<?xml version="1.0" encoding="utf-8" ?>
<NEKTAR>
    <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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        <ChkFileNum>11</ChkFileNum>
        <SessionName0>CylinderSubsonic_NS_WeakDG_LDG_SEM.xml</SessionName0>
        <Time>0.0099999999999997608</Time>
    </Metadata>
    <ELEMENTS FIELDS="rho,rhou,rhov,E,p,a,Mach,Sensor" SHAPE="Quadrilateral" BASIS="Modified_A,Modified_A" NUMMODESPERDIR="UNIORDER:3,3" ID="23-24,137-139,143-144,149,153-154,164-167,175-179,188" COMPRESSED="B64Z-LittleEndian" 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