<?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>
        </Provenance>
        <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="240-243,280-282,290-292,300-302,310-312,627-630" COMPRESSED="B64Z-LittleEndian" BITSIZE="64">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</ELEMENTS>
</NEKTAR>
