Commit 6a612db4 authored by Raul Garcia-Castro's avatar Raul Garcia-Castro
Browse files

Added the sources for figures.

parent 241abdf5
Loading
Loading
Loading
Loading
+1 −0
Original line number Diff line number Diff line
<mxfile host="Electron" modified="2020-02-10T17:11:57.288Z" agent="Mozilla/5.0 (Macintosh; Intel Mac OS X 10_15_3) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/12.6.5 Chrome/80.0.3987.86 Electron/8.0.0 Safari/537.36" etag="7ozbJNvEXJ5jzDxkPQU5" version="12.6.5" type="device" pages="6"><diagram name="Water Meter" id="7StWjrC59b7MtaYeR-BC">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</diagram><diagram name="Meter Measurement" id="caw47RoeLyteLslpZ8tP">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</diagram><diagram name="Tariff" id="kP6pro5My9_x4bttigvJ">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</diagram><diagram name="Water Measurement" id="eNmwvCBus-FTKV3-pMVx">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</diagram><diagram name="Water Infrastructure" id="I0msWqChcBSyuUZzWnv5">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</diagram><diagram name="KPIs" id="2dTqfHXTZI1hAFpbBjs6">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</diagram></mxfile>
 No newline at end of file
+1 −0

File added.

Preview size limit exceeded, changes collapsed.