dustem-wrapper_flow_chart1.drawio 18.9 KB
<mxfile host="Electron" modified="2024-03-21T13:16:26.358Z" agent="5.0 (Macintosh; Intel Mac OS X 10_15_7) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/17.2.1 Chrome/96.0.4664.174 Electron/16.1.0 Safari/537.36" etag="h1W0cWBecuSTdMolO9Ke" version="17.2.1" type="device" pages="6"><diagram id="IKMg62xr7mvPSjzlxw8D" name="Dustem_wrap_flow">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</diagram><diagram id="-igyU8uB8o-wUyM342J-" name="plugin_managment">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</diagram><diagram id="VhkHcouieJL9I0J5Rexb" name="Phangs_fiting_SEDs">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</diagram><diagram id="ls9p14zF9e6sMFj8i8uX" name="Phangs_pluggins">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</diagram><diagram id="UJ_gMtkV_-GboZ4knRsY" name="dustem_make_sed_table">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</diagram><diagram id="DRomuT0JwROQc1QwEnjN" name="PHANGS_ISRF_schematics">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</diagram></mxfile>