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Dandelion Simulation
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This document describes a network of node with Dandelion.
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In this scenario, we simulate a successful aggregation but a failed transaction cut-through forcing a node to revert its stempool state.
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This document also helps visualizing all the timers in a simple way.
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## T = 0 - Initial Situation
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## T = 5
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A sends grins to B.
B flips a coin and decides to add it to its stempool and starts the embargo timer for this transaction.
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## T = 10
B waits until he runs out of patience.

## T = 30
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B runs out of patience and broadcasts the aggregated stem transaction to its Dandelion relay H.
H receives the stem transaction, flips a coin and decides to add it to its stempool and starts the embargo timer for this transaction.
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## T = 40
G sends grins to E.
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E flips a coin and decides to add it to its stempool and starts the embargo timer for this transaction.
B and H wait.
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## T = 55
B spends B1 to D.
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D flips a coin and decides to add it to its stempool and starts the embargo timer for this transaction.
H runs out of patience broadcasts the aggregated stem transaction to its Dandelion relay E.
E receives the stem transaction, flips a coin and decides to add it to its stempool and starts the embargo timer for this transaction.
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## T = 65
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Nodes are waiting.
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## T = 70
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E runs out of patience broadcasts the aggregated stem transaction to its Dandelion relay F.
F receives the stem transaction, flips a coin and decides to add it to its stempool and starts the embargo timer for this transaction.
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## T = 80
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D runs out of patience, broadcasts the aggregated stem transaction to its Dandelion relay.
E receives the stem transaction, flips a coin and decides to add it to its stempool and starts the embargo timer for this transaction. aggregates them (thus removing duplicate input/output pair B1) and starts its patience timer.
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## T = 85
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Nodes are waiting.
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## T = 95 - Step 1
F runs out of patience, broadcasts the aggregated stem transaction to its Dandelion relay H.
H receives the transaction, flips a coin and decide to broadcast the transaction to all its peers (fluff in the mempool).

## T = 95 - Step 2
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All the nodes add this transaction to their mempool and remove the related transactions from their stempool.
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E receives the transaction in its mempool and reverts the state of its stempool to avoid conflicting transactions.
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