1inch Mooniswap v2

The `src` and `dst` arguments of the `swapFor` function are not guaranteed to be equal to the supported tokens of the exchange. While `_doTransfers` will simply yield 0 for the `confirmed` variable on unsupported tokens, this can lead to incorrect reward minting on `_mintRewards` as the confirmed balance is simply utilized during reward calculation

The linked `require` statements could instead be coded in a small `internal` or `private` function that is invoked by a corresponding `modifier` to reduce the gas footprint of the contract.

The linked code block creates a new in-memory `bytes` array and assigns each byte sequentially to it via a loop from the `data` array

The linked Babylonian Square Root implementation can be further optimized by omitting the final `else` block as Solidity returns zeroed out values by default regardless of whether the return variable has been explicitly named or not. Additionally, we highly advise that the new, more optimized Babylonian Method from ABDK Consulting is evaluated as an optimized alternative which has already been integrated in Uniswap.

The linked functions are declared as `external` or `public`, contain array function arguments and are meant to be mostly invoked by external parties.

The linked code block contains four `for` loops to ultimately conduct all operations necessary on the 2-member `maxAmounts` and `realBalances` arrays.

The linked `require` statements ensure that the `maxAmounts` provided to the contract at the start are greater-than ( `>` ) zero, yet they are evaluated mid-way through.

The function `_toHex` is implemented twice utilizing function overloading, however the middleware implementation accepting an `address` argument is only used once.

The `vote` library is meant to be utilized on Data structs that contain only a single `uint256` value.