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<timeSeries><time><dateYear>2017</dateYear>
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<dateDay>29</dateDay>
<MJD>58116</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0671</X>
<Y>0.2471</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.22411</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dateDay>30</dateDay>
<MJD>58117</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0651</X>
<Y>0.2479</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.22306</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dateDay>31</dateDay>
<MJD>58118</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0631</X>
<Y>0.2488</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.22213</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>01</dateDay>
<MJD>58119</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0611</X>
<Y>0.2497</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.22132</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>02</dateDay>
<MJD>58120</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0592</X>
<Y>0.2506</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.22058</UT1-UTC>
</UT>
</dataEOP>
</timeSeries>
<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>03</dateDay>
<MJD>58121</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0572</X>
<Y>0.2516</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.21985</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>04</dateDay>
<MJD>58122</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0553</X>
<Y>0.2526</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.21906</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>05</dateDay>
<MJD>58123</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0534</X>
<Y>0.2536</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.21817</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>06</dateDay>
<MJD>58124</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0516</X>
<Y>0.2547</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.21718</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>07</dateDay>
<MJD>58125</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0497</X>
<Y>0.2558</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.21612</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>08</dateDay>
<MJD>58126</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0478</X>
<Y>0.2569</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.21506</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>09</dateDay>
<MJD>58127</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0460</X>
<Y>0.2580</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.21404</UT1-UTC>
</UT>
</dataEOP>
</timeSeries>
<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>10</dateDay>
<MJD>58128</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0442</X>
<Y>0.2592</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.21312</UT1-UTC>
</UT>
</dataEOP>
</timeSeries>
<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>11</dateDay>
<MJD>58129</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0424</X>
<Y>0.2604</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.21230</UT1-UTC>
</UT>
</dataEOP>
</timeSeries>
<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>12</dateDay>
<MJD>58130</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0407</X>
<Y>0.2616</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.21161</UT1-UTC>
</UT>
</dataEOP>
</timeSeries>
<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>13</dateDay>
<MJD>58131</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0389</X>
<Y>0.2629</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.21104</UT1-UTC>
</UT>
</dataEOP>
</timeSeries>
<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>14</dateDay>
<MJD>58132</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0372</X>
<Y>0.2642</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.21056</UT1-UTC>
</UT>
</dataEOP>
</timeSeries>
<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>15</dateDay>
<MJD>58133</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0355</X>
<Y>0.2655</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.21016</UT1-UTC>
</UT>
</dataEOP>
</timeSeries>
<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>16</dateDay>
<MJD>58134</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0338</X>
<Y>0.2668</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20978</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>17</dateDay>
<MJD>58135</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0322</X>
<Y>0.2681</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20940</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>18</dateDay>
<MJD>58136</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0305</X>
<Y>0.2695</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20896</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>19</dateDay>
<MJD>58137</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0289</X>
<Y>0.2709</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20843</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>20</dateDay>
<MJD>58138</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0274</X>
<Y>0.2724</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20778</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>21</dateDay>
<MJD>58139</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0258</X>
<Y>0.2738</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20699</UT1-UTC>
</UT>
</dataEOP>
</timeSeries>
<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>22</dateDay>
<MJD>58140</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0243</X>
<Y>0.2753</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20607</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>23</dateDay>
<MJD>58141</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0228</X>
<Y>0.2768</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20504</UT1-UTC>
</UT>
</dataEOP>
</timeSeries>
<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>24</dateDay>
<MJD>58142</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0213</X>
<Y>0.2783</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20395</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>25</dateDay>
<MJD>58143</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0198</X>
<Y>0.2799</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20282</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>26</dateDay>
<MJD>58144</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0184</X>
<Y>0.2815</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20172</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>27</dateDay>
<MJD>58145</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0170</X>
<Y>0.2831</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20067</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>28</dateDay>
<MJD>58146</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0156</X>
<Y>0.2847</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.19971</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>29</dateDay>
<MJD>58147</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0143</X>
<Y>0.2863</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.19881</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>30</dateDay>
<MJD>58148</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0130</X>
<Y>0.2880</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.19791</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>01</dateMonth>
<dateDay>31</dateDay>
<MJD>58149</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0117</X>
<Y>0.2896</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.19694</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>01</dateDay>
<MJD>58150</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0104</X>
<Y>0.2913</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.19585</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>02</dateDay>
<MJD>58151</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0092</X>
<Y>0.2931</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.19461</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>03</dateDay>
<MJD>58152</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0080</X>
<Y>0.2948</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.19325</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>04</dateDay>
<MJD>58153</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0069</X>
<Y>0.2966</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.19183</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>05</dateDay>
<MJD>58154</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0057</X>
<Y>0.2983</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.19043</UT1-UTC>
</UT>
</dataEOP>
</timeSeries>
<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>06</dateDay>
<MJD>58155</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0046</X>
<Y>0.3001</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18910</UT1-UTC>
</UT>
</dataEOP>
</timeSeries>
<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>07</dateDay>
<MJD>58156</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0036</X>
<Y>0.3019</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18787</UT1-UTC>
</UT>
</dataEOP>
</timeSeries>
<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>08</dateDay>
<MJD>58157</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0025</X>
<Y>0.3038</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18677</UT1-UTC>
</UT>
</dataEOP>
</timeSeries>
<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>09</dateDay>
<MJD>58158</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0015</X>
<Y>0.3056</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18580</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>10</dateDay>
<MJD>58159</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0005</X>
<Y>0.3075</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18492</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>11</dateDay>
<MJD>58160</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0004</X>
<Y>0.3093</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18411</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>12</dateDay>
<MJD>58161</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0013</X>
<Y>0.3112</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18333</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>13</dateDay>
<MJD>58162</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0022</X>
<Y>0.3131</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18254</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>14</dateDay>
<MJD>58163</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0030</X>
<Y>0.3150</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18170</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>15</dateDay>
<MJD>58164</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0038</X>
<Y>0.3170</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18076</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>16</dateDay>
<MJD>58165</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0046</X>
<Y>0.3189</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.17969</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>17</dateDay>
<MJD>58166</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0054</X>
<Y>0.3209</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.17847</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>18</dateDay>
<MJD>58167</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0061</X>
<Y>0.3228</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.17711</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>19</dateDay>
<MJD>58168</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0067</X>
<Y>0.3248</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.17564</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>20</dateDay>
<MJD>58169</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0074</X>
<Y>0.3268</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.17409</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>21</dateDay>
<MJD>58170</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0080</X>
<Y>0.3288</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.17252</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>22</dateDay>
<MJD>58171</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0085</X>
<Y>0.3308</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.17099</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>23</dateDay>
<MJD>58172</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0091</X>
<Y>0.3328</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.16953</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>24</dateDay>
<MJD>58173</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0096</X>
<Y>0.3349</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.16815</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>25</dateDay>
<MJD>58174</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0100</X>
<Y>0.3369</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.16685</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>02</dateMonth>
<dateDay>26</dateDay>
<MJD>58175</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0105</X>
<Y>0.3389</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.16557</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58176</MJD>
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<dataEOP><pole type="prediction"><X>-0.0109</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.16425</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58177</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0112</X>
<Y>0.3430</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.16283</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>01</dateDay>
<MJD>58178</MJD>
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<dataEOP><pole type="prediction"><X>-0.0115</X>
<Y>0.3451</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.16125</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58179</MJD>
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<dataEOP><pole type="prediction"><X>-0.0118</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.15951</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>03</dateDay>
<MJD>58180</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0121</X>
<Y>0.3492</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.15767</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58181</MJD>
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<dataEOP><pole type="prediction"><X>-0.0123</X>
<Y>0.3513</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.15579</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58182</MJD>
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<dataEOP><pole type="prediction"><X>-0.0124</X>
<Y>0.3534</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.15395</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58183</MJD>
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<dataEOP><pole type="prediction"><X>-0.0126</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.15221</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58184</MJD>
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<dataEOP><pole type="prediction"><X>-0.0127</X>
<Y>0.3576</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.15060</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58185</MJD>
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<dataEOP><pole type="prediction"><X>-0.0127</X>
<Y>0.3597</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.14913</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58186</MJD>
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<dataEOP><pole type="prediction"><X>-0.0128</X>
<Y>0.3618</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.14779</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58187</MJD>
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<dataEOP><pole type="prediction"><X>-0.0128</X>
<Y>0.3638</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.14654</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58188</MJD>
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<dataEOP><pole type="prediction"><X>-0.0127</X>
<Y>0.3659</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.14535</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58189</MJD>
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<dataEOP><pole type="prediction"><X>-0.0126</X>
<Y>0.3680</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.14429</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58190</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0125</X>
<Y>0.3701</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.14320</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58191</MJD>
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<dataEOP><pole type="prediction"><X>-0.0124</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.14203</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58192</MJD>
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<dataEOP><pole type="prediction"><X>-0.0122</X>
<Y>0.3743</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.14074</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58193</MJD>
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<dataEOP><pole type="prediction"><X>-0.0119</X>
<Y>0.3764</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.13931</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58194</MJD>
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<dataEOP><pole type="prediction"><X>-0.0117</X>
<Y>0.3785</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.13773</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58195</MJD>
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<dataEOP><pole type="prediction"><X>-0.0114</X>
<Y>0.3806</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.13601</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58196</MJD>
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<dataEOP><pole type="prediction"><X>-0.0110</X>
<Y>0.3826</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.13421</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58197</MJD>
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<dataEOP><pole type="prediction"><X>-0.0107</X>
<Y>0.3847</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.13238</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58198</MJD>
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<dataEOP><pole type="prediction"><X>-0.0102</X>
<Y>0.3868</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.13059</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58199</MJD>
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<dataEOP><pole type="prediction"><X>-0.0098</X>
<Y>0.3888</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.12889</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58200</MJD>
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<dataEOP><pole type="prediction"><X>-0.0093</X>
<Y>0.3909</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.12730</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58201</MJD>
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<dataEOP><pole type="prediction"><X>-0.0088</X>
<Y>0.3929</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.12581</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58202</MJD>
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<dataEOP><pole type="prediction"><X>-0.0082</X>
<Y>0.3950</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.12438</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>-0.0076</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.12295</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58204</MJD>
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<dataEOP><pole type="prediction"><X>-0.0070</X>
<Y>0.3991</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.12146</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58205</MJD>
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<dataEOP><pole type="prediction"><X>-0.0064</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.11984</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58206</MJD>
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<dataEOP><pole type="prediction"><X>-0.0057</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.11809</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58207</MJD>
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<dataEOP><pole type="prediction"><X>-0.0049</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.11621</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58208</MJD>
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<dataEOP><pole type="prediction"><X>-0.0042</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.11426</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>-0.0034</X>
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<UT type="prediction"><UT1-UTC>0.11233</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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</pole>
<UT type="prediction"><UT1-UTC>0.11046</UT1-UTC>
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<dataEOP><pole type="prediction"><X>-0.0017</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.10873</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>-0.0008</X>
<Y>0.4149</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.10715</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0002</X>
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<UT type="prediction"><UT1-UTC>0.10571</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0011</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.10440</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0022</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.10318</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0032</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.10201</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0043</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.10083</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58218</MJD>
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<dataEOP><pole type="prediction"><X>0.0054</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.09961</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0065</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.09828</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0077</X>
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<UT type="prediction"><UT1-UTC>0.09684</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<UT type="prediction"><UT1-UTC>0.09525</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0101</X>
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<UT type="prediction"><UT1-UTC>0.09353</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0113</X>
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<UT type="prediction"><UT1-UTC>0.09171</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58224</MJD>
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<dataEOP><pole type="prediction"><X>0.0126</X>
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<UT type="prediction"><UT1-UTC>0.08983</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0140</X>
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<UT type="prediction"><UT1-UTC>0.08798</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58226</MJD>
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<dataEOP><pole type="prediction"><X>0.0153</X>
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<UT type="prediction"><UT1-UTC>0.08622</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0167</X>
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<UT type="prediction"><UT1-UTC>0.08459</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0181</X>
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<UT type="prediction"><UT1-UTC>0.08311</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58229</MJD>
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<dataEOP><pole type="prediction"><X>0.0195</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.08172</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58230</MJD>
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<dataEOP><pole type="prediction"><X>0.0210</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.08038</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58231</MJD>
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<dataEOP><pole type="prediction"><X>0.0225</X>
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<UT type="prediction"><UT1-UTC>0.07902</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58232</MJD>
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<dataEOP><pole type="prediction"><X>0.0240</X>
<Y>0.4504</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.07757</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58233</MJD>
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<dataEOP><pole type="prediction"><X>0.0256</X>
<Y>0.4519</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.07602</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58234</MJD>
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<dataEOP><pole type="prediction"><X>0.0271</X>
<Y>0.4535</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.07435</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58235</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0287</X>
<Y>0.4550</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.07262</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0304</X>
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<UT type="prediction"><UT1-UTC>0.07087</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0320</X>
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<UT type="prediction"><UT1-UTC>0.06919</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58238</MJD>
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<dataEOP><pole type="prediction"><X>0.0337</X>
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<UT type="prediction"><UT1-UTC>0.06761</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58239</MJD>
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<dataEOP><pole type="prediction"><X>0.0354</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.06619</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0371</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.06492</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0389</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.06381</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58242</MJD>
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<dataEOP><pole type="prediction"><X>0.0407</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.06281</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58243</MJD>
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<dataEOP><pole type="prediction"><X>0.0424</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.06189</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0443</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.06101</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58245</MJD>
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<dataEOP><pole type="prediction"><X>0.0461</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.06010</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58246</MJD>
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<dataEOP><pole type="prediction"><X>0.0480</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.05913</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58247</MJD>
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<dataEOP><pole type="prediction"><X>0.0499</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.05806</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58248</MJD>
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<dataEOP><pole type="prediction"><X>0.0518</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.05687</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58249</MJD>
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<dataEOP><pole type="prediction"><X>0.0537</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.05555</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58250</MJD>
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<dataEOP><pole type="prediction"><X>0.0556</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.05411</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58251</MJD>
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<dataEOP><pole type="prediction"><X>0.0576</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.05261</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58252</MJD>
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<dataEOP><pole type="prediction"><X>0.0596</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.05109</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58253</MJD>
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<dataEOP><pole type="prediction"><X>0.0616</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.04963</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58254</MJD>
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<dataEOP><pole type="prediction"><X>0.0636</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.04830</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58255</MJD>
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<dataEOP><pole type="prediction"><X>0.0656</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.04713</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58256</MJD>
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<dataEOP><pole type="prediction"><X>0.0677</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.04608</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58257</MJD>
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<dataEOP><pole type="prediction"><X>0.0697</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.04511</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58258</MJD>
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<dataEOP><pole type="prediction"><X>0.0718</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.04415</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58259</MJD>
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<dataEOP><pole type="prediction"><X>0.0739</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.04313</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58260</MJD>
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<dataEOP><pole type="prediction"><X>0.0760</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.04202</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58261</MJD>
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<dataEOP><pole type="prediction"><X>0.0781</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.04082</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58262</MJD>
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<dataEOP><pole type="prediction"><X>0.0803</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03955</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58263</MJD>
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<dataEOP><pole type="prediction"><X>0.0824</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03827</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0846</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03702</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58265</MJD>
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<dataEOP><pole type="prediction"><X>0.0867</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03587</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58266</MJD>
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<dataEOP><pole type="prediction"><X>0.0889</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03485</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58267</MJD>
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<dataEOP><pole type="prediction"><X>0.0911</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03396</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58268</MJD>
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<dataEOP><pole type="prediction"><X>0.0933</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03321</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58269</MJD>
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<dataEOP><pole type="prediction"><X>0.0955</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03257</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58270</MJD>
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<dataEOP><pole type="prediction"><X>0.0977</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03200</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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</pole>
<UT type="prediction"><UT1-UTC>0.03147</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58272</MJD>
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<dataEOP><pole type="prediction"><X>0.1022</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03095</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58273</MJD>
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<dataEOP><pole type="prediction"><X>0.1044</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03037</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58274</MJD>
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<dataEOP><pole type="prediction"><X>0.1067</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.02972</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58275</MJD>
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<dataEOP><pole type="prediction"><X>0.1089</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.02897</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58276</MJD>
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<dataEOP><pole type="prediction"><X>0.1112</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.02809</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58277</MJD>
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<dataEOP><pole type="prediction"><X>0.1134</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.02709</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58278</MJD>
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<dataEOP><pole type="prediction"><X>0.1157</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.02597</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58279</MJD>
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<dataEOP><pole type="prediction"><X>0.1179</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.02479</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58280</MJD>
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<dataEOP><pole type="prediction"><X>0.1202</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.02360</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58281</MJD>
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<dataEOP><pole type="prediction"><X>0.1225</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.02248</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58282</MJD>
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<dataEOP><pole type="prediction"><X>0.1247</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.02148</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58283</MJD>
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<dataEOP><pole type="prediction"><X>0.1270</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.02064</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58284</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1293</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01990</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58285</MJD>
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<dataEOP><pole type="prediction"><X>0.1315</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01922</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58286</MJD>
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<dataEOP><pole type="prediction"><X>0.1338</X>
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<UT type="prediction"><UT1-UTC>0.01850</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58287</MJD>
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<dataEOP><pole type="prediction"><X>0.1361</X>
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<UT type="prediction"><UT1-UTC>0.01770</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58288</MJD>
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<dataEOP><pole type="prediction"><X>0.1383</X>
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<UT type="prediction"><UT1-UTC>0.01680</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58289</MJD>
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<dataEOP><pole type="prediction"><X>0.1406</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01584</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58290</MJD>
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<dataEOP><pole type="prediction"><X>0.1428</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01487</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58291</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1451</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01395</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58292</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1473</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01315</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58293</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1496</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01250</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58294</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1518</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01203</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58295</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1540</X>
<Y>0.4928</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.01173</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>27</dateDay>
<MJD>58296</MJD>
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<dataEOP><pole type="prediction"><X>0.1563</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01155</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58297</MJD>
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<dataEOP><pole type="prediction"><X>0.1585</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01147</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58298</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1607</X>
<Y>0.4916</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.01145</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>30</dateDay>
<MJD>58299</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1629</X>
<Y>0.4912</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.01150</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>01</dateDay>
<MJD>58300</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1651</X>
<Y>0.4907</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.01154</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58301</MJD>
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<dataEOP><pole type="prediction"><X>0.1672</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01150</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>03</dateDay>
<MJD>58302</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1694</X>
<Y>0.4896</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.01134</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58303</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1715</X>
<Y>0.4890</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.01108</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58304</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1737</X>
<Y>0.4884</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.01072</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58305</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1758</X>
<Y>0.4878</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.01023</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58306</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1779</X>
<Y>0.4871</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00963</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58307</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1800</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.00891</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>09</dateDay>
<MJD>58308</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1821</X>
<Y>0.4856</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00823</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>10</dateDay>
<MJD>58309</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1842</X>
<Y>0.4848</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00763</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>11</dateDay>
<MJD>58310</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1862</X>
<Y>0.4840</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00714</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>12</dateDay>
<MJD>58311</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1883</X>
<Y>0.4832</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00677</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>13</dateDay>
<MJD>58312</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1903</X>
<Y>0.4823</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00644</UT1-UTC>
</UT>
</dataEOP>
</timeSeries>
<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>14</dateDay>
<MJD>58313</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1923</X>
<Y>0.4814</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00610</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>15</dateDay>
<MJD>58314</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1943</X>
<Y>0.4805</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00556</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>16</dateDay>
<MJD>58315</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1963</X>
<Y>0.4795</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00485</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>17</dateDay>
<MJD>58316</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1982</X>
<Y>0.4785</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00402</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>18</dateDay>
<MJD>58317</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2002</X>
<Y>0.4775</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00321</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>19</dateDay>
<MJD>58318</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2021</X>
<Y>0.4765</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00249</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>20</dateDay>
<MJD>58319</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2040</X>
<Y>0.4754</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00188</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>21</dateDay>
<MJD>58320</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2058</X>
<Y>0.4743</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00145</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>22</dateDay>
<MJD>58321</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2077</X>
<Y>0.4732</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00124</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>23</dateDay>
<MJD>58322</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2095</X>
<Y>0.4720</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00130</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>24</dateDay>
<MJD>58323</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2113</X>
<Y>0.4709</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00153</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>07</dateMonth>
<dateDay>25</dateDay>
<MJD>58324</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2131</X>
<Y>0.4696</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00181</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>07</dateMonth>
<dateDay>26</dateDay>
<MJD>58325</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2149</X>
<Y>0.4684</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00212</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>07</dateMonth>
<dateDay>27</dateDay>
<MJD>58326</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2166</X>
<Y>0.4671</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00245</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>28</dateDay>
<MJD>58327</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2183</X>
<Y>0.4659</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00276</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>29</dateDay>
<MJD>58328</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2200</X>
<Y>0.4645</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00307</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>30</dateDay>
<MJD>58329</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2217</X>
<Y>0.4632</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00324</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>31</dateDay>
<MJD>58330</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2233</X>
<Y>0.4618</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00331</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>01</dateDay>
<MJD>58331</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2250</X>
<Y>0.4605</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00321</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>02</dateDay>
<MJD>58332</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2266</X>
<Y>0.4591</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00297</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>03</dateDay>
<MJD>58333</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2281</X>
<Y>0.4576</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00268</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>04</dateDay>
<MJD>58334</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2297</X>
<Y>0.4562</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00235</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>05</dateDay>
<MJD>58335</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2312</X>
<Y>0.4547</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00202</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>06</dateDay>
<MJD>58336</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2327</X>
<Y>0.4532</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00175</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>07</dateDay>
<MJD>58337</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2341</X>
<Y>0.4517</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00159</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>08</dateDay>
<MJD>58338</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2355</X>
<Y>0.4501</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00146</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>09</dateDay>
<MJD>58339</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2369</X>
<Y>0.4486</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00135</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>10</dateDay>
<MJD>58340</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2383</X>
<Y>0.4470</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00122</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>11</dateDay>
<MJD>58341</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2397</X>
<Y>0.4454</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00090</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>12</dateDay>
<MJD>58342</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2410</X>
<Y>0.4437</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00044</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>13</dateDay>
<MJD>58343</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2423</X>
<Y>0.4421</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00015</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>14</dateDay>
<MJD>58344</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2435</X>
<Y>0.4404</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00084</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>15</dateDay>
<MJD>58345</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2447</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.00151</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>16</dateDay>
<MJD>58346</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2459</X>
<Y>0.4371</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00212</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>17</dateDay>
<MJD>58347</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2471</X>
<Y>0.4353</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00261</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>18</dateDay>
<MJD>58348</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2482</X>
<Y>0.4336</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00296</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>19</dateDay>
<MJD>58349</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2493</X>
<Y>0.4319</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00321</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>20</dateDay>
<MJD>58350</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2504</X>
<Y>0.4301</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00338</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>21</dateDay>
<MJD>58351</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2514</X>
<Y>0.4283</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00347</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>22</dateDay>
<MJD>58352</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2524</X>
<Y>0.4265</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00344</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58353</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2534</X>
<Y>0.4247</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00337</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>08</dateMonth>
<dateDay>24</dateDay>
<MJD>58354</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2543</X>
<Y>0.4229</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00334</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
<dateMonth>08</dateMonth>
<dateDay>25</dateDay>
<MJD>58355</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2552</X>
<Y>0.4211</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00341</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.2561</X>
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<UT type="prediction"><UT1-UTC>-0.00360</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.2569</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.00391</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.2577</X>
<Y>0.4155</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00430</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58359</MJD>
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<dataEOP><pole type="prediction"><X>0.2585</X>
<Y>0.4136</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00483</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.2592</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.00541</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58361</MJD>
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<dataEOP><pole type="prediction"><X>0.2599</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.00597</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58362</MJD>
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<dataEOP><pole type="prediction"><X>0.2606</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.00651</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58363</MJD>
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<dataEOP><pole type="prediction"><X>0.2612</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.00703</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.2618</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.00748</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58365</MJD>
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<dataEOP><pole type="prediction"><X>0.2623</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.00782</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58366</MJD>
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<dataEOP><pole type="prediction"><X>0.2629</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.00812</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58367</MJD>
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<dataEOP><pole type="prediction"><X>0.2633</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.00848</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58368</MJD>
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<dataEOP><pole type="prediction"><X>0.2638</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.00899</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58369</MJD>
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<dataEOP><pole type="prediction"><X>0.2642</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.00974</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58370</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2646</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01066</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>10</dateDay>
<MJD>58371</MJD>
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<dataEOP><pole type="prediction"><X>0.2649</X>
<Y>0.3903</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01178</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58372</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2653</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01302</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58373</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2655</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01429</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58374</MJD>
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<dataEOP><pole type="prediction"><X>0.2658</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01554</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58375</MJD>
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<dataEOP><pole type="prediction"><X>0.2660</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01675</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58376</MJD>
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<dataEOP><pole type="prediction"><X>0.2661</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01786</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58377</MJD>
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<dataEOP><pole type="prediction"><X>0.2663</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01884</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58378</MJD>
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<dataEOP><pole type="prediction"><X>0.2664</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01969</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58379</MJD>
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<dataEOP><pole type="prediction"><X>0.2664</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.02046</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58380</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2665</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.02119</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58381</MJD>
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<dataEOP><pole type="prediction"><X>0.2665</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.02191</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58382</MJD>
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<dataEOP><pole type="prediction"><X>0.2664</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.02267</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58383</MJD>
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<dataEOP><pole type="prediction"><X>0.2663</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.02351</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58384</MJD>
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<dataEOP><pole type="prediction"><X>0.2662</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.02445</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58385</MJD>
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<dataEOP><pole type="prediction"><X>0.2661</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.02552</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58386</MJD>
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<dataEOP><pole type="prediction"><X>0.2659</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.02672</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58387</MJD>
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<dataEOP><pole type="prediction"><X>0.2657</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.02797</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58388</MJD>
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<dataEOP><pole type="prediction"><X>0.2654</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.02924</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58389</MJD>
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<dataEOP><pole type="prediction"><X>0.2651</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.03049</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.2648</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.03166</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.2644</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.03273</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58392</MJD>
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<dataEOP><pole type="prediction"><X>0.2640</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.03371</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58393</MJD>
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<dataEOP><pole type="prediction"><X>0.2636</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.03462</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58394</MJD>
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<dataEOP><pole type="prediction"><X>0.2631</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.03556</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58395</MJD>
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<dataEOP><pole type="prediction"><X>0.2626</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.03655</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58396</MJD>
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<dataEOP><pole type="prediction"><X>0.2621</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.03770</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58397</MJD>
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<dataEOP><pole type="prediction"><X>0.2616</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.03904</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58398</MJD>
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<dataEOP><pole type="prediction"><X>0.2610</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.04059</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58399</MJD>
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<dataEOP><pole type="prediction"><X>0.2603</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.04229</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58400</MJD>
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<dataEOP><pole type="prediction"><X>0.2597</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.04405</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58401</MJD>
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<dataEOP><pole type="prediction"><X>0.2590</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.04580</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58402</MJD>
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<dataEOP><pole type="prediction"><X>0.2582</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.04742</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58403</MJD>
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<dataEOP><pole type="prediction"><X>0.2575</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.04883</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58404</MJD>
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<dataEOP><pole type="prediction"><X>0.2567</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.05004</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58405</MJD>
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<dataEOP><pole type="prediction"><X>0.2558</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.05113</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58406</MJD>
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<dataEOP><pole type="prediction"><X>0.2550</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.05212</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58407</MJD>
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<dataEOP><pole type="prediction"><X>0.2541</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.05313</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58408</MJD>
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<dataEOP><pole type="prediction"><X>0.2532</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.05417</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58409</MJD>
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<dataEOP><pole type="prediction"><X>0.2522</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.05527</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58410</MJD>
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<dataEOP><pole type="prediction"><X>0.2512</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.05645</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58411</MJD>
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<dataEOP><pole type="prediction"><X>0.2502</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.05775</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58412</MJD>
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<dataEOP><pole type="prediction"><X>0.2492</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.05919</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58413</MJD>
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<dataEOP><pole type="prediction"><X>0.2481</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.06074</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58414</MJD>
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<dataEOP><pole type="prediction"><X>0.2470</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.06245</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58415</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2459</X>
<Y>0.3066</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.06422</UT1-UTC>
</UT>
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