# Arbitrage Using 2 Tokens Between 2 Trading Venues

We will start with the simplest arbitrage, which is the most straightforward incarnation of "buy low and sell high." &#x20;

For the sake of clarity, we will use liquidity pools, LP, to refer to different kinds of trading venues.

[Searchers](/classroom/users-of-eigenphi/searcher.md) undertake two transactions involving two tokens between two liquidity pools utilizing the exchange rate spread of the tokens.&#x20;

Here comes Alice. Being a searcher, she finds the exchange rate of $USDC for $WETH in a liquidity pool--called LP1- on UniSwap v3 is 2,900:1, which means 2,900 $USDC for 1 $WETH. Meanwhile, the exchange rate of the same pair in another liquidity pool--called LP2--on UniSwap v3 is 3,050:1, which means 1 $WETH can exchange for 3,050 $USDC.&#x20;

Alice sees an arbitrage opportunity here: the price of $WETH for $USDC in LP2 is lower than in LP1. Here is what Alican does:&#x20;

1. Alice sells 100 $WETH in LP2 and receives 305,000 $USDC.&#x20;
2. Alice sells 305,000 $USDC in LP1 and receives 105.27 $WETH.&#x20;

![](/files/Az3pyXMNfjzlH3w4MTxN)

Now the arbitrage is done, and Alice's revenue is 5.27 $WETH, resulting from 105.27 $WETH minus 100 $WETH.&#x20;

The cost of this arbitrage is the gas fees of the two transactions Alice paid to the network. Let's assume it is 0.01 $WETH. Then the profit Alice reaped from this arbitrage is 5.26 $WETH, resulting from 5.27 $WETH minus 0.01 $WETH.&#x20;

After having some basic ideas about arbitrage, let's move on to more complicated ones.


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