-
Notifications
You must be signed in to change notification settings - Fork 162
/
architecture.drawio
1 lines (1 loc) · 16 KB
/
architecture.drawio
1
<mxfile host="Electron" modified="2023-01-06T06:59:16.180Z" agent="5.0 (Macintosh; Intel Mac OS X 10_15_7) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/20.7.4 Chrome/106.0.5249.199 Electron/21.3.3 Safari/537.36" etag="9uNwuFqoYrk1Fwv7BLGW" version="20.7.4" type="device" pages="6"><diagram id="C5RBs43oDa-KdzZeNtuy" name="Program">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</diagram><diagram id="d3elWwYTSC9ydyjCkpA6" name="Round">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</diagram><diagram id="oJ3TLXhESd1IR4sQwupr" name="VotingStrategy">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</diagram><diagram id="gcaAQFNxT51IKcESUyJt" name="PayoutStrategy">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</diagram><diagram id="opBlwPzqeGEzFsRI_hX2" name="GateKeeper (wip)">ndJBD4IgFAfwT8MdfenqmlldOnnozISUDX0OaVqfPg3JmAdXG+Pw47/34A0CSdWfNGvKC3KhSEh5T+BAwnAXbYZ9hIeFOIgtFFpyS8EMmXyKCemkd8lF6wUNojKy8THHuha58YxpjZ0fu6HyuzasEAvIcqaWepXclFa3EZ39LGRRus4BnU4q5sITtCXj2H0RpCQchgE9I7Ano/kLEo1oVmMuXPWJUOPs3Vxt3+P/BT5v16I2v9WEZEitXP+d8f4NpC8=</diagram><diagram id="XRC9qgM5hNoS9T0t03qY" name="Flow">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</diagram></mxfile>