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Footprint scheduling for Dining-Cryptographer networks

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Figure

Fig. 1: DC-net with tree participants and 6-bit messages
Fig. 3: The number of rounds that are necessary to resolve all collisions, for5000 participants and different values of B and S.
Fig. 4: The number of rounds that are necessary to resolve all collisions for variousnumbers of slots and networks of different sizes
Fig. 5: The overhead of all three scheduling algorithm in networks with differentactivity rates.
+4

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