2
0
mirror of https://github.com/ComradCollective/Comrad synced 2024-11-03 23:15:33 +00:00
Comrad/docs/cryptosystems.drawio
quadrismegistus 234b9b5766 major changes
2020-09-04 13:46:22 +01:00

1 line
14 KiB
Plaintext

<mxfile host="Electron" modified="2020-09-04T12:26:45.241Z" agent="5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/13.6.2 Chrome/83.0.4103.122 Electron/9.2.0 Safari/537.36" etag="zkV4cQOGtf-yM2oqvwjm" version="13.6.2" type="device" pages="4"><diagram id="C5RBs43oDa-KdzZeNtuy" name="Login/Register">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</diagram><diagram id="389PNDcMlEOF428ntzAT" name="Read Posts">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</diagram><diagram id="FNBottj6oIpDKHW3995j" name="Overall Operator System">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</diagram><diagram id="9N8wBfafyVcyxHmuSizm" name="Overall Old Kademlia System">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</diagram></mxfile>