<?xml version="1.0" encoding="utf-8" ?>
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    <Metadata>
        <Provenance>
            <GitBranch>refs/heads/feature/cfs-models</GitBranch>
            <GitSHA1>6bc3c14d3ea72e02f2ae60e419cdda6c250eca6b</GitSHA1>
            <Hostname>spitfire</Hostname>
            <NektarVersion>4.5.0</NektarVersion>
            <Timestamp>08-Jul-2017 16:03:43</Timestamp>
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        <SessionName0>CylinderSubsonic_NS_WeakDG_LDG_SEM.xml</SessionName0>
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    <ELEMENTS FIELDS="rho,rhou,rhov,E,p,a,Mach,Sensor" SHAPE="Quadrilateral" BASIS="Modified_A,Modified_A" NUMMODESPERDIR="UNIORDER:3,3" ID="29,34,51,55-58,60-71,74" COMPRESSED="B64Z-LittleEndian" 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</ELEMENTS>
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