.998</0.95><0.975>0.999</0.975></row>
<row _id="35"><core_id>CAMP_06</core_id><bottom>400</bottom><endmember>basalt</endmember><Mean>0.909</Mean><SD>0.072</SD><0.025>0.778</0.025><0.05>0.79</0.05><0.25>0.841</0.25><median>0.924</median><0.75>0.975</0.75><0.95>0.998</0.95><0.975>1</0.975></row>
<row _id="36"><core_id>CAMP_06</core_id><bottom>500</bottom><endmember>basalt</endmember><Mean>0.882</Mean><SD>0.081</SD><0.025>0.742</0.025><0.05>0.754</0.05><0.25>0.803</0.25><median>0.896</median><0.75>0.952</0.75><0.95>0.997</0.95><0.975>0.999</0.975></row>
<row _id="37"><core_id>CAMP_06</core_id><bottom>600</bottom><endmember>basalt</endmember><Mean>0.932</Mean><SD>0.058</SD><0.025>0.822</0.025><0.05>0.833</0.05><0.25>0.88</0.25><median>0.948</median><0.75>0.986</0.75><0.95>0.999</0.95><0.975>1</0.975></row>
<row _id="38"><core_id>CAMP_06</core_id><bottom>700</bottom><endmember>basalt</endmember><Mean>0.952</Mean><SD>0.042</SD><0.025>0.866</0.025><0.05>0.877</0.05><0.25>0.918</0.25><median>0.963</median><0.75>0.99</0.75><0.95>0.999</0.95><0.975>1</0.975></row>
<row _id="39"><core_id>CAMP_06</core_id><bottom>800</bottom><endmember>basalt</endmember><Mean>0.957</Mean><SD>0.039</SD><0.025>0.871</0.025><0.05>0.884</0.05><0.25>0.926</0.25><median>0.969</median><0.75>0.992</0.75><0.95>0.999</0.95><0.975>1</0.975></row>
<row _id="40"><core_id>CAMP_06</core_id><bottom>900</bottom><endmember>basalt</endmember><Mean>0.924</Mean><SD>0.057</SD><0.025>0.819</0.025><0.05>0.83</0.05><0.25>0.874</0.25><median>0.933</median><0.75>0.977</0.75><0.95>0.999</0.95><0.975>1</0.975></row>
<row _id="41"><core_id>HERB_01</core_id><bottom>100</bottom><endmember>basalt</endmember><Mean>0.028</Mean><SD>0.024</SD><0.025>0.002</0.025><0.05>0.003</0.05><0.25>0.01</0.25><median>0.022</median><0.75>0.039</0.75><0.95>0.077</0.95><0.975>0.092</0.975></row>
<row _id="42"><core_id>HERB_01</core_id><bottom>1000</bottom><endmember>basalt</endmember><Mean>0.046</Mean><SD>0.035</SD><0.025>0.002</0.025><0.05>0.004</0.05><0.25>0.018</0.25><median>0.037</median><0.75>0.065</0.75><0.95>0.115</0.95><0.975>0.132</0.975></row>
<row _id="43"><core_id>HERB_01</core_id><bottom>200</bottom><endmember>basalt</endmember><Mean>0.028</Mean><SD>0.024</SD><0.025>0.002</0.025><0.05>0.002</0.05><0.25>0.01</0.25><median>0.021</median><0.75>0.039</0.75><0.95>0.078</0.95><0.975>0.091</0.975></row>
<row _id="44"><core_id>HERB_01</core_id><bottom>300</bottom><endmember>basalt</endmember><Mean>0.032</Mean><SD>0.027</SD><0.025>0.002</0.025><0.05>0.003</0.05><0.25>0.012</0.25><median>0.025</median><0.75>0.046</0.75><0.95>0.084</0.95><0.975>0.1</0.975></row>
<row _id="45"><core_id>HERB_01</core_id><bottom>600</bottom><endmember>basalt</endmember><Mean>0.052</Mean><SD>0.038</SD><0.025>0.003</0.025><0.05>0.005</0.05><0.25>0.022</0.25><median>0.044</median><0.75>0.074</0.75><0.95>0.125</0.95><0.975>0.142</0.975></row>
<row _id="46"><core_id>HERB_01</core_id><bottom>700</bottom><endmember>basalt</endmember><Mean>0.031</Mean><SD>0.026</SD><0.025>0.002</0.025><0.05>0.003</0.05><0.25>0.011</0.25><median>0.023</median><0.75>0.043</0.75><0.95>0.083</0.95><0.975>0.099</0.975></row>
<row _id="47"><core_id>HERB_01</core_id><bottom>900</bottom><endmember>basalt</endmember><Mean>0.091</Mean><SD>0.052</SD><0.025>0.006</0.025><0.05>0.012</0.05><0.25>0.049</0.25><median>0.088</median><0.75>0.128</0.75><0.95>0.182</0.95><0.975>0.199</0.975></row>
<row _id="48"><core_id>HERB_02</core_id><bottom>100</bottom><endmember>basalt</endmember><Mean>0.801</Mean><SD>0.019</SD><0.025>0.762</0.025><0.05>0.77</0.05><0.25>0.789</0.25><median>0.801</median><0.75>0.813</0.75><0.95>0.831</0.95><0.975>0.837</0.975></row>
<row _id="49"><core_id>HERB_02</core_id><bottom>1000</bottom><endmember>basalt</endmember><Mean>0.976</Mean><SD>0.011</SD><0.025>0.952</0.025><0.05>0.957</0.05><0.25>0.968</0.25><median>0.976</median><0.75>0.984</0.75><0.95>0.994</0.95><0.975>0.996</0.975></row>
<row _id="50"><core_id>HERB_02</core_id><bottom>200</bottom><endmember>basalt</endmember><Mean>0.821</Mean><SD>0.017</SD><0.025>0.786</0.025><0.05>0.792</0.05><0.25>0.81</0.25><median>0.822</median><0.75>0.833</0.75><0.95>0.85</0.95><0.975>0.856</0.975></row>
<row _id="51"><core_id>HERB_02</core_id><bottom>300</bottom><endmember>basalt</endmember><Mean>0.826</Mean><SD>0.017</SD><0.025>0.791</0.025><0.05>0.797</0.05><0.25>0.815</0.25><median>0.826</median><0.75>0.837</0.75><0.95>0.853</0.95><0.975>0.859</0.975></row>
<row _id="52"><core_id>HERB_02</core_id><bottom>400</bottom><endmember>basalt</endmember><Mean>0.856</Mean><SD>0.016</SD><0.025>0.825</0.025><0.05>0.831</0.05><0.25>0.847</0.25><median>0.857</median><0.75>0.867</0.75><0.95>0.881</0.95><0.975>0.886</0.975></row>
<row _id="53"><core_id>HERB_02</core_id><bottom>500</bottom><endmember>basalt</endmember><Mean>0.94</Mean><SD>0.013</SD><0.025>0.914</0.025><0.05>0.919</0.05><0.25>0.931</0.25><median>0.94</median><0.75>0.949</0.75><0.95>0.963</0.95><0.975>0.968</0.975></row>
<row _id="54"><core_id>HERB_02</core_id><bottom>600</bottom><endmember>basalt</endmember><Mean>0.966</Mean><SD>0.012</SD><0.025>0.941</0.025><0.05>0.945</0.05><0.25>0.958</0.25><median>0.966</median><0.75>0.974</0.75><0.95>0.986</0.95><0.975>0.99</0.975></row>
<row _id="55"><core_id>HERB_02</core_id><bottom>700</bottom><endmember>basalt</endmember><Mean>0.97</Mean><SD>0.012</SD><0.025>0.945</0.025><0.05>0.95</0.05><0.25>0.962</0.25><median>0.97</median><0.75>0.978</0.75><0.95>0.989</0.95><0.975>0.993</0.975></row>
<row _id="56"><core_id>HERB_02</core_id><bottom>800</bottom><endmember>basalt</endmember><Mean>0.97</Mean><SD>0.012</SD><0.025>0.947</0.025><0.05>0.951</0.05><0.25>0.962</0.25><median>0.971</median><0.75>0.979</0.75><0.95>0.99</0.95><0.975>0.994</0.975></row>
<row _id="57"><core_id>HERB_02</core_id><bottom>900</bottom><endmember>basalt</endmember><Mean>0.972</Mean><SD>0.012</SD><0.025>0.948</0.025><0.05>0.952</0.05><0.25>0.964</0.25><median>0.972</median><0.75>0.981</0.75><0.95>0.992</0.95><0.975>0.995</0.975></row>
<row _id="58"><core_id>HERB_03</core_id><bottom>100</bottom><endmember>basalt</endmember><Mean>0.57</Mean><SD>0.033</SD><0.025>0.499</0.025><0.05>0.512</0.05><0.25>0.55</0.25><median>0.572</median><0.75>0.593</0.75><0.95>0.621</0.95><0.975>0.629</0.975></row>
<row _id="59"><core_id>HERB_03</core_id><bottom>1000</bottom><endmember>basalt</endmember><Mean>0.458</Mean><SD>0.041</SD><0.025>0.367</0.025><0.05>0.387</0.05><0.25>0.434</0.25><median>0.461</median><0.75>0.486</0.75><0.95>0.521</0.95><0.975>0.532</0.975></row>
<row _id="60"><core_id>HERB_03</core_id><bottom>200</bottom><endmember>basalt</endmember><Mean>0.57</Mean><SD>0.033</SD><0.025>0.498</0.025><0.05>0.513</0.05><0.25>0.55</0.25><median>0.572</median><0.75>0.592</0.75><0.95>0.621</0.95><0.975>0.63</0.975></row>
<row _id="61"><core_id>HERB_03</core_id><bottom>300</bottom><endmember>basalt</endmember><Mean>0.603</Mean><SD>0.031</SD><0.025>0.536</0.025><0.05>0.549</0.05><0.25>0.585</0.25><median>0.605</median><0.75>0.624</0.75><0.95>0.648</0.95><0.975>0.656</0.975></row>
<row _id="62"><core_id>HERB_03</core_id><bottom>400</bottom><endmember>basalt</endmember><Mean>0.6</Mean><SD>0.031</SD><0.025>0.533</0.025><0.05>0.546</0.05><0.25>0.582</0.25><median>0.603</median><0.75>0.621</0.75><0.95>0.645</0.95><0.975>0.653</0.975></row>
<row _id="63"><core_id>HERB_03</core_id><bottom>500</bottom><endmember>basalt</endmember><Mean>0.614</Mean><SD>0.029</SD><0.025>0.55</0.025><0.05>0.563</0.05><0.25>0.596</0.25><median>0.616</median><0.75>0.634</0.75><0.95>0.659</0.95><0.975>0.666</0.975></row>
<row _id="64"><core_id>HERB_03</core_id><bottom>600</bottom><endmember>basalt</endmember><Mean>0.636</Mean><SD>0.029</SD><0.025>0.576</0.025><0.05>0.588</0.05><0.25>0.618</0.25><median>0.637</median><0.75>0.655</0.75><0.95>0.681</0.95><0.975>0.69</0.975></row>
<row _id="65"><core_id>HERB_03</core_id><bottom>700</bottom><endmember>basalt</endmember><Mean>0.719</Mean><SD>0.024</SD><0.025>0.669</0.025><0.05>0.679</0.05><0.25>0.704</0.25><median>0.72</median><0.75>0.735</0.75><0.95>0.757</0.95><0.975>0.765</0.975></row>
<row _id="66"><core_id>HERB_03</core_id><bottom>800</bottom><endmember>basalt</endmember><Mean>0.618</Mean><SD>0.03</SD><0.025>0.554</0.025><0.05>0.566</0.05><0.25>0.599</0.25><median>0.619</median><0.75>0.638</0.75><0.95>0.664</0.95><0.975>0.672</0.975></row>
<row _id="67"><core_id>HERB_03</core_id><bottom>900</bottom><endmember>basalt</endmember><Mean>0.473</Mean><SD>0.041</SD><0.025>0.384</0.025><0.05>0.402</0.05><0.25>0.448</0.25><median>0.475</median><0.75>0.501</0.75><0.95>0.535</0.95><0.975>0.548</0.975></row>
<row _id="68"><core_id>HERB_04</core_id><bottom>100</bottom><endmember>basalt</endmember><Mean>0.113</Mean><SD>0.058</SD><0.025>0.01</0.025><0.05>0.018</0.05><0.25>0.07</0.25><median>0.114</median><0.75>0.155</0.75><0.95>0.208</0.95><0.975>0.225</0.975></row>
<row _id="69"><core_id>HERB_04</core_id><bottom>1000</bottom><endmember>basalt</endmember><Mean>0.289</Mean><SD>0.058</SD><0.025>0.158</0.025><0.05>0.185</0.05><0.25>0.256</0.25><median>0.296</median><0.75>0.329</0.75><0.95>0.372</0.95><0.975>0.385</0.975></row>
<row _id="70"><core_id>HERB_04</core_id><bottom>200</bottom><endmember>basalt</endmember><Mean>0.171</Mean><SD>0.066</SD><0.025>0.027</0.025><0.05>0.048</0.05><0.25>0.129</0.25><median>0.178</median><0.75>0.22</0.75><0.95>0.27</0.95><0.975>0.285</0.975></row>
<row _id="71"><core_id>HERB_04</core_id><bottom>300</bottom><endmember>basalt</endmember><Mean>0.148</Mean><SD>0.064</SD><0.025>0.019</0.025><0.05>0.034</0.05><0.25>0.103</0.25><median>0.153</median><0.75>0.196</0.75><0.95>0.246</0.95><0.975>0.262</0.975></row>
<row _id="72"><core_id>HERB_04</core_id><bottom>400</bottom><endmember>basalt</endmember><Mean>0.1</Mean><SD>0.055</SD><0.025>0.008</0.025><0.05>0.015</0.05><0.25>0.059</0.25><median>0.098</median><0.75>0.139</0.75><0.95>0.195</0.95><0.975>0.212</0.975></row>
<row _id="73"><core_id>HERB_04</core_id><bottom>500</bottom><endmember>basalt</endmember><Mean>0.098</Mean><SD>0.056</SD><0.025>0.007</0.025><0.05>0.013</0.05><0.25>0.053</0.25><median>0.096</median><0.75>0.138</0.75><0.95>0.191</0.95><0.975>0.209</0.975></row>
<row _id="74"><core_id>HERB_04</core_id><bottom>600</bottom><endmember>basalt</endmember><Mean>0.122</Mean><SD>0.059</SD><0.025>0.012</0.025><0.05>0.023</0.05><0.25>0.079</0.25><median>0.124</median><0.75>0.165</0.75><0.95>0.216</0.95><0.975>0.234</0.975></row>
<row _id="75"><core_id>HERB_04</core_id><bottom>700</bottom><endmember>basalt</endmember><Mean>0.255</Mean><SD>0.061</SD><0.025>0.113</0.025><0.05>0.142</0.05><0.25>0.22</0.25><median>0.261</median><0.75>0.298</0.75><0.95>0.341</0.95><0.975>0.355</0.975></row>
<row _id="76"><core_id>HERB_04</core_id><bottom>800</bottom><endmember>basalt</endmember><Mean>0.17</Mean><SD>0.063</SD><0.025>0.028</0.025><0.05>0.05</0.05><0.25>0.131</0.25><median>0.176</median><0.75>0.216</0.75><0.95>0.266</0.95><0.975>0.281</0.975></row>
<row _id="77"><core_id>HERB_04</core_id><bottom>900</bottom><endmember>basalt</endmember><Mean>0.301</Mean><SD>0.057</SD><0.025>0.171</0.025><0.05>0.199</0.05><0.25>0.269</0.25><median>0.308</median><0.75>0.34</0.75><0.95>0.381</0.95><0.975>0.394</0.975></row>
<row _id="78"><core_id>LOU_03</core_id><bottom>100</bottom><endmember>basalt</endmember><Mean>0.457</Mean><SD>0.044</SD><0.025>0.362</0.025><0.05>0.381</0.05><0.25>0.432</0.25><median>0.461</median><0.75>0.487</0.75><0.95>0.522</0.95><0.975>0.533</0.975></row>
<row _id="79"><core_id>LOU_03</core_id><bottom>1000</bottom><endmember>basalt</endmember><Mean>0.442</Mean><SD>0.045</SD><0.025>0.342</0.025><0.05>0.362</0.05><0.25>0.416</0.25><median>0.446</median><0.75>0.472</0.75><0.95>0.508</0.95><0.975>0.519</0.975></row>
<row _id="80"><core_id>LOU_03</core_id><bottom>200</bottom><endmember>basalt</endmember><Mean>0.476</Mean><SD>0.043</SD><0.025>0.383</0.025><0.05>0.402</0.05><0.25>0.451</0.25><median>0.479</median><0.75>0.505</0.75><0.95>0.542</0.95><0.975>0.553</0.975></row>
<row _id="81"><core_id>LOU_03</core_id><bottom>300</bottom><endmember>basalt</endmember><Mean>0.511</Mean><SD>0.04</SD><0.025>0.427</0.025><0.05>0.442</0.05><0.25>0.487</0.25><median>0.513</median><0.75>0.537</0.75><0.95>0.573</0.95><0.975>0.584</0.975></row>
<row _id="82"><core_id>LOU_03</core_id><bottom>400</bottom><endmember>basalt</endmember><Mean>0.459</Mean><SD>0.043</SD><0.025>0.366</0.025><0.05>0.384</0.05><0.25>0.434</0.25><median>0.463</median><0.75>0.489</0.75><0.95>0.522</0.95><0.975>0.533</0.975></row>
<row _id="83"><core_id>LOU_03</core_id><bottom>500</bottom><endmember>basalt</endmember><Mean>0.417</Mean><SD>0.048</SD><0.025>0.314</0.025><0.05>0.335</0.05><0.25>0.389</0.25><median>0.42</median><0.75>0.449</0.75><0.95>0.487</0.95><0.975>0.5</0.975></row>
<row _id="84"><core_id>LOU_03</core_id><bottom>600</bottom><endmember>basalt</endmember><Mean>0.462</Mean><SD>0.044</SD><0.025>0.367</0.025><0.05>0.385</0.05><0.25>0.436</0.25><median>0.466</median><0.75>0.491</0.75><0.95>0.527</0.95><0.975>0.539</0.975></row>
<row _id="85"><core_id>LOU_03</core_id><bottom>700</bottom><endmember>basalt</endmember><Mean>0.438</Mean><SD>0.045</SD><0.025>0.338</0.025><0.05>0.359</0.05><0.25>0.412</0.25><median>0.442</median><0.75>0.469</0.75><0.95>0.506</0.95><0.975>0.517</0.975></row>
<row _id="86"><core_id>LOU_03</core_id><bottom>800</bottom><endmember>basalt</endmember><Mean>0.378</Mean><SD>0.049</SD><0.025>0.267</0.025><0.05>0.293</0.05><0.25>0.349</0.25><median>0.382</median><0.75>0.411</0.75><0.95>0.451</0.95><0.975>0.464</0.975></row>
<row _id="87"><core_id>LOU_03</core_id><bottom>900</bottom><endmember>basalt</endmember><Mean>0.449</Mean><SD>0.044</SD><0.025>0.351</0.025><0.05>0.372</0.05><0.25>0.424</0.25><median>0.453</median><0.75>0.479</0.75><0.95>0.515</0.95><0.975>0.528</0.975></row>
<row _id="88"><core_id>LOU_05</core_id><bottom>100</bottom><endmember>basalt</endmember><Mean>0.902</Mean><SD>0.02</SD><0.025>0.86</0.025><0.05>0.868</0.05><0.25>0.889</0.25><median>0.903</median><0.75>0.916</0.75><0.95>0.935</0.95><0.975>0.94</0.975></row>
<row _id="89"><core_id>LOU_05</core_id><bottom>1000</bottom><endmember>basalt</endmember><Mean>0.961</Mean><SD>0.018</SD><0.025>0.924</0.025><0.05>0.931</0.05><0.25>0.95</0.25><median>0.963</median><0.75>0.974</0.75><0.95>0.989</0.95><0.975>0.993</0.975></row>
<row _id="90"><core_id>LOU_05</core_id><bottom>200</bottom><endmember>basalt</endmember><Mean>0.909</Mean><SD>0.02</SD><0.025>0.867</0.025><0.05>0.876</0.05><0.25>0.896</0.25><median>0.91</median><0.75>0.923</0.75><0.95>0.941</0.95><0.975>0.947</0.975></row>
<row _id="91"><core_id>LOU_05</core_id><bottom>300</bottom><endmember>basalt</endmember><Mean>0.923</Mean><SD>0.021</SD><0.025>0.881</0.025><0.05>0.888</0.05><0.25>0.909</0.25><median>0.923</median><0.75>0.937</0.75><0.95>0.956</0.95><0.975>0.962</0.975></row>
<row _id="92"><core_id>LOU_05</core_id><bottom>400</bottom><endmember>basalt</endmember><Mean>0.91</Mean><SD>0.02</SD><0.025>0.869</0.025><0.05>0.876</0.05><0.25>0.898</0.25><median>0.911</median><0.75>0.924</0.75><0.95>0.942</0.95><0.975>0.948</0.975></row>
<row _id="93"><core_id>LOU_05</core_id><bottom>500</bottom><endmember>basalt</endmember><Mean>0.903</Mean><SD>0.021</SD><0.025>0.86</0.025><0.05>0.868</0.05><0.25>0.889</0.25><median>0.904</median><0.75>0.917</0.75><0.95>0.937</0.95><0.975>0.943</0.975></row>
<row _id="94"><core_id>LOU_05</core_id><bottom>600</bottom><endmember>basalt</endmember><Mean>0.899</Mean><SD>0.021</SD><0.025>0.856</0.025><0.05>0.864</0.05><0.25>0.886</0.25><median>0.9</median><0.75>0.913</0.75><0.95>0.931</0.95><0.975>0.938</0.975></row>
<row _id="95"><core_id>LOU_05</core_id><bottom>700</bottom><endmember>basalt</endmember><Mean>0.93</Mean><SD>0.02</SD><0.025>0.889</0.025><0.05>0.896</0.05><0.25>0.917</0.25><median>0.931</median><0.75>0.944</0.75><0.95>0.962</0.95><0.975>0.968</0.975></row>
<row _id="96"><core_id>LOU_05</core_id><bottom>800</bottom><endmember>basalt</endmember><Mean>0.945</Mean><SD>0.019</SD><0.025>0.906</0.025><0.05>0.913</0.05><0.25>0.933</0.25><median>0.946</median><0.75>0.958</0.75><0.95>0.976</0.95><0.975>0.981</0.975></row>
<row _id="97"><core_id>LOU_05</core_id><bottom>900</bottom><endmember>basalt</endmember><Mean>0.967</Mean><SD>0.017</SD><0.025>0.931</0.025><0.05>0.937</0.05><0.25>0.956</0.25><median>0.968</median><0.75>0.979</0.75><0.95>0.992</0.95><0.975>0.995</0.975></row>
<row _id="98"><core_id>LOU_07</core_id><bottom>100</bottom><endmember>basalt</endmember><Mean>0.918</Mean><SD>0.02</SD><0.025>0.877</0.025><0.05>0.885</0.05><0.25>0.906</0.25><median>0.919</median><0.75>0.931</0.75><0.95>0.949</0.95><0.975>0.955</0.975></row>
<row _id="99"><core_id>LOU_07</core_id><bottom>1000</bottom><endmember>basalt</endmember><Mean>0.988</Mean><SD>0.011</SD><0.025>0.96</0.025><0.05>0.967</0.05><0.25>0.982</0.25><median>0.991</median><0.75>0.996</0.75><0.95>0.999</0.95><0.975>1</0.975></row>
<row _id="100"><core_id>LOU_07</core_id><bottom>200</bottom><endmember>basalt</endmember><Mean>0.92</Mean><SD>0.02</SD><0.025>0.878</0.025><0.05>0.886</0.05><0.25>0.908</0.25><median>0.921</median><0.75>0.934</0.75><0.95>0.951</0.95><0.975>0.958</0.975></row>
<row _id="101"><core_id>LOU_07</core_id><bottom>300</bottom><endmember>basalt</endmember><Mean>0.924</Mean><SD>0.019</SD><0.025>0.883</0.025><0.05>0.892</0.05><0.25>0.912</0.25><median>0.925</median><0.75>0.937</0.75><0.95>0.954</0.95><0.975>0.961</0.975></row>
<row _id="102"><core_id>LOU_07</core_id><bottom>400</bottom><endmember>basalt</endmember><Mean>0.937</Mean><SD>0.019</SD><0.025>0.897</0.025><0.05>0.904</0.05><0.25>0.925</0.25><median>0.938</median><0.75>0.95</0.75><0.95>0.967</0.95><0.975>0.974</0.975></row>
<row _id="103"><core_id>LOU_07</core_id><bottom>500</bottom><endmember>basalt</endmember><Mean>0.927</Mean><SD>0.019</SD><0.025>0.887</0.025><0.05>0.894</0.05><0.25>0.914</0.25><median>0.927</median><0.75>0.939</0.75><0.95>0.957</0.95><0.975>0.964</0.975></row>
<row _id="104"><core_id>LOU_07</core_id><bottom>600</bottom><endmember>basalt</endmember><Mean>0.952</Mean><SD>0.019</SD><0.025>0.913</0.025><0.05>0.92</0.05><0.25>0.94</0.25><median>0.952</median><0.75>0.964</0.75><0.95>0.983</0.95><0.975>0.99</0.975></row>
<row _id="105"><core_id>LOU_07</core_id><bottom>700</bottom><endmember>basalt</endmember><Mean>0.967</Mean><SD>0.018</SD><0.025>0.931</0.025><0.05>0.937</0.05><0.25>0.955</0.25><median>0.967</median><0.75>0.979</0.75><0.95>0.996</0.95><0.975>0.998</0.975></row>
<row _id="106"><core_id>LOU_07</core_id><bottom>800</bottom><endmember>basalt</endmember><Mean>0.974</Mean><SD>0.016</SD><0.025>0.939</0.025><0.05>0.945</0.05><0.25>0.963</0.25><median>0.975</median><0.75>0.987</0.75><0.95>0.998</0.95><0.975>0.999</0.975></row>
<row _id="107"><core_id>LOU_07</core_id><bottom>900</bottom><endmember>basalt</endmember><Mean>0.984</Mean><SD>0.012</SD><0.025>0.955</0.025><0.05>0.96</0.05><0.25>0.977</0.25><median>0.987</median><0.75>0.995</0.75><0.95>0.999</0.95><0.975>1</0.975></row>
<row _id="108"><core_id>CAMP_01</core_id><bottom>100</bottom><endmember>loess</endmember><Mean>0.925</Mean><SD>0.049</SD><0.025>0.82</0.025><0.05>0.838</0.05><0.25>0.893</0.25><median>0.93</median><0.75>0.965</0.75><0.95>0.992</0.95><0.975>0.996</0.975></row>
<row _id="109"><core_id>CAMP_01</core_id><bottom>1000</bottom><endmember>loess</endmember><Mean>0.973</Mean><SD>0.024</SD><0.025>0.911</0.025><0.05>0.925</0.05><0.25>0.963</0.25><median>0.981</median><0.75>0.991</0.75><0.95>0.998</0.95><0.975>0.999</0.975></row>
<row _id="110"><core_id>CAMP_01</core_id><bottom>200</bottom><endmember>loess</endmember><Mean>0.913</Mean><SD>0.052</SD><0.025>0.804</0.025><0.05>0.821</0.05><0.25>0.876</0.25><median>0.916</median><0.75>0.955</0.75><0.95>0.99</0.95><0.975>0.995</0.975></row>
<row _id="111"><core_id>CAMP_01</core_id><bottom>300</bottom><endmember>loess</endmember><Mean>0.903</Mean><SD>0.055</SD><0.025>0.79</0.025><0.05>0.807</0.05><0.25>0.863</0.25><median>0.905</median><0.75>0.946</0.75><0.95>0.987</0.95><0.975>0.993</0.975></row>
<row _id="112"><core_id>CAMP_01</core_id><bottom>400</bottom><endmember>loess</endmember><Mean>0.914</Mean><SD>0.052</SD><0.025>0.806</0.025><0.05>0.823</0.05><0.25>0.878</0.25><median>0.918</median><0.75>0.955</0.75><0.95>0.99</0.95><0.975>0.994</0.975></row>
<row _id="113"><core_id>CAMP_01</core_id><bottom>500</bottom><endmember>loess</endmember><Mean>0.949</Mean><SD>0.038</SD><0.025>0.858</0.025><0.05>0.875</0.05><0.25>0.927</0.25><median>0.957</median><0.75>0.98</0.75><0.95>0.995</0.95><0.975>0.997</0.975></row>
<row _id="114"><core_id>CAMP_01</core_id><bottom>600</bottom><endmember>loess</endmember><Mean>0.931</Mean><SD>0.046</SD><0.025>0.828</0.025><0.05>0.846</0.05><0.25>0.9</0.25><median>0.937</median><0.75>0.968</0.75><0.95>0.993</0.95><0.975>0.996</0.975></row>
<row _id="115"><core_id>CAMP_01</core_id><bottom>700</bottom><endmember>loess</endmember><Mean>0.954</Mean><SD>0.036</SD><0.025>0.865</0.025><0.05>0.883</0.05><0.25>0.933</0.25><median>0.962</median><0.75>0.982</0.75><0.95>0.996</0.95><0.975>0.998</0.975></row>
<row _id="116"><core_id>CAMP_01</core_id><bottom>800</bottom><endmember>loess</endmember><Mean>0.927</Mean><SD>0.048</SD><0.025>0.821</0.025><0.05>0.841</0.05><0.25>0.895</0.25><median>0.933</median><0.75>0.966</0.75><0.95>0.992</0.95><0.975>0.996</0.975></row>
<row _id="117"><core_id>CAMP_01</core_id><bottom>900</bottom><endmember>loess</endmember><Mean>0.955</Mean><SD>0.036</SD><0.025>0.863</0.025><0.05>0.884</0.05><0.25>0.936</0.25><median>0.964</median><0.75>0.984</0.75><0.95>0.996</0.95><0.975>0.998</0.975></row>
<row _id="118"><core_id>CAMP_03</core_id><bottom>100</bottom><endmember>loess</endmember><Mean>0.404</Mean><SD>0.037</SD><0.025>0.331</0.025><0.05>0.343</0.05><0.25>0.38</0.25><median>0.404</median><0.75>0.428</0.75><0.95>0.466</0.95><0.975>0.48</0.975></row>
<row _id="119"><core_id>CAMP_03</core_id><bottom>1000</bottom><endmember>loess</endmember><Mean>0.698</Mean><SD>0.056</SD><0.025>0.596</0.025><0.05>0.613</0.05><0.25>0.662</0.25><median>0.696</median><0.75>0.731</0.75><0.95>0.794</0.95><0.975>0.817</0.975></row>
<row _id="120"><core_id>CAMP_03</core_id><bottom>200</bottom><endmember>loess</endmember><Mean>0.462</Mean><SD>0.041</SD><0.025>0.382</0.025><0.05>0.395</0.05><0.25>0.435</0.25><median>0.461</median><0.75>0.487</0.75><0.95>0.531</0.95><0.975>0.547</0.975></row>
<row _id="121"><core_id>CAMP_03</core_id><bottom>300</bottom><endmember>loess</endmember><Mean>0.427</Mean><SD>0.039</SD><0.025>0.351</0.025><0.05>0.363</0.05><0.25>0.401</0.25><median>0.426</median><0.75>0.451</0.75><0.95>0.49</0.95><0.975>0.505</0.975></row>
<row _id="122"><core_id>CAMP_03</core_id><bottom>400</bottom><endmember>loess</endmember><Mean>0.545</Mean><SD>0.046</SD><0.025>0.458</0.025><0.05>0.473</0.05><0.25>0.515</0.25><median>0.543</median><0.75>0.573</0.75><0.95>0.623</0.95><0.975>0.64</0.975></row>
<row _id="123"><core_id>CAMP_03</core_id><bottom>500</bottom><endmember>loess</endmember><Mean>0.728</Mean><SD>0.058</SD><0.025>0.622</0.025><0.05>0.639</0.05><0.25>0.689</0.25><median>0.724</median><0.75>0.761</0.75><0.95>0.83</0.95><0.975>0.856</0.975></row>
<row _id="124"><core_id>CAMP_03</core_id><bottom>600</bottom><endmember>loess</endmember><Mean>0.798</Mean><SD>0.063</SD><0.025>0.687</0.025><0.05>0.704</0.05><0.25>0.754</0.25><median>0.793</median><0.75>0.834</0.75><0.95>0.911</0.95><0.975>0.943</0.975></row>
<row _id="125"><core_id>CAMP_03</core_id><bottom>700</bottom><endmember>loess</endmember><Mean>0.822</Mean><SD>0.065</SD><0.025>0.7</0.025><0.05>0.719</0.05><0.25>0.778</0.25><median>0.819</median><0.75>0.863</0.75><0.95>0.936</0.95><0.975>0.963</0.975></row>
<row _id="126"><core_id>CAMP_03</core_id><bottom>800</bottom><endmember>loess</endmember><Mean>0.864</Mean><SD>0.063</SD><0.025>0.744</0.025><0.05>0.761</0.05><0.25>0.821</0.25><median>0.864</median><0.75>0.909</0.75><0.95>0.97</0.95><0.975>0.983</0.975></row>
<row _id="127"><core_id>CAMP_03</core_id><bottom>900</bottom><endmember>loess</endmember><Mean>0.775</Mean><SD>0.062</SD><0.025>0.663</0.025><0.05>0.681</0.05><0.25>0.733</0.25><median>0.77</median><0.75>0.811</0.75><0.95>0.886</0.95><0.975>0.913</0.975></row>
<row _id="128"><core_id>CAMP_04</core_id><bottom>100</bottom><endmember>loess</endmember><Mean>0.399</Mean><SD>0.034</SD><0.025>0.338</0.025><0.05>0.347</0.05><0.25>0.376</0.25><median>0.397</median><0.75>0.42</0.75><0.95>0.459</0.95><0.975>0.473</0.975></row>
<row _id="129"><core_id>CAMP_04</core_id><bottom>1000</bottom><endmember>loess</endmember><Mean>0.891</Mean><SD>0.058</SD><0.025>0.774</0.025><0.05>0.793</0.05><0.25>0.851</0.25><median>0.892</median><0.75>0.935</0.75><0.95>0.983</0.95><0.975>0.992</0.975></row>
<row _id="130"><core_id>CAMP_04</core_id><bottom>200</bottom><endmember>loess</endmember><Mean>0.532</Mean><SD>0.043</SD><0.025>0.455</0.025><0.05>0.465</0.05><0.25>0.503</0.25><median>0.53</median><0.75>0.558</0.75><0.95>0.604</0.95><0.975>0.625</0.975></row>
<row _id="131"><core_id>CAMP_04</core_id><bottom>300</bottom><endmember>loess</endmember><Mean>0.496</Mean><SD>0.041</SD><0.025>0.422</0.025><0.05>0.433</0.05><0.25>0.468</0.25><median>0.493</median><0.75>0.52</0.75><0.95>0.566</0.95><0.975>0.585</0.975></row>
<row _id="132"><core_id>CAMP_04</core_id><bottom>400</bottom><endmember>loess</endmember><Mean>0.461</Mean><SD>0.038</SD><0.025>0.391</0.025><0.05>0.402</0.05><0.25>0.436</0.25><median>0.459</median><0.75>0.484</0.75><0.95>0.527</0.95><0.975>0.544</0.975></row>
<row _id="133"><core_id>CAMP_04</core_id><bottom>500</bottom><endmember>loess</endmember><Mean>0.573</Mean><SD>0.046</SD><0.025>0.488</0.025><0.05>0.501</0.05><0.25>0.542</0.25><median>0.571</median><0.75>0.601</0.75><0.95>0.653</0.95><0.975>0.671</0.975></row>
<row _id="134"><core_id>CAMP_04</core_id><bottom>600</bottom><endmember>loess</endmember><Mean>0.617</Mean><SD>0.049</SD><0.025>0.526</0.025><0.05>0.541</0.05><0.25>0.585</0.25><median>0.614</median><0.75>0.647</0.75><0.95>0.699</0.95><0.975>0.72</0.975></row>
<row _id="135"><core_id>CAMP_04</core_id><bottom>700</bottom><endmember>loess</endmember><Mean>0.83</Mean><SD>0.063</SD><0.025>0.718</0.025><0.05>0.735</0.05><0.25>0.785</0.25><median>0.825</median><0.75>0.869</0.75><0.95>0.944</0.95><0.975>0.966</0.975></row>
<row _id="136"><core_id>CAMP_04</core_id><bottom>800</bottom><endmember>loess</endmember><Mean>0.88</Mean><SD>0.061</SD><0.025>0.757</0.025><0.05>0.777</0.05><0.25>0.838</0.25><median>0.88</median><0.75>0.925</0.75><0.95>0.979</0.95><0.975>0.988</0.975></row>
<row _id="137"><core_id>CAMP_04</core_id><bottom>900</bottom><endmember>loess</endmember><Mean>0.854</Mean><SD>0.062</SD><0.025>0.742</0.025><0.05>0.758</0.05><0.25>0.811</0.25><median>0.85</median><0.75>0.896</0.75><0.95>0.965</0.95><0.975>0.981</0.975></row>
<row _id="138"><core_id>CAMP_06</core_id><bottom>100</bottom><endmember>loess</endmember><Mean>0.106</Mean><SD>0.065</SD><0.025>0.001</0.025><0.05>0.004</0.05><0.25>0.053</0.25><median>0.104</median><0.75>0.163</0.75><0.95>0.205</0.95><0.975>0.217</0.975></row>
<row _id="139"><core_id>CAMP_06</core_id><bottom>1000</bottom><endmember>loess</endmember><Mean>0.171</Mean><SD>0.171</SD><0.025>0</0.025><0.05>0.001</0.05><0.25>0.021</0.25><median>0.076</median><0.75>0.373</0.75><0.95>0.431</0.95><0.975>0.447</0.975></row>
<row _id="140"><core_id>CAMP_06</core_id><bottom>200</bottom><endmember>loess</endmember><Mean>0.117</Mean><SD>0.073</SD><0.025>0.001</0.025><0.05>0.004</0.05><0.25>0.057</0.25><median>0.111</median><0.75>0.183</0.75><0.95>0.229</0.95><0.975>0.242</0.975></row>
<row _id="141"><core_id>CAMP_06</core_id><bottom>300</bottom><endmember>loess</endmember><Mean>0.104</Mean><SD>0.078</SD><0.025>0.001</0.025><0.05>0.002</0.05><0.25>0.035</0.25><median>0.089</median><0.75>0.178</0.75><0.95>0.229</0.95><0.975>0.241</0.975></row>
<row _id="142"><core_id>CAMP_06</core_id><bottom>400</bottom><endmember>loess</endmember><Mean>0.091</Mean><SD>0.072</SD><0.025>0</0.025><0.05>0.002</0.05><0.25>0.025</0.25><median>0.076</median><0.75>0.159</0.75><0.95>0.21</0.95><0.975>0.222</0.975></row>
<row _id="143"><core_id>CAMP_06</core_id><bottom>500</bottom><endmember>loess</endmember><Mean>0.118</Mean><SD>0.081</SD><0.025>0.001</0.025><0.05>0.003</0.05><0.25>0.048</0.25><median>0.104</median><0.75>0.197</0.75><0.95>0.246</0.95><0.975>0.258</0.975></row>
<row _id="144"><core_id>CAMP_06</core_id><bottom>600</bottom><endmember>loess</endmember><Mean>0.068</Mean><SD>0.058</SD><0.025>0</0.025><0.05>0.001</0.05><0.25>0.014</0.25><median>0.052</median><0.75>0.12</0.75><0.95>0.167</0.95><0.975>0.178</0.975></row>
<row _id="145"><core_id>CAMP_06</core_id><bottom>700</bottom><endmember>loess</endmember><Mean>0.048</Mean><SD>0.042</SD><0.025>0</0.025><0.05>0.001</0.05><0.25>0.01</0.25><median>0.037</median><0.75>0.082</0.75><0.95>0.123</0.95><0.975>0.134</0.975></row>
<row _id="146"><core_id>CAMP_06</core_id><bottom>800</bottom><endmember>loess</endmember><Mean>0.043</Mean><SD>0.039</SD><0.025>0</0.025><0.05>0.001</0.05><0.25>0.008</0.25><median>0.031</median><0.75>0.074</0.75><0.95>0.116</0.95><0.975>0.129</0.975></row>
<row _id="147"><core_id>CAMP_06</core_id><bottom>900</bottom><endmember>loess</endmember><Mean>0.076</Mean><SD>0.057</SD><0.025>0</0.025><0.05>0.001</0.05><0.25>0.023</0.25><median>0.067</median><0.75>0.126</0.75><0.95>0.17</0.95><0.975>0.181</0.975></row>
<row _id="148"><core_id>HERB_01</core_id><bottom>100</bottom><endmember>loess</endmember><Mean>0.972</Mean><SD>0.024</SD><0.025>0.908</0.025><0.05>0.923</0.05><0.25>0.961</0.25><median>0.978</median><0.75>0.99</0.75><0.95>0.997</0.95><0.975>0.998</0.975></row>
<row _id="149"><core_id>HERB_01</core_id><bottom>1000</bottom><endmember>loess</endmember><Mean>0.954</Mean><SD>0.035</SD><0.025>0.868</0.025><0.05>0.885</0.05><0.25>0.935</0.25><median>0.963</median><0.75>0.982</0.75><0.95>0.996</0.95><0.975>0.998</0.975></row>
<row _id="150"><core_id>HERB_01</core_id><bottom>200</bottom><endmember>loess</endmember><Mean>0.972</Mean><SD>0.024</SD><0.025>0.909</0.025><0.05>0.922</0.05><0.25>0.961</0.25><median>0.979</median><0.75>0.99</0.75><0.95>0.998</0.95><0.975>0.998</0.975></row>
<row _id="151"><core_id>HERB_01</core_id><bottom>300</bottom><endmember>loess</endmember><Mean>0.968</Mean><SD>0.027</SD><0.025>0.9</0.025><0.05>0.916</0.05><0.25>0.954</0.25><median>0.975</median><0.75>0.988</0.75><0.95>0.997</0.95><0.975>0.998</0.975></row>
<row _id="152"><core_id>HERB_01</core_id><bottom>600</bottom><endmember>loess</endmember><Mean>0.948</Mean><SD>0.038</SD><0.025>0.858</0.025><0.05>0.875</0.05><0.25>0.926</0.25><median>0.956</median><0.75>0.978</0.75><0.95>0.995</0.95><0.975>0.997</0.975></row>
<row _id="153"><core_id>HERB_01</core_id><bottom>700</bottom><endmember>loess</endmember><Mean>0.969</Mean><SD>0.026</SD><0.025>0.901</0.025><0.05>0.917</0.05><0.25>0.957</0.25><median>0.977</median><0.75>0.989</0.75><0.95>0.997</0.95><0.975>0.998</0.975></row>
<row _id="154"><core_id>HERB_01</core_id><bottom>900</bottom><endmember>loess</endmember><Mean>0.909</Mean><SD>0.052</SD><0.025>0.801</0.025><0.05>0.818</0.05><0.25>0.872</0.25><median>0.912</median><0.75>0.951</0.75><0.95>0.988</0.95><0.975>0.994</0.975></row>
<row _id="155"><core_id>HERB_02</core_id><bottom>100</bottom><endmember>loess</endmember><Mean>0.199</Mean><SD>0.019</SD><0.025>0.163</0.025><0.05>0.169</0.05><0.25>0.187</0.25><median>0.199</median><0.75>0.211</0.75><0.95>0.23</0.95><0.975>0.238</0.975></row>
<row _id="156"><core_id>HERB_02</core_id><bottom>1000</bottom><endmember>loess</endmember><Mean>0.024</Mean><SD>0.011</SD><0.025>0.004</0.025><0.05>0.006</0.05><0.25>0.016</0.25><median>0.024</median><0.75>0.032</0.75><0.95>0.043</0.95><0.975>0.048</0.975></row>
<row _id="157"><core_id>HERB_02</core_id><bottom>200</bottom><endmember>loess</endmember><Mean>0.179</Mean><SD>0.017</SD><0.025>0.144</0.025><0.05>0.15</0.05><0.25>0.167</0.25><median>0.178</median><0.75>0.19</0.75><0.95>0.208</0.95><0.975>0.214</0.975></row>
<row _id="158"><core_id>HERB_02</core_id><bottom>300</bottom><endmember>loess</endmember><Mean>0.174</Mean><SD>0.017</SD><0.025>0.141</0.025><0.05>0.147</0.05><0.25>0.163</0.25><median>0.174</median><0.75>0.185</0.75><0.95>0.203</0.95><0.975>0.209</0.975></row>
<row _id="159"><core_id>HERB_02</core_id><bottom>400</bottom><endmember>loess</endmember><Mean>0.144</Mean><SD>0.016</SD><0.025>0.114</0.025><0.05>0.119</0.05><0.25>0.133</0.25><median>0.143</median><0.75>0.153</0.75><0.95>0.169</0.95><0.975>0.175</0.975></row>
<row _id="160"><core_id>HERB_02</core_id><bottom>500</bottom><endmember>loess</endmember><Mean>0.06</Mean><SD>0.013</SD><0.025>0.032</0.025><0.05>0.037</0.05><0.25>0.051</0.25><median>0.06</median><0.75>0.069</0.75><0.95>0.081</0.95><0.975>0.086</0.975></row>
<row _id="161"><core_id>HERB_02</core_id><bottom>600</bottom><endmember>loess</endmember><Mean>0.034</Mean><SD>0.012</SD><0.025>0.01</0.025><0.05>0.014</0.05><0.25>0.026</0.25><median>0.034</median><0.75>0.042</0.75><0.95>0.055</0.95><0.975>0.059</0.975></row>
<row _id="162"><core_id>HERB_02</core_id><bottom>700</bottom><endmember>loess</endmember><Mean>0.03</Mean><SD>0.012</SD><0.025>0.007</0.025><0.05>0.011</0.05><0.25>0.022</0.25><median>0.03</median><0.75>0.038</0.75><0.95>0.05</0.95><0.975>0.055</0.975></row>
<row _id="163"><core_id>HERB_02</core_id><bottom>800</bottom><endmember>loess</endmember><Mean>0.03</Mean><SD>0.012</SD><0.025>0.006</0.025><0.05>0.01</0.05><0.25>0.021</0.25><median>0.029</median><0.75>0.038</0.75><0.95>0.049</0.95><0.975>0.053</0.975></row>
<row _id="164"><core_id>HERB_02</core_id><bottom>900</bottom><endmember>loess</endmember><Mean>0.028</Mean><SD>0.012</SD><0.025>0.005</0.025><0.05>0.008</0.05><0.25>0.019</0.25><median>0.028</median><0.75>0.036</0.75><0.95>0.048</0.95><0.975>0.052</0.975></row>
<row _id="165"><core_id>HERB_03</core_id><bottom>100</bottom><endmember>loess</endmember><Mean>0.43</Mean><SD>0.033</SD><0.025>0.371</0.025><0.05>0.379</0.05><0.25>0.407</0.25><median>0.428</median><0.75>0.45</0.75><0.95>0.488</0.95><0.975>0.501</0.975></row>
<row _id="166"><core_id>HERB_03</core_id><bottom>1000</bottom><endmember>loess</endmember><Mean>0.542</Mean><SD>0.041</SD><0.025>0.468</0.025><0.05>0.479</0.05><0.25>0.514</0.25><median>0.539</median><0.75>0.566</0.75><0.95>0.613</0.95><0.975>0.633</0.975></row>
<row _id="167"><core_id>HERB_03</core_id><bottom>200</bottom><endmember>loess</endmember><Mean>0.43</Mean><SD>0.033</SD><0.025>0.37</0.025><0.05>0.379</0.05><0.25>0.408</0.25><median>0.428</median><0.75>0.45</0.75><0.95>0.487</0.95><0.975>0.502</0.975></row>
<row _id="168"><core_id>HERB_03</core_id><bottom>300</bottom><endmember>loess</endmember><Mean>0.397</Mean><SD>0.031</SD><0.025>0.344</0.025><0.05>0.352</0.05><0.25>0.376</0.25><median>0.395</median><0.75>0.415</0.75><0.95>0.451</0.95><0.975>0.464</0.975></row>
<row _id="169"><core_id>HERB_03</core_id><bottom>400</bottom><endmember>loess</endmember><Mean>0.4</Mean><SD>0.031</SD><0.025>0.347</0.025><0.05>0.355</0.05><0.25>0.379</0.25><median>0.397</median><0.75>0.418</0.75><0.95>0.454</0.95><0.975>0.467</0.975></row>
<row _id="170"><core_id>HERB_03</core_id><bottom>500</bottom><endmember>loess</endmember><Mean>0.386</Mean><SD>0.029</SD><0.025>0.334</0.025><0.05>0.341</0.05><0.25>0.366</0.25><median>0.384</median><0.75>0.404</0.75><0.95>0.437</0.95><0.975>0.45</0.975></row>
<row _id="171"><core_id>HERB_03</core_id><bottom>600</bottom><endmember>loess</endmember><Mean>0.364</Mean><SD>0.029</SD><0.025>0.31</0.025><0.05>0.319</0.05><0.25>0.345</0.25><median>0.363</median><0.75>0.382</0.75><0.95>0.412</0.95><0.975>0.424</0.975></row>
<row _id="172"><core_id>HERB_03</core_id><bottom>700</bottom><endmember>loess</endmember><Mean>0.281</Mean><SD>0.024</SD><0.025>0.235</0.025><0.05>0.243</0.05><0.25>0.265</0.25><median>0.28</median><0.75>0.296</0.75><0.95>0.321</0.95><0.975>0.331</0.975></row>
<row _id="173"><core_id>HERB_03</core_id><bottom>800</bottom><endmember>loess</endmember><Mean>0.382</Mean><SD>0.03</SD><0.025>0.328</0.025><0.05>0.336</0.05><0.25>0.362</0.25><median>0.381</median><0.75>0.401</0.75><0.95>0.434</0.95><0.975>0.446</0.975></row>
<row _id="174"><core_id>HERB_03</core_id><bottom>900</bottom><endmember>loess</endmember><Mean>0.527</Mean><SD>0.041</SD><0.025>0.452</0.025><0.05>0.465</0.05><0.25>0.499</0.25><median>0.525</median><0.75>0.552</0.75><0.95>0.598</0.95><0.975>0.616</0.975></row>
<row _id="175"><core_id>HERB_04</core_id><bottom>100</bottom><endmember>loess</endmember><Mean>0.887</Mean><SD>0.058</SD><0.025>0.775</0.025><0.05>0.792</0.05><0.25>0.845</0.25><median>0.886</median><0.75>0.93</0.75><0.95>0.982</0.95><0.975>0.99</0.975></row>
<row _id="176"><core_id>HERB_04</core_id><bottom>1000</bottom><endmember>loess</endmember><Mean>0.711</Mean><SD>0.058</SD><0.025>0.615</0.025><0.05>0.628</0.05><0.25>0.671</0.25><median>0.704</median><0.75>0.744</0.75><0.95>0.815</0.95><0.975>0.842</0.975></row>
<row _id="177"><core_id>HERB_04</core_id><bottom>200</bottom><endmember>loess</endmember><Mean>0.829</Mean><SD>0.066</SD><0.025>0.715</0.025><0.05>0.73</0.05><0.25>0.78</0.25><median>0.822</median><0.75>0.871</0.75><0.95>0.952</0.95><0.975>0.973</0.975></row>
<row _id="178"><core_id>HERB_04</core_id><bottom>300</bottom><endmember>loess</endmember><Mean>0.852</Mean><SD>0.064</SD><0.025>0.738</0.025><0.05>0.754</0.05><0.25>0.804</0.25><median>0.847</median><0.75>0.897</0.75><0.95>0.966</0.95><0.975>0.981</0.975></row>
<row _id="179"><core_id>HERB_04</core_id><bottom>400</bottom><endmember>loess</endmember><Mean>0.9</Mean><SD>0.055</SD><0.025>0.788</0.025><0.05>0.805</0.05><0.25>0.861</0.25><median>0.902</median><0.75>0.941</0.75><0.95>0.985</0.95><0.975>0.992</0.975></row>
<row _id="180"><core_id>HERB_04</core_id><bottom>500</bottom><endmember>loess</endmember><Mean>0.902</Mean><SD>0.056</SD><0.025>0.791</0.025><0.05>0.809</0.05><0.25>0.862</0.25><median>0.904</median><0.75>0.947</0.75><0.95>0.987</0.95><0.975>0.993</0.975></row>
<row _id="181"><core_id>HERB_04</core_id><bottom>600</bottom><endmember>loess</endmember><Mean>0.878</Mean><SD>0.059</SD><0.025>0.766</0.025><0.05>0.784</0.05><0.25>0.835</0.25><median>0.876</median><0.75>0.921</0.75><0.95>0.977</0.95><0.975>0.988</0.975></row>
<row _id="182"><core_id>HERB_04</core_id><bottom>700</bottom><endmember>loess</endmember><Mean>0.745</Mean><SD>0.061</SD><0.025>0.645</0.025><0.05>0.659</0.05><0.25>0.702</0.25><median>0.739</median><0.75>0.78</0.75><0.95>0.858</0.95><0.975>0.887</0.975></row>
<row _id="183"><core_id>HERB_04</core_id><bottom>800</bottom><endmember>loess</endmember><Mean>0.83</Mean><SD>0.063</SD><0.025>0.719</0.025><0.05>0.734</0.05><0.25>0.784</0.25><median>0.824</median><0.75>0.869</0.75><0.95>0.95</0.95><0.975>0.972</0.975></row>
<row _id="184"><core_id>HERB_04</core_id><bottom>900</bottom><endmember>loess</endmember><Mean>0.699</Mean><SD>0.057</SD><0.025>0.606</0.025><0.05>0.619</0.05><0.25>0.66</0.25><median>0.692</median><0.75>0.731</0.75><0.95>0.801</0.95><0.975>0.829</0.975></row>
<row _id="185"><core_id>LOU_03</core_id><bottom>100</bottom><endmember>loess</endmember><Mean>0.543</Mean><SD>0.044</SD><0.025>0.467</0.025><0.05>0.478</0.05><0.25>0.513</0.25><median>0.539</median><0.75>0.568</0.75><0.95>0.619</0.95><0.975>0.638</0.975></row>
<row _id="186"><core_id>LOU_03</core_id><bottom>1000</bottom><endmember>loess</endmember><Mean>0.558</Mean><SD>0.045</SD><0.025>0.481</0.025><0.05>0.492</0.05><0.25>0.528</0.25><median>0.554</median><0.75>0.584</0.75><0.95>0.638</0.95><0.975>0.658</0.975></row>
<row _id="187"><core_id>LOU_03</core_id><bottom>200</bottom><endmember>loess</endmember><Mean>0.524</Mean><SD>0.043</SD><0.025>0.447</0.025><0.05>0.458</0.05><0.25>0.495</0.25><median>0.521</median><0.75>0.549</0.75><0.95>0.598</0.95><0.975>0.617</0.975></row>
<row _id="188"><core_id>LOU_03</core_id><bottom>300</bottom><endmember>loess</endmember><Mean>0.489</Mean><SD>0.04</SD><0.025>0.416</0.025><0.05>0.427</0.05><0.25>0.463</0.25><median>0.487</median><0.75>0.513</0.75><0.95>0.558</0.95><0.975>0.573</0.975></row>
<row _id="189"><core_id>LOU_03</core_id><bottom>400</bottom><endmember>loess</endmember><Mean>0.541</Mean><SD>0.043</SD><0.025>0.467</0.025><0.05>0.478</0.05><0.25>0.511</0.25><median>0.537</median><0.75>0.566</0.75><0.95>0.616</0.95><0.975>0.634</0.975></row>
<row _id="190"><core_id>LOU_03</core_id><bottom>500</bottom><endmember>loess</endmember><Mean>0.583</Mean><SD>0.048</SD><0.025>0.5</0.025><0.05>0.513</0.05><0.25>0.551</0.25><median>0.58</median><0.75>0.611</0.75><0.95>0.665</0.95><0.975>0.686</0.975></row>
<row _id="191"><core_id>LOU_03</core_id><bottom>600</bottom><endmember>loess</endmember><Mean>0.538</Mean><SD>0.044</SD><0.025>0.461</0.025><0.05>0.473</0.05><0.25>0.509</0.25><median>0.534</median><0.75>0.564</0.75><0.95>0.615</0.95><0.975>0.633</0.975></row>
<row _id="192"><core_id>LOU_03</core_id><bottom>700</bottom><endmember>loess</endmember><Mean>0.562</Mean><SD>0.045</SD><0.025>0.483</0.025><0.05>0.494</0.05><0.25>0.531</0.25><median>0.558</median><0.75>0.588</0.75><0.95>0.641</0.95><0.975>0.662</0.975></row>
<row _id="193"><core_id>LOU_03</core_id><bottom>800</bottom><endmember>loess</endmember><Mean>0.622</Mean><SD>0.049</SD><0.025>0.536</0.025><0.05>0.549</0.05><0.25>0.589</0.25><median>0.618</median><0.75>0.651</0.75><0.95>0.707</0.95><0.975>0.733</0.975></row>
<row _id="194"><core_id>LOU_03</core_id><bottom>900</bottom><endmember>loess</endmember><Mean>0.551</Mean><SD>0.044</SD><0.025>0.472</0.025><0.05>0.485</0.05><0.25>0.521</0.25><median>0.547</median><0.75>0.576</0.75><0.95>0.628</0.95><0.975>0.649</0.975></row>
<row _id="195"><core_id>LOU_05</core_id><bottom>100</bottom><endmember>loess</endmember><Mean>0.098</Mean><SD>0.02</SD><0.025>0.06</0.025><0.05>0.065</0.05><0.25>0.084</0.25><median>0.097</median><0.75>0.111</0.75><0.95>0.132</0.95><0.975>0.14</0.975></row>
<row _id="196"><core_id>LOU_05</core_id><bottom>1000</bottom><endmember>loess</endmember><Mean>0.039</Mean><SD>0.018</SD><0.025>0.007</0.025><0.05>0.011</0.05><0.25>0.026</0.25><median>0.037</median><0.75>0.05</0.75><0.95>0.069</0.95><0.975>0.076</0.975></row>
<row _id="197"><core_id>LOU_05</core_id><bottom>200</bottom><endmember>loess</endmember><Mean>0.091</Mean><SD>0.02</SD><0.025>0.053</0.025><0.05>0.059</0.05><0.25>0.077</0.25><median>0.09</median><0.75>0.104</0.75><0.95>0.124</0.95><0.975>0.133</0.975></row>
<row _id="198"><core_id>LOU_05</core_id><bottom>300</bottom><endmember>loess</endmember><Mean>0.077</Mean><SD>0.021</SD><0.025>0.038</0.025><0.05>0.044</0.05><0.25>0.063</0.25><median>0.077</median><0.75>0.091</0.75><0.95>0.112</0.95><0.975>0.119</0.975></row>
<row _id="199"><core_id>LOU_05</core_id><bottom>400</bottom><endmember>loess</endmember><Mean>0.09</Mean><SD>0.02</SD><0.025>0.052</0.025><0.05>0.058</0.05><0.25>0.076</0.25><median>0.089</median><0.75>0.102</0.75><0.95>0.124</0.95><0.975>0.131</0.975></row>
<row _id="200"><core_id>LOU_05</core_id><bottom>500</bottom><endmember>loess</endmember><Mean>0.097</Mean><SD>0.021</SD><0.025>0.057</0.025><0.05>0.063</0.05><0.25>0.083</0.25><median>0.096</median><0.75>0.111</0.75><0.95>0.132</0.95><0.975>0.14</0.975></row>
<row _id="201"><core_id>LOU_05</core_id><bottom>600</bottom><endmember>loess</endmember><Mean>0.101</Mean><SD>0.021</SD><0.025>0.062</0.025><0.05>0.069</0.05><0.25>0.087</0.25><median>0.1</median><0.75>0.114</0.75><0.95>0.136</0.95><0.975>0.144</0.975></row>
<row _id="202"><core_id>LOU_05</core_id><bottom>700</bottom><endmember>loess</endmember><Mean>0.07</Mean><SD>0.02</SD><0.025>0.032</0.025><0.05>0.038</0.05><0.25>0.056</0.25><median>0.069</median><0.75>0.083</0.75><0.95>0.104</0.95><0.975>0.111</0.975></row>
<row _id="203"><core_id>LOU_05</core_id><bottom>800</bottom><endmember>loess</endmember><Mean>0.055</Mean><SD>0.019</SD><0.025>0.019</0.025><0.05>0.024</0.05><0.25>0.042</0.25><median>0.054</median><0.75>0.067</0.75><0.95>0.087</0.95><0.975>0.094</0.975></row>
<row _id="204"><core_id>LOU_05</core_id><bottom>900</bottom><endmember>loess</endmember><Mean>0.033</Mean><SD>0.017</SD><0.025>0.005</0.025><0.05>0.008</0.05><0.25>0.021</0.25><median>0.032</median><0.75>0.044</0.75><0.95>0.063</0.95><0.975>0.069</0.975></row>
<row _id="205"><core_id>LOU_07</core_id><bottom>100</bottom><endmember>loess</endmember><Mean>0.082</Mean><SD>0.02</SD><0.025>0.045</0.025><0.05>0.051</0.05><0.25>0.069</0.25><median>0.081</median><0.75>0.094</0.75><0.95>0.115</0.95><0.975>0.123</0.975></row>
<row _id="206"><core_id>LOU_07</core_id><bottom>1000</bottom><endmember>loess</endmember><Mean>0.012</Mean><SD>0.011</SD><0.025>0</0.025><0.05>0.001</0.05><0.25>0.004</0.25><median>0.009</median><0.75>0.018</0.75><0.95>0.033</0.95><0.975>0.04</0.975></row>
<row _id="207"><core_id>LOU_07</core_id><bottom>200</bottom><endmember>loess</endmember><Mean>0.08</Mean><SD>0.02</SD><0.025>0.042</0.025><0.05>0.049</0.05><0.25>0.066</0.25><median>0.079</median><0.75>0.092</0.75><0.95>0.114</0.95><0.975>0.122</0.975></row>
<row _id="208"><core_id>LOU_07</core_id><bottom>300</bottom><endmember>loess</endmember><Mean>0.076</Mean><SD>0.019</SD><0.025>0.039</0.025><0.05>0.046</0.05><0.25>0.063</0.25><median>0.075</median><0.75>0.088</0.75><0.95>0.108</0.95><0.975>0.117</0.975></row>
<row _id="209"><core_id>LOU_07</core_id><bottom>400</bottom><endmember>loess</endmember><Mean>0.063</Mean><SD>0.019</SD><0.025>0.026</0.025><0.05>0.033</0.05><0.25>0.05</0.25><median>0.062</median><0.75>0.075</0.75><0.95>0.096</0.95><0.975>0.103</0.975></row>
<row _id="210"><core_id>LOU_07</core_id><bottom>500</bottom><endmember>loess</endmember><Mean>0.073</Mean><SD>0.019</SD><0.025>0.036</0.025><0.05>0.043</0.05><0.25>0.061</0.25><median>0.073</median><0.75>0.086</0.75><0.95>0.106</0.95><0.975>0.113</0.975></row>
<row _id="211"><core_id>LOU_07</core_id><bottom>600</bottom><endmember>loess</endmember><Mean>0.048</Mean><SD>0.019</SD><0.025>0.01</0.025><0.05>0.017</0.05><0.25>0.036</0.25><median>0.048</median><0.75>0.06</0.75><0.95>0.08</0.95><0.975>0.087</0.975></row>
<row _id="212"><core_id>LOU_07</core_id><bottom>700</bottom><endmember>loess</endmember><Mean>0.033</Mean><SD>0.018</SD><0.025>0.002</0.025><0.05>0.004</0.05><0.25>0.021</0.25><median>0.033</median><0.75>0.045</0.75><0.95>0.063</0.95><0.975>0.069</0.975></row>
<row _id="213"><core_id>LOU_07</core_id><bottom>800</bottom><endmember>loess</endmember><Mean>0.026</Mean><SD>0.016</SD><0.025>0.001</0.025><0.05>0.002</0.05><0.25>0.013</0.25><median>0.025</median><0.75>0.037</0.75><0.95>0.055</0.95><0.975>0.061</0.975></row>
<row _id="214"><core_id>LOU_07</core_id><bottom>900</bottom><endmember>loess</endmember><Mean>0.016</Mean><SD>0.012</SD><0.025>0</0.025><0.05>0.001</0.05><0.25>0.005</0.25><median>0.013</median><0.75>0.023</0.75><0.95>0.04</0.95><0.975>0.045</0.975></row>
</data>
