Reverse Engineering a Contract

Introduction

There are no secrets on the blockchain, everything that happens is consistent, verifiable, and publicly available. Ideally, contracts should have their source code published and verified on Etherscan(opens in a new tab). However, that is not always the case(opens in a new tab). In this article you learn how to reverse engineer contracts by looking at a contract without source code, 0x2510c039cc3b061d79e564b38836da87e31b342f(opens in a new tab).

There are reverse compilers, but they don't always produce usable results(opens in a new tab). In this article you learn how to manually reverse engineer and understand a contract from the opcodes(opens in a new tab), as well as how to interpret the results of a decompiler.

To be able to understand this article you should already know the basics of the EVM, and be at least somewhat familiar with EVM assembler. You can read about these topics here(opens in a new tab).

Prepare the Executable Code

You can get the opcodes by going to Etherscan for the contract, clicking the Contract tab and then Switch to Opcodes View. You get a view that is one opcode per line.

To be able to understand jumps, however, you need to know where in the code each opcode is located. To do that, one way is to open a Google Spreadsheet and paste the opcodes in column C. You can skip the following steps by making a copy of this already prepared spreadsheet(opens in a new tab).

The next step is to get the correct code locations so we'll be able to understand jumps. We'll put the opcode size in column B, and the location (in hexadecimal) in column A. Type this function in cell B1 and then copy and paste it for the rest of column B, until the end of the code. After you do this you can hide column B.

1=1+IF(REGEXMATCH(C1,"PUSH"),REGEXEXTRACT(C1,"PUSH(\d+)"),0)

First this function adds one byte for the opcode itself, and then looks for PUSH. Push opcodes are special because they need to have additional bytes for the value being pushed. If the opcode is a PUSH, we extract the number of bytes and add that.

In A1 put the first offset, zero. Then, in A2, put this function and again copy and paste it for the rest of column A:

1=dec2hex(hex2dec(A1)+B1)

We need this function to give us the hexadecimal value because the values that are pushed prior to jumps (JUMP and JUMPI) are given to us in hexadecimal.

The Entry Point (0x00)

Contracts are always executed from the first byte. This is the initial part of the code:

This code does two things:

1. Write 0x80 as a 32 byte value to memory locations 0x40-0x5F (0x80 is stored in 0x5F, and 0x40-0x5E are all zeroes).
2. Read the calldata size. Normally the call data for an Ethereum contract follows the ABI (application binary interface)(opens in a new tab), which at a minimum requires four bytes for the function selector. If the call data size is less than four, jump to 0x5E.

The Handler at 0x5E (for non-ABI call data)

This snippet starts with a JUMPDEST. EVM (Ethereum virtual machine) programs throw an exception if you jump to an opcode that isn't JUMPDEST. Then it looks at the CALLDATASIZE, and if it is "true" (that is, not zero) jumps to 0x7C. We'll get to that below.

So when there is no call data we read the value of Storage[6]. We don't know what this value is yet, but we can look for transactions that the contract received with no call data. Transactions which just transfer ETH without any call data (and therefore no method) have in Etherscan the method Transfer. In fact, the very first transaction the contract received(opens in a new tab) is a transfer.

If we look in that transaction and click Click to see More, we see that the call data, called input data, is indeed empty (0x). Notice also that the value is 1.559 ETH, that will be relevant later.

Next, click the State tab and expand the contract we're reverse engineering (0x2510...). You can see that Storage[6] did change during the transaction, and if you change Hex to Number, you see it became 1,559,000,000,000,000,000, the value transferred in wei (I added the commas for clarity), corresponding to the next contract value.

If we look in the state changes caused by other Transfer transactions from the same period(opens in a new tab) we see that Storage[6] tracked the value of the contract for a while. For now we'll call it Value*. The asterisk (*) reminds us that we don't know what this variable does yet, but it can't be just to track the contract value because there's no need to use storage, which is very expensive, when you can get your accounts balance using ADDRESS BALANCE. The first opcode pushes the contract's own address. The second one reads the address at the top of the stack and replaces it with the balance of that address.

We'll continue to trace this code at the jump destination.

The NOT is bitwise, so it reverses the value of every bit in the call value.

We jump if Value* is smaller than 2^256-CALLVALUE-1 or equal to it. This looks like logic to prevent overflow. And indeed, we see that after a few nonsense operations (writing to memory is about to get deleted, for example) at offset 0x01DE the contract reverts if the overflow is detected, which is normal behavior.

Note that such an overflow is extremely unlikely, because it would require the call value plus Value* to be comparable to 2^256 wei, about 10^59 ETH. The total ETH supply, at writing, is less than two hundred million(opens in a new tab).

If we got here, get Value* + CALLVALUE and jump to offset 0x75.

If we get here (which requires the call data to be empty) we add to Value* the call value. This is consistent with what we say Transfer transactions do.

Finally, clear the stack (which isn't necessary) and signal the successful end of the transaction.

To sum it all up, here's a flowchart for the initial code.

The Handler at 0x7C

I purposely did not put in the heading what this handler does. The point isn't to teach you how this specific contract works, but how to reverse engineer contracts. You will learn what it does the same way I did, by following the code.

We get here from several places:

• If there is call data of 1, 2, or 3 bytes (from offset 0x63)
• If the method signature is unknown (from offsets 0x42 and 0x5D)

This is another storage cell, one that I couldn't find in any transactions so it's harder to know what it means. The code below will make it clearer.

These opcodes truncate the value we read from Storage[3] to 160 bits, the length of an Ethereum address.

This jump is superfluous, since we're going to the next opcode. This code isn't nearly as gas-efficient as it could be.

In the very beginning of the code we set Mem[0x40] to 0x80. If we look for 0x40 later, we see that we don't change it - so we can assume it is 0x80.

Copy all the call data to memory, starting at 0x80.

Now things are a lot clearer. This contract can act as a proxy(opens in a new tab), calling the address in Storage[3] to do the real work. DELEGATE_CALL calls a separate contract, but stays in the same storage. This means that the delegated contract, the one we are a proxy for, accesses the same storage space. The parameters for the call are:

• Gas: All the remaining gas
• Called address: Storage[3]-as-address
• Call data: The CALLDATASIZE bytes starting at 0x80, which is where we put the original call data
• Return data: None (0x00 - 0x00) We'll get the return data by other means (see below)

Here we copy all the return data to the memory buffer starting at 0x80.

So after the call we copy the return data to the buffer 0x80 - 0x80+RETURNDATASIZE, and if the call is successful we then RETURN with exactly that buffer.

DELEGATECALL Failed

If we get here, to 0xC0, it means that the contract we called reverted. As we are just a proxy for that contract, we want to return the same data and also revert.

So we REVERT with the same buffer we used for RETURN earlier: 0x80 - 0x80+RETURNDATASIZE

ABI calls

If the call data size is four bytes or more this might be a valid ABI call.

Etherscan tells us that 1C is an unknown opcode, because it was added after Etherscan wrote this feature(opens in a new tab) and they haven't updated it. An up to date opcode table(opens in a new tab) shows us that this is shift right

By dividing the method signature matching tests in two like this saves half the tests on average. The code that immediately follows this and the code in 0x43 follow the same pattern: DUP1 the first 32 bits of the call data, PUSH4 (((method signature>, run EQ to check for equality, and then JUMPI if the method signature matches. Here are the method signatures, their addresses, and if known the corresponding method definition(opens in a new tab):

If no match is found, the code jumps to the proxy handler at 0x7C, in the hope that the contract to which we are a proxy has a match.

splitter()

The first thing this function does is check that the call did not send any ETH. This function is not payable(opens in a new tab). If somebody sent us ETH that must be a mistake and we want to REVERT to avoid having that ETH where they can't get it back.

And 0x80 now contains the proxy address

The E4 Code

This is the first time we see these lines, but they are shared with other methods (see below). So we'll call the value in the stack X, and just remember that in splitter() the value of this X is 0xA0.

So this code receives a memory pointer in the stack (X), and causes the contract to RETURN with a buffer that is 0x80 - X.

In the case of splitter(), this returns the address for which we are a proxy. RETURN returns the buffer in 0x80-0x9F, which is where we wrote this data (offset 0x130 above).

currentWindow()

The code in offsets 0x158-0x163 is identical to what we saw in 0x103-0x10E in splitter() (other than the JUMPI destination), so we know currentWindow() is also not payable.

The DA code

This code is also shared with other methods. So we'll call the value in the stack Y, and just remember that in currentWindow() the value of this Y is Storage[1].

Write Y to 0x80-0x9F.

And the rest is already explained above. So jumps to 0xDA write the stack top (Y) to 0x80-0x9F, and return that value. In the case of currentWindow(), it returns Storage[1].

merkleRoot()

The code in offsets 0xED-0xF8 is identical to what we saw in 0x103-0x10E in splitter() (other than the JUMPI destination), so we know merkleRoot() is also not payable.

What happens after the jump we already figured out. So merkleRoot() returns Storage[0].

0x81e580d3

The code in offsets 0x138-0x143 is identical to what we saw in 0x103-0x10E in splitter() (other than the JUMPI destination), so we know this function is also not payable.

It looks like this function takes at least 32 bytes (one word) of call data.

If it doesn't get the call data the transaction is reverted without any return data.

Let's see what happens if the function does get the call data it needs.

calldataload(4) is the first word of the call data after the method signature

If the first word is not less than Storage[4], the function fails. It reverts without any returned value:

If the calldataload(4) is less than Storage[4], we get this code:

And memory locations 0x00-0x1F now contain the data 0x04 (0x00-0x1E are all zeros, 0x1F is four)

So there is a lookup table in storage, which starts at the SHA3 of 0x000...0004 and has an entry for every legitimate call data value (value below Storage[4]).

We already know what the code at offset 0xDA does, it returns the stack top value to the caller. So this function returns the value from the lookup table to the caller.

0x1f135823

The code in offsets 0xC4-0xCF is identical to what we saw in 0x103-0x10E in splitter() (other than the JUMPI destination), so we know this function is also not payable.

We already know what the code at offset 0xDA does, it returns the stack top value to the caller. So this function returns Value*.

Method Summary

Do you feel you understand the contract at this point? I don't. So far we have these methods:

But we know any other functionality is provided by the contract in Storage[3]. Maybe if we knew what that contract is it'll give us a clue. Thankfully, this is the blockchain and everything is known, at least in theory. We didn't see any methods that set Storage[3], so it must have been set by the constructor.

The Constructor

When we look at a contract(opens in a new tab) we can also see the transaction that created it.

If we click that transaction, and then the State tab, we can see the initial values of the parameters. Specifically, we can see that Storage[3] contains 0x2f81e57ff4f4d83b40a9f719fd892d8e806e0761(opens in a new tab). That contract must contain the missing functionality. We can understand it using the same tools we used for the contract we are investigating.

The Proxy Contract

Using the same techniques we used for the original contract above we can see that the contract reverts if:

• There is any ETH attached to the call (0x05-0x0F)
• The call data size is less than four (0x10-0x19 and 0xBE-0xC2)

And that the methods it supports are:

We can ignore the bottom four methods because we will never get to them. Their signatures are such that our original contract takes care of them by itself (you can click the signatures to see the details above), so they must be methods that are overridden(opens in a new tab).

One of the remaining methods is claim(<params>), and another is isClaimed(<params>), so it looks like an airdrop contract. Instead of going through the rest opcode by opcode, we can try the decompiler(opens in a new tab), which produces usable results for three functions from this contract. Reverse engineering the other ones is left as an exercise to the reader.

scaleAmountByPercentage

This is what the decompiler gives us for this function:

1def unknown8ffb5c97(uint256 _param1, uint256 _param2) payable:
2  require calldata.size - 4 >=′ 64
3  if _param1 and _param2 > -1 / _param1:
4      revert with 0, 17
5  return (_param1 * _param2 / 100 * 10^6)
 Kopa

The first require tests that the call data has, in addition to the four bytes of the function signature, at least 64 bytes, enough for the two parameters. If not then there is obviously something wrong.

The if statement seems to check that _param1 is not zero, and that _param1 * _param2 is not negative. It is probably to prevent cases of wrap around.

Finally, the function returns a scaled value.

claim

The code the decompiler creates is complex, and not all of it is relevant for us. I am going to skip some of it to focus on the lines that I believe provide useful information

1def unknown2e7ba6ef(uint256 _param1, uint256 _param2, uint256 _param3, array _param4) payable:
2  ...
3  require _param2 == addr(_param2)
4  ...
5  if currentWindow <= _param1:
6      revert with 0, 'cannot claim for a future window'
 Kopa

We see here two important things:

• _param2, while it is declared as a uint256, is actually an address
• _param1 is the window being claimed, which has to be currentWindow or earlier.

1  ...
2  if stor5[_claimWindow][addr(_claimFor)]:
3      revert with 0, 'Account already claimed the given window'
 Kopa

So now we know that Storage[5] is an array of windows and addresses, and whether the address claimed the reward for that window.

1  ...
2  idx = 0
3  s = 0
4  while idx < _param4.length:
5  ...
6      if s + sha3(mem[(32 * _param4.length) + 328 len mem[(32 * _param4.length) + 296]]) > mem[(32 * idx) + 296]:
7          mem[mem[64] + 32] = mem[(32 * idx) + 296]
8          ...
9          s = sha3(mem[_62 + 32 len mem[_62]])
10          continue
11      ...
12      s = sha3(mem[_66 + 32 len mem[_66]])
13      continue
14  if unknown2eb4a7ab != s:
15      revert with 0, 'Invalid proof'
Ratidza zvese
 Kopa

We know that unknown2eb4a7ab is actually the function merkleRoot(), so this code looks like it is verifying a merkle proof(opens in a new tab). This means that _param4 is a merkle proof.

1  call addr(_param2) with:
2     value unknown81e580d3[_param1] * _param3 / 100 * 10^6 wei
3       gas 30000 wei
 Kopa

This is how a contract transfers its own ETH to another address (contract or externally owned). It calls it with a value that is the amount to be transferred. So it looks like this is an airdrop of ETH.

1  if not return_data.size:
2      if not ext_call.success:
3          require ext_code.size(stor2)
4          call stor2.deposit() with:
5             value unknown81e580d3[_param1] * _param3 / 100 * 10^6 wei
 Kopa

The bottom two lines tell us that Storage[2] is also a contract that we call. If we look at the constructor transaction(opens in a new tab) we see that this contract is 0xc02aaa39b223fe8d0a0e5c4f27ead9083c756cc2(opens in a new tab), a Wrapped Ether contract whose source code has been uploaded to Etherscan(opens in a new tab).

So it looks like the contracts attempts to send ETH to _param2. If it can do it, great. If not, it attempts to send WETH(opens in a new tab). If _param2 is an externally owned account (EOA) then it can always receive ETH, but contracts can refuse to receive ETH. However, WETH is ERC-20 and contracts can't refuse to accept that.

1  ...
2  log 0xdbd5389f: addr(_param2), unknown81e580d3[_param1] * _param3 / 100 * 10^6, bool(ext_call.success)
 Kopa

At the end of the function we see a log entry being generated. Look at the generated log entries(opens in a new tab) and filter on the topic that starts with 0xdbd5.... If we click one of the transactions that generated such an entry(opens in a new tab) we see that indeed it looks like a claim - the account sent a message to the contract we're reverse engineering, and in return got ETH.

1e7df9d3

This function is very similar to claim above. It also checks a merkle proof, attempts to transfer ETH to the first, and produces the same type of log entry.

1def unknown1e7df9d3(uint256 _param1, uint256 _param2, array _param3) payable:
2  ...
3  idx = 0
4  s = 0
5  while idx < _param3.length:
6      if idx >= mem[96]:
7          revert with 0, 50
8      _55 = mem[(32 * idx) + 128]
9      if s + sha3(mem[(32 * _param3.length) + 160 len mem[(32 * _param3.length) + 128]]) > mem[(32 * idx) + 128]:
10          ...
11          s = sha3(mem[_58 + 32 len mem[_58]])
12          continue
13      mem[mem[64] + 32] = s + sha3(mem[(32 * _param3.length) + 160 len mem[(32 * _param3.length) + 128]])
14  ...
15  if unknown2eb4a7ab != s:
16      revert with 0, 'Invalid proof'
17  ...
18  call addr(_param1) with:
19     value s wei
20       gas 30000 wei
21  if not return_data.size:
22      if not ext_call.success:
23          require ext_code.size(stor2)
24          call stor2.deposit() with:
25             value s wei
26               gas gas_remaining wei
27  ...
28  log 0xdbd5389f: addr(_param1), s, bool(ext_call.success)
Ratidza zvese
 Kopa

The main difference is that the first parameter, the window to withdraw, isn't there. Instead, there is a loop over all the windows that could be claimed.

1  idx = 0
2  s = 0
3  while idx < currentWindow:
4      ...
5      if stor5[mem[0]]:
6          if idx == -1:
7              revert with 0, 17
8          idx = idx + 1
9          s = s
10          continue
11      ...
12      stor5[idx][addr(_param1)] = 1
13      if idx >= unknown81e580d3.length:
14          revert with 0, 50
15      mem[0] = 4
16      if unknown81e580d3[idx] and _param2 > -1 / unknown81e580d3[idx]:
17          revert with 0, 17
18      if s > !(unknown81e580d3[idx] * _param2 / 100 * 10^6):
19          revert with 0, 17
20      if idx == -1:
21          revert with 0, 17
22      idx = idx + 1
23      s = s + (unknown81e580d3[idx] * _param2 / 100 * 10^6)
24      continue
Ratidza zvese
 Kopa

So it looks like a claim variant that claims all the windows.

Conclusion

By now you should know how to understand contracts whose source code is not available, using either the opcodes or (when it works) the decompiler. As is evident from the length of this article, reverse engineering a contract is not trivial, but in a system where security is essential it is an important skill to be able to verify contracts work as promised.