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<UT type="prediction"><UT1-UTC>0.27389</UT1-UTC>
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<UT type="prediction"><UT1-UTC>0.27273</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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<UT type="prediction"><UT1-UTC>0.27149</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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<UT type="prediction"><UT1-UTC>0.27016</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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<UT type="prediction"><UT1-UTC>0.26877</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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<UT type="prediction"><UT1-UTC>0.26738</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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<UT type="prediction"><UT1-UTC>0.26602</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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<UT type="prediction"><UT1-UTC>0.26474</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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<UT type="prediction"><UT1-UTC>0.26355</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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</pole>
<UT type="prediction"><UT1-UTC>0.26247</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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</pole>
<UT type="prediction"><UT1-UTC>0.26148</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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</pole>
<UT type="prediction"><UT1-UTC>0.26058</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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</pole>
<UT type="prediction"><UT1-UTC>0.25972</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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</pole>
<UT type="prediction"><UT1-UTC>0.25887</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.1376</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.25798</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.1354</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.25701</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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<UT type="prediction"><UT1-UTC>0.25593</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.1310</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.25471</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.1288</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.25333</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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</pole>
<UT type="prediction"><UT1-UTC>0.25180</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.1245</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.25016</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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</pole>
<UT type="prediction"><UT1-UTC>0.24847</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.1201</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.24682</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.1179</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.24526</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.1157</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.24385</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.1135</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.24255</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.1112</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.24133</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.1090</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.24010</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.1068</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.23882</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.1046</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.23746</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.1024</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.23604</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.1002</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.23459</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.0981</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.23315</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.0959</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.23177</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.0937</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.23047</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.0915</X>
<Y>0.2475</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.22928</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.0893</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.22821</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<MJD>58104</MJD>
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<dataEOP><pole type="prediction"><X>0.0872</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.22725</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<MJD>58105</MJD>
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<dataEOP><pole type="prediction"><X>0.0850</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.22638</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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</time>
<dataEOP><pole type="prediction"><X>0.0829</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.22557</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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</time>
<dataEOP><pole type="prediction"><X>0.0807</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.22478</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.0786</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.22397</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<MJD>58109</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0765</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.22310</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.0744</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.22214</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.0722</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.22104</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.0702</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.21981</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.0681</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.21846</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.0660</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.21699</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.0640</X>
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<UT type="prediction"><UT1-UTC>0.21545</UT1-UTC>
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<dataEOP><pole type="prediction"><X>0.0619</X>
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<UT type="prediction"><UT1-UTC>0.21391</UT1-UTC>
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<timeSeries><time><dateYear>2017</dateYear>
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<dataEOP><pole type="prediction"><X>0.0599</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.21242</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2017</dateYear>
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<MJD>58118</MJD>
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<dataEOP><pole type="prediction"><X>0.0579</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.21103</UT1-UTC>
</UT>
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<MJD>58119</MJD>
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<dataEOP><pole type="prediction"><X>0.0559</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.20976</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0539</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.20857</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0519</X>
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<UT type="prediction"><UT1-UTC>0.20739</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58122</MJD>
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<dataEOP><pole type="prediction"><X>0.0500</X>
<Y>0.2621</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20615</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58123</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0481</X>
<Y>0.2631</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20481</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58124</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0462</X>
<Y>0.2642</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20339</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58125</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0443</X>
<Y>0.2653</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.20190</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58126</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0424</X>
<Y>0.2665</Y>
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<UT type="prediction"><UT1-UTC>0.20041</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0405</X>
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<UT type="prediction"><UT1-UTC>0.19897</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0387</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.19761</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0369</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.19637</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58130</MJD>
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<dataEOP><pole type="prediction"><X>0.0351</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.19526</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58131</MJD>
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<dataEOP><pole type="prediction"><X>0.0333</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.19426</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58132</MJD>
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<dataEOP><pole type="prediction"><X>0.0316</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.19337</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58133</MJD>
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<dataEOP><pole type="prediction"><X>0.0298</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.19255</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58134</MJD>
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<dataEOP><pole type="prediction"><X>0.0281</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.19178</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0265</X>
<Y>0.2779</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.19100</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58136</MJD>
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<dataEOP><pole type="prediction"><X>0.0248</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.19017</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58137</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0232</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.18926</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58138</MJD>
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<dataEOP><pole type="prediction"><X>0.0216</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.18823</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58139</MJD>
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<dataEOP><pole type="prediction"><X>0.0200</X>
<Y>0.2837</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18706</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58140</MJD>
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<dataEOP><pole type="prediction"><X>0.0184</X>
<Y>0.2852</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18586</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58141</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0169</X>
<Y>0.2867</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18455</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58142</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0154</X>
<Y>0.2882</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18317</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58143</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0139</X>
<Y>0.2898</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18176</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58144</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0125</X>
<Y>0.2914</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.18039</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58145</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0111</X>
<Y>0.2930</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.17908</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58146</MJD>
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<dataEOP><pole type="prediction"><X>0.0097</X>
<Y>0.2947</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.17787</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58147</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0083</X>
<Y>0.2963</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.17672</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58148</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0070</X>
<Y>0.2980</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.17559</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58149</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0057</X>
<Y>0.2997</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.17441</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58150</MJD>
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<dataEOP><pole type="prediction"><X>0.0044</X>
<Y>0.3014</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.17310</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58151</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0031</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.17167</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58152</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0019</X>
<Y>0.3049</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.17012</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58153</MJD>
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<dataEOP><pole type="prediction"><X>0.0007</X>
<Y>0.3067</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.16853</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>-0.0004</X>
<Y>0.3085</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.16695</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58155</MJD>
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<dataEOP><pole type="prediction"><X>-0.0015</X>
<Y>0.3103</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.16546</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58156</MJD>
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<dataEOP><pole type="prediction"><X>-0.0026</X>
<Y>0.3121</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.16407</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58157</MJD>
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<dataEOP><pole type="prediction"><X>-0.0037</X>
<Y>0.3140</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.16282</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>-0.0047</X>
<Y>0.3158</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.16170</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58159</MJD>
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<dataEOP><pole type="prediction"><X>-0.0057</X>
<Y>0.3177</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.16068</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58160</MJD>
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<dataEOP><pole type="prediction"><X>-0.0066</X>
<Y>0.3196</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.15974</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58161</MJD>
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<dataEOP><pole type="prediction"><X>-0.0076</X>
<Y>0.3215</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.15884</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58162</MJD>
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<dataEOP><pole type="prediction"><X>-0.0085</X>
<Y>0.3234</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.15794</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58163</MJD>
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<dataEOP><pole type="prediction"><X>-0.0093</X>
<Y>0.3254</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.15699</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58164</MJD>
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<dataEOP><pole type="prediction"><X>-0.0101</X>
<Y>0.3273</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.15595</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58165</MJD>
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<dataEOP><pole type="prediction"><X>-0.0109</X>
<Y>0.3293</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.15478</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58166</MJD>
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<dataEOP><pole type="prediction"><X>-0.0117</X>
<Y>0.3313</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.15347</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58167</MJD>
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<dataEOP><pole type="prediction"><X>-0.0124</X>
<Y>0.3332</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.15203</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58168</MJD>
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<dataEOP><pole type="prediction"><X>-0.0131</X>
<Y>0.3352</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.15047</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58169</MJD>
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<dataEOP><pole type="prediction"><X>-0.0137</X>
<Y>0.3372</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.14884</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58170</MJD>
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<dataEOP><pole type="prediction"><X>-0.0143</X>
<Y>0.3393</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.14719</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58171</MJD>
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<dataEOP><pole type="prediction"><X>-0.0149</X>
<Y>0.3413</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.14557</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58172</MJD>
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<dataEOP><pole type="prediction"><X>-0.0155</X>
<Y>0.3433</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.14403</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58173</MJD>
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<dataEOP><pole type="prediction"><X>-0.0160</X>
<Y>0.3454</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.14257</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58174</MJD>
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<dataEOP><pole type="prediction"><X>-0.0164</X>
<Y>0.3474</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.14119</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58175</MJD>
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<dataEOP><pole type="prediction"><X>-0.0169</X>
<Y>0.3495</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.13984</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>-0.0173</X>
<Y>0.3516</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.13846</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58177</MJD>
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<dataEOP><pole type="prediction"><X>-0.0176</X>
<Y>0.3536</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.13698</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58178</MJD>
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<dataEOP><pole type="prediction"><X>-0.0179</X>
<Y>0.3557</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.13534</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>-0.0182</X>
<Y>0.3578</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.13356</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58180</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0185</X>
<Y>0.3599</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.13168</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58181</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0187</X>
<Y>0.3620</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.12976</UT1-UTC>
</UT>
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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>-0.0188</X>
<Y>0.3641</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.12790</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58183</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0190</X>
<Y>0.3662</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.12613</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58184</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0191</X>
<Y>0.3683</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.12449</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58185</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0191</X>
<Y>0.3704</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.12300</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58186</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0192</X>
<Y>0.3725</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.12163</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>-0.0192</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.12036</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58188</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0191</X>
<Y>0.3767</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.11916</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>12</dateDay>
<MJD>58189</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0190</X>
<Y>0.3788</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.11797</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>13</dateDay>
<MJD>58190</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0189</X>
<Y>0.3810</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.11674</UT1-UTC>
</UT>
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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>-0.0187</X>
<Y>0.3831</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.11544</UT1-UTC>
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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>-0.0185</X>
<Y>0.3852</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.11402</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>-0.0183</X>
<Y>0.3873</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.11246</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>-0.0180</X>
<Y>0.3894</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.11075</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>-0.0177</X>
<Y>0.3915</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.10891</UT1-UTC>
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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>-0.0174</X>
<Y>0.3936</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.10698</UT1-UTC>
</UT>
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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>-0.0170</X>
<Y>0.3957</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.10503</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>21</dateDay>
<MJD>58198</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0166</X>
<Y>0.3978</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.10312</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>22</dateDay>
<MJD>58199</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0161</X>
<Y>0.3998</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.10129</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>23</dateDay>
<MJD>58200</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0156</X>
<Y>0.4019</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.09957</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>24</dateDay>
<MJD>58201</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0151</X>
<Y>0.4040</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.09796</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>25</dateDay>
<MJD>58202</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0145</X>
<Y>0.4060</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.09641</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>26</dateDay>
<MJD>58203</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0139</X>
<Y>0.4081</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.09485</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>27</dateDay>
<MJD>58204</MJD>
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<dataEOP><pole type="prediction"><X>-0.0133</X>
<Y>0.4101</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.09323</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>28</dateDay>
<MJD>58205</MJD>
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<dataEOP><pole type="prediction"><X>-0.0126</X>
<Y>0.4122</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.09148</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>29</dateDay>
<MJD>58206</MJD>
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<dataEOP><pole type="prediction"><X>-0.0119</X>
<Y>0.4142</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.08959</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>-0.0111</X>
<Y>0.4162</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.08757</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>-0.0103</X>
<Y>0.4182</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.08548</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58209</MJD>
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<dataEOP><pole type="prediction"><X>-0.0095</X>
<Y>0.4202</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.08339</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>02</dateDay>
<MJD>58210</MJD>
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<dataEOP><pole type="prediction"><X>-0.0087</X>
<Y>0.4222</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.08136</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58211</MJD>
</time>
<dataEOP><pole type="prediction"><X>-0.0078</X>
<Y>0.4242</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.07946</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58212</MJD>
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<dataEOP><pole type="prediction"><X>-0.0068</X>
<Y>0.4261</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.07768</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>-0.0059</X>
<Y>0.4281</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.07604</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>-0.0049</X>
<Y>0.4300</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.07450</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>-0.0039</X>
<Y>0.4319</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.07303</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>-0.0028</X>
<Y>0.4338</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.07158</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>-0.0017</X>
<Y>0.4357</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.07009</UT1-UTC>
</UT>
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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>-0.0006</X>
<Y>0.4376</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.06851</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0006</X>
<Y>0.4395</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.06681</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0018</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.06494</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0030</X>
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<UT type="prediction"><UT1-UTC>0.06292</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>0.06075</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0056</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.05849</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<dataEOP><pole type="prediction"><X>0.0069</X>
<Y>0.4485</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.05620</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58225</MJD>
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<dataEOP><pole type="prediction"><X>0.0082</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.05397</UT1-UTC>
</UT>
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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>0.0096</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.05188</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58227</MJD>
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<dataEOP><pole type="prediction"><X>0.0110</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.04997</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58228</MJD>
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<dataEOP><pole type="prediction"><X>0.0125</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.04824</UT1-UTC>
</UT>
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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>0.0139</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.04666</UT1-UTC>
</UT>
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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>0.0154</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.04516</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>0.0170</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.04369</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>0.0185</X>
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<UT type="prediction"><UT1-UTC>0.04218</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>0.0201</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.04061</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>0.0217</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03898</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58235</MJD>
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<dataEOP><pole type="prediction"><X>0.0234</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03732</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58236</MJD>
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<dataEOP><pole type="prediction"><X>0.0250</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03569</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58237</MJD>
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<dataEOP><pole type="prediction"><X>0.0267</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03413</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>0.0284</X>
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<UT type="prediction"><UT1-UTC>0.03269</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>0.0302</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.03140</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58240</MJD>
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<dataEOP><pole type="prediction"><X>0.0320</X>
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<UT type="prediction"><UT1-UTC>0.03026</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58241</MJD>
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<dataEOP><pole type="prediction"><X>0.0337</X>
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<UT type="prediction"><UT1-UTC>0.02927</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>0.0356</X>
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<UT type="prediction"><UT1-UTC>0.02839</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>0.0374</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.02758</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58244</MJD>
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<dataEOP><pole type="prediction"><X>0.0393</X>
<Y>0.4794</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.02680</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58245</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0412</X>
<Y>0.4807</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.02601</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58246</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0431</X>
<Y>0.4819</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.02518</UT1-UTC>
</UT>
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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>0.0450</X>
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<UT type="prediction"><UT1-UTC>0.02426</UT1-UTC>
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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>0.0469</X>
<Y>0.4843</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.02325</UT1-UTC>
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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>0.0489</X>
<Y>0.4855</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.02212</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58250</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0509</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.02086</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58251</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0529</X>
<Y>0.4878</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.01949</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58252</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0549</X>
<Y>0.4889</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.01807</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>0.0570</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01669</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>16</dateDay>
<MJD>58254</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0591</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01549</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>17</dateDay>
<MJD>58255</MJD>
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<dataEOP><pole type="prediction"><X>0.0611</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01447</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58256</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0632</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01360</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58257</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0654</X>
<Y>0.4939</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.01278</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>20</dateDay>
<MJD>58258</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0675</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.01196</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>21</dateDay>
<MJD>58259</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0696</X>
<Y>0.4957</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.01111</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>22</dateDay>
<MJD>58260</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0718</X>
<Y>0.4965</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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<dateDay>23</dateDay>
<MJD>58261</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0740</X>
<Y>0.4973</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00924</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>24</dateDay>
<MJD>58262</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0762</X>
<Y>0.4981</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>25</dateDay>
<MJD>58263</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0784</X>
<Y>0.4988</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00726</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>26</dateDay>
<MJD>58264</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0806</X>
<Y>0.4996</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00637</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>27</dateDay>
<MJD>58265</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0828</X>
<Y>0.5003</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00555</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>28</dateDay>
<MJD>58266</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0850</X>
<Y>0.5009</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00487</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>29</dateDay>
<MJD>58267</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0873</X>
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</pole>
<UT type="prediction"><UT1-UTC>0.00437</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>30</dateDay>
<MJD>58268</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0895</X>
<Y>0.5021</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00404</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>31</dateDay>
<MJD>58269</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0918</X>
<Y>0.5027</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00380</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>01</dateDay>
<MJD>58270</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0941</X>
<Y>0.5032</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00361</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>02</dateDay>
<MJD>58271</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0963</X>
<Y>0.5037</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00340</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>03</dateDay>
<MJD>58272</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.0986</X>
<Y>0.5042</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00320</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58273</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1009</X>
<Y>0.5046</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>05</dateDay>
<MJD>58274</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1032</X>
<Y>0.5050</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>06</dateDay>
<MJD>58275</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1055</X>
<Y>0.5053</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00210</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>07</dateDay>
<MJD>58276</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1078</X>
<Y>0.5057</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00142</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>08</dateDay>
<MJD>58277</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1102</X>
<Y>0.5059</Y>
</pole>
<UT type="prediction"><UT1-UTC>0.00051</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>09</dateDay>
<MJD>58278</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1125</X>
<Y>0.5062</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00053</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>10</dateDay>
<MJD>58279</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1148</X>
<Y>0.5064</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00165</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58280</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1171</X>
<Y>0.5066</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00273</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58281</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1195</X>
<Y>0.5068</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00373</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>13</dateDay>
<MJD>58282</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1218</X>
<Y>0.5069</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00458</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>14</dateDay>
<MJD>58283</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1241</X>
<Y>0.5070</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00526</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>0.1264</X>
<Y>0.5070</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00580</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>16</dateDay>
<MJD>58285</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1288</X>
<Y>0.5071</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00629</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>17</dateDay>
<MJD>58286</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1311</X>
<Y>0.5070</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00680</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58287</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1334</X>
<Y>0.5070</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00738</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>19</dateDay>
<MJD>58288</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1358</X>
<Y>0.5069</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00806</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>20</dateDay>
<MJD>58289</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1381</X>
<Y>0.5068</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00876</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>21</dateDay>
<MJD>58290</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1404</X>
<Y>0.5067</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.00945</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>0.1427</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01006</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>0.1450</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01057</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>0.1473</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01092</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>0.1496</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01112</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>0.1519</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01118</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58296</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1542</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01114</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58297</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1564</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01100</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58298</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1587</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01083</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58299</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1610</X>
<Y>0.5038</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01065</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58300</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1632</X>
<Y>0.5033</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01054</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58301</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1655</X>
<Y>0.5028</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01051</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58302</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1677</X>
<Y>0.5023</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01061</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58303</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1699</X>
<Y>0.5017</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01084</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58304</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1721</X>
<Y>0.5011</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01119</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58305</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1743</X>
<Y>0.5004</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01159</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58306</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1765</X>
<Y>0.4998</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01202</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58307</MJD>
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<dataEOP><pole type="prediction"><X>0.1786</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01249</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58308</MJD>
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<dataEOP><pole type="prediction"><X>0.1808</X>
<Y>0.4983</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01295</UT1-UTC>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58309</MJD>
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<dataEOP><pole type="prediction"><X>0.1829</X>
<Y>0.4975</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01339</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58310</MJD>
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<dataEOP><pole type="prediction"><X>0.1850</X>
<Y>0.4967</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01376</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58311</MJD>
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<dataEOP><pole type="prediction"><X>0.1871</X>
<Y>0.4959</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01404</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58312</MJD>
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<dataEOP><pole type="prediction"><X>0.1892</X>
<Y>0.4950</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01428</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58313</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1913</X>
<Y>0.4941</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01457</UT1-UTC>
</UT>
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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>0.1933</X>
<Y>0.4932</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01497</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58315</MJD>
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<dataEOP><pole type="prediction"><X>0.1954</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01550</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58316</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1974</X>
<Y>0.4913</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01617</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58317</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.1994</X>
<Y>0.4903</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01690</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>0.2013</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.01759</UT1-UTC>
</UT>
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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>0.2033</X>
<Y>0.4882</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01817</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>0.2052</X>
<Y>0.4871</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01864</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>0.2071</X>
<Y>0.4860</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01897</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>0.2090</X>
<Y>0.4848</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01911</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>0.2109</X>
<Y>0.4836</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01911</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>25</dateDay>
<MJD>58324</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2127</X>
<Y>0.4824</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01902</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>26</dateDay>
<MJD>58325</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2146</X>
<Y>0.4812</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01886</UT1-UTC>
</UT>
</dataEOP>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>27</dateDay>
<MJD>58326</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2164</X>
<Y>0.4799</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01867</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>0.2181</X>
<Y>0.4786</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01855</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>0.2199</X>
<Y>0.4773</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01849</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>0.2216</X>
<Y>0.4760</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01853</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>0.4746</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01870</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>0.4732</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01898</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>0.4718</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01937</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>0.2283</X>
<Y>0.4704</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.01985</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>0.2298</X>
<Y>0.4689</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02035</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>0.2314</X>
<Y>0.4674</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02083</UT1-UTC>
</UT>
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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>0.2329</X>
<Y>0.4659</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02123</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>0.2345</X>
<Y>0.4644</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02156</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>0.2359</X>
<Y>0.4629</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02182</UT1-UTC>
</UT>
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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>0.2374</X>
<Y>0.4613</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02210</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>10</dateDay>
<MJD>58340</MJD>
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<dataEOP><pole type="prediction"><X>0.2388</X>
<Y>0.4597</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02245</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58341</MJD>
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<dataEOP><pole type="prediction"><X>0.2402</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.02291</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58342</MJD>
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<dataEOP><pole type="prediction"><X>0.2416</X>
<Y>0.4565</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02347</UT1-UTC>
</UT>
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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>0.2429</X>
<Y>0.4548</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02420</UT1-UTC>
</UT>
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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>0.2442</X>
<Y>0.4532</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02509</UT1-UTC>
</UT>
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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>0.2455</X>
<Y>0.4515</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02604</UT1-UTC>
</UT>
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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>0.2467</X>
<Y>0.4498</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02695</UT1-UTC>
</UT>
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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>0.2479</X>
<Y>0.4480</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02775</UT1-UTC>
</UT>
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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>0.2491</X>
<Y>0.4463</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02839</UT1-UTC>
</UT>
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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>0.2502</X>
<Y>0.4445</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02886</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>20</dateDay>
<MJD>58350</MJD>
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<dataEOP><pole type="prediction"><X>0.2513</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.02923</UT1-UTC>
</UT>
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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>0.2524</X>
<Y>0.4410</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.02956</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58352</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2535</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.02987</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58353</MJD>
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<dataEOP><pole type="prediction"><X>0.2545</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.03017</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<dateDay>24</dateDay>
<MJD>58354</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2554</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.03056</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58355</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2564</X>
<Y>0.4337</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.03106</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58356</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2573</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.03165</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58357</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2582</X>
<Y>0.4299</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.03234</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58358</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2590</X>
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</pole>
<UT type="prediction"><UT1-UTC>-0.03315</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58359</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2598</X>
<Y>0.4262</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.03405</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58360</MJD>
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<dataEOP><pole type="prediction"><X>0.2606</X>
<Y>0.4243</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.03505</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58361</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2613</X>
<Y>0.4223</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.03609</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58362</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2620</X>
<Y>0.4204</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.03709</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58363</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2627</X>
<Y>0.4185</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.03801</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58364</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2633</X>
<Y>0.4165</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.03881</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58365</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2639</X>
<Y>0.4146</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.03951</UT1-UTC>
</UT>
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<timeSeries><time><dateYear>2018</dateYear>
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<MJD>58366</MJD>
</time>
<dataEOP><pole type="prediction"><X>0.2644</X>
<Y>0.4126</Y>
</pole>
<UT type="prediction"><UT1-UTC>-0.04011</UT1-UTC>
</UT>
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