aboutsummaryrefslogtreecommitdiff
path: root/docs/ppu.drawio
blob: f7677bec360d7812816db2fca803c9c026c2fffe (plain)
1
<mxfile host="Electron" modified="2023-03-15T21:14:25.736Z" agent="5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/20.8.16 Chrome/106.0.5249.199 Electron/21.4.0 Safari/537.36" etag="djLggK9M9AFY2cF3fK9j" version="20.8.16" type="device" pages="3"><diagram name="level-1" id="DBE48RpXtx8JnoEt3ekA">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</diagram><diagram id="MdQQJuunD4ehtDpxKxax" name="level-2">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</diagram><diagram id="lj51MlK96fuJFRP7cw84" name="level-3">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</diagram></mxfile>