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Reused R Bitcoin

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Reused R Bitcoin

Reused R Bitcoin

Detection & research tools for repeated ECDSA & Schnorr nonces (r) in Bitcoin transactions

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from $1,000.00 / 1,000 results

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Abdo Abdo

Abdo Abdo

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reused-r-bitcoin

Detection & research tools for repeated ECDSA & Schnorr nonces (r) in Bitcoin transactions

⚠️ important :

these tools are for educational purposes. Any incorrect or harmful use is the responsibility of the user.

What is “r-repeat” :

r-repeat means the same ECDSA or Schnorr nonce (k) — and thus the same r value — was used more than once with the same private key in Bitcoin signatures. If that happens, the signatures leak enough information that someone could recover the private key. This turns otherwise secure signatures into a critical vulnerability.

How does r repeat? :

  1. Weak or insufficient randomness (CSPRNG): the system or device didn’t provide enough entropy when signing.

  2. Programming bug: the random generator is re-seeded incorrectly or the same nonce buffer is reused.

  3. Incorrect deterministic nonce implementation: RFC6979 is safe when implemented correctly; buggy implementations break safety.

  4. Re-using the same private key across apps / chains: one weak environment can compromise all signatures made with that key.

  5. Weak key-generation (brainwallets): low-entropy passphrases or predictable key derivation lead to weak keys and weak nonces.

  6. Hardware / firmware faults: buggy devices can unintentionally reuse nonces (e.g., after power loss).

    Why is this dangerous :

Because the nonce k is the core secret that makes each signature unique. If the same k is used twice with the same private key, the signatures alone (no access to the private key required) may allow an attacker to compute the private key. In short: nonce reuse breaks the security goal of signatures.

What you should do (safety tips) :

  1. Use well-audited libraries (e.g., secp256k1/OpenSSL) and keep them updated.
  2. Prefer RFC6979 deterministic signing only via proven implementations.
  3. Use hardware wallets or HSMs with good security reviews for high-value keys.
  4. Never reuse a private key across unrelated apps/chains.
  5. Avoid brainwallets or passwords-as-keys; use proper key generation.
  6. Monitor signatures: detect repeated r values and act immediately if found.

Requirements :

Python 3.10 or newer

Sufficient free storage space to download transaction data (depends on analysis size)

Internet connection when fetching blockchain data or using APIs

Security Notice :

These tools are designed purely for analysis and research — they do not collect any user data, results, or personal information in any form.

Running the tools with an internet connection is safe, as long as you trust the source.

You can always review the source code yourself to verify what each tool does and ensure it meets your security standards.

Required Python Packages :

The scripts require the following Python libraries:

• requests

$pip install requests

• tqdm

$pip install tqdm

• ecdsa

$pip install ecdsa

How to operate tools + example :

This is a list of addresses that included the r-duplication vulnerability :

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112KZ24UgNndZqdnu2cXwXStSjtY78ZRUh
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1DQVfNF62Dt3D13TvAUgQvqbRapckveCoA
1PBX2KKRJ45DgMQSh9WdUe8Wj1r76SGDXJ
19xG1UcsqVmSRCm5Bwp7o9wYP3jStkmcrZ
1KtBFcYyaaxegHWQhEXdGCoeuqg8k8yhUD
156JApGxZMavWrYui3A51QASEiAQjWaNwz
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1Km4Evb8y2Z7yGWQS8jZyEnNFu3Tz3qnQj
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19tP6VEW1Ck72c5nn2LNsSsyhuw6yusN6p
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18f1WBN1N9eGvUbydk49FYwcVUZncxCnfk
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136JiGL1GetFNiU7W2DuNnvK67LvFsigeu
14Z6cW1LHNJ2NVTU4nfkCmgfgX8ji8pJwU
1Ep1nAHQ3aRBK26EaVYK5JXEZsNrYyjtz7
1Bc3TiXRHQwZ3xohVYKUsucHoXB7Q4DoPh
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1413Q1YEwxv5X2M8oDiNHjuKGUabJWcfST
17SxsyehPP6di1pawinmXurE6TjVMqXHpc
134hhnDkom7B9RjSbh2ypStNXM6Y6EcHcU
14S1m8KKx2EHgBmTERQ1uNJELugM5Js2H4
1jew7uzbHaGKWg3rpSvRrT2bmemudX3cz
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1Aa2BfK67jgCEb5d62cvxivaqwht3UUWxB
1G2LVzC6sqpLJcNaQPDyHLNMTX3dqhvHR3
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1KDQsiNqKLCyL5KWuDhpKrJPnXfZcBPRsz
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1J1TWXCHeqNEvJkzZMywYRoGY6QS6Ysgn1
17NdzQAX3jRScqhkuCPeYJkVZV6zxwSX6m
1JcZeUdAjmb5dQM3b6FnzpMq8hhoyADxaM
14ViTij5ruokFEBbjuzs3DAkQh7hWCYgDv
1M3sR3A1P6xwxgVW7dCgYDGA3y4qB2EgCS
1HxrEeC2X8UEcSvsemPJtTqrnbAetGWYUt
1BeAGn4M3vpDA6vwF6ZC93nvUj4TqtqHhD
1ML1H3MQb9xRxpDwpEHxLztFdgJ7EAp2Ye
1JTLmRFg9RwwSij6KwVYtZQf4Q211LcyLb
1CTV9DQyKrAZzu138s4k65ruAvjFLfc1cE
1JhCAfiAbwJSa65c2EDCfC9fbEwyzZZb25
18WfWhPdd4yqcc9b769CS1egjFfHLapKWe
1FkCgYs2G6nXgH8pKyS79jiqGZ5wdwGsUN
18h478Dj4D1H6GPahhPbqVcvT58LaApTQT
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19UDWJ7L1jnKWeUhLeoBHxGKU3SW3dnEVw
177SBA836PiUFTbFsJGvmN96WFLhk9zWe7
17KP5gnecywB8shvrvdVnmoGhtiBo4GH2i
1BNbvMKMhxSLzxgcsN2HQLVW67rkJmD7np
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1A8UuZ9rRv1gTLNESz1S2oigoq4iH38xPb
1BdC1CKxRyDhzFfHwdw1vdNgCeay2qLs7u
1P1jM4TUCon7vfWcSsaXC5hLvjpB3ggjnr
1E5kJzA7jVD9RbDcaK1JaYLhswebwVtEhM
14vH6rupmB3gQbKWo6TbcyTStHg4zAD5dj
1GZLsmXf8ewd6naouQ5DeURKZRxbJzGc9o
14xuWi8S4yByVrFhKi9DRhv2BGmfAZFGNw
1LVKH3qf3nx79dmKotxNg8mV1HgHmHWpzS
1NGMtAD3h91U2kdkKpZgMVooZGvZW76wrf
1MJbDH13Np2GhgCWj6RS8hpkyPiGUyDrUF
1DASsXvYCUh9LNyKycdrbYUkvFJ4SMkfhV
1KnjxLvogbrb4aEed7i14FSSs8sMA5LXnM
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1KH1YEeGx3Z3VzPvps8mFGArHrHPVfvrLu
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1LgYug9sJ2RwsDQ5FCUz111W3YfgrtWf1c
1Lbt4ndicLaCBuC6kZdW3twbpkmSRYDR1i
15v9UfXkYx3tWcAHpo4KUkP6tuQPBwpzKy
1Gp8Y4HicTtwSxrHukkDUmr5ay4dkiZVjc
1AA3xyfpR9c6t37SdQJgN36Do847znL2m7
167RFdYP2aPmkkPKfAZTVKCypGWCYbPTbv
1F7u159QRSkqjY35JiRNwPKMkVo7YsjKHq
19WaCHXkwo9xQqJNJAqsDGuqC9cxM3gnTV
16fELNMZwrsYrDK1RJtzGmqGoBkXDbL18s
1Aphey9E5adkessmNbkv9uXGBbmVXn5n6L
18zUB5ztu6HL24cQnUecGPcg5LoAFuyXc1
1K6y7ev9QnE2bT2tBGQNWpX5n3sTuZit6o
17nyEppVemkChDrCh4Xiiw43qrPDnDcRY8
18ozzm2WTCYe1HNovYnJFDpyBQ1Pa676i8
1LJHSqxr2qdZdQRit8aowYBMTXx63bVae4
1DdGSj8kpkebwiAjDA4zuHEHifxt8mkhCA
1PhUbuLGQ5KrRtRk1kPdrVB2LApFHzLokS
1H6dTLHMFQ6mqyuqrcHytP2HsoyEpoE7yz
19WVTffPeSsnF1zVrfAQh7UtP8dsZJxUmU
1KHaTpfypMatCcD4arNnQnEkZ599hFSJ1M
18tNB7cX6UicNCsKUQdfGGFCTKWoRJjuiT
1MFExRZCKwjLbjbjeguZg3edJG8D6ASRii
17mfFDCFiSHPmZ29Hf6fHkvYmWvZwmciJF
1NJ5pJTGhtu8m3QZadAEPsBWS3ucAf8yiH
1JxtSMeGgXm1tHqyJNUSfMqgs2EBfqL2nZ
1GzNyzA3DLokjeRtbKDMc17qQXejYCB9tt
1JLd3YMioeYYENoukbsyHCeaN21CYxDqR
16iKhg67A29guxQBHn9s6UFxYwemRgd2FG
1GrS1FqJBtECfWB62fdorHdrLvZAE9XGhx
1HMxi6UbZj7phoeZmWpyPcgUwGdTqjT5yF
1BTrViTDXhWrdw5ErBWSyP5LdzYmeuDTr2
18zg6FG5pu8Bpq73L54AYvB8phTw3qCCR7
1DTGvGaFHfeHvbZThZrPbddM4KgF6E4QHn
1AwmAh799Urgqcy6mrwTtK9gqTGe1QVoKq
14L6gBjYuEQedxPvedy5em2twMbVhrnKgB
1NaM3Pra49oEDPGUXggUsRqbBXGG6nwyQM
1LN4yp6rQALjwg53SKsi44teq1fp2v5wqR

If you want to check the balances of these addresses, use this script.

$check_adds.py

usage :

$python3 check_adds.py --input adds.txt --output balances.csv

You need to create a file and put addresses in it, for example(adds.txt)


If you have a large number of addresses, you can split the file using this script.

$split.py

usage :

$python3 split.py adds.txt 200

You can change the number of split lines(200) as you want

anyway, Let's choose this address

$1HXSnvNGK8oYQCyLDkpHNZ2sWPvFsYQcFU

1• collecting transactions

Raw transactions containing values and signatures

$fetch_raw_txs.py

This script collects raw transactions from a target address.

usage :

$python3 fetch_raw_txs.py -a 1HXSnvNGK8oYQCyLDkpHNZ2sWPvFsYQcFU --output results.csv --rawtxt rawtxs.txt
$python3 fetch_raw_txs.py -a 1HXSnvNGK8oYQCyLDkpHNZ2sWPvFsYQcFU --output results.csv --rawtxt rawtxs.txt --resume --append

rawtxs.txt is file that contains raw transactions is automatically generated by script

fetch_state.json is state file automatically generated by script

You can use command (--resume --append) To continue collecting transactions where left off

$frt_ultra.py

This script like the first one, but with advanced options.

For example, we have this address

$1A1zP1eP5QGefi2DMPTfTL5SLmv7DivfNa

This address has over 52,000 transactions, and that's a large number, Let's say you only want the 100 oldest transactions

First, you will enter this explorer

$https://bitcoin.atomicwallet.io/address/1A1zP1eP5QGefi2DMPTfTL5SLmv7DivfNa

This explorer allows you to browse all transactions, even if there are many, without loading each transaction into a very long sequence.

Each page contains 25 transactions, You will go to the last page, for example, page 2096

Then calculate the number of transactions you want to collect. For example

100÷25=4

1000÷25=40

10000÷25=400

Then subtract a number of pages from the total number.

2096-40=2056

usage :

$python3 frt_ultra.py -a 1A1zP1eP5QGefi2DMPTfTL5SLmv7DivfNa --start-page 2056 --end-page 2096
$python3 frt_ultra.py -a 1A1zP1eP5QGefi2DMPTfTL5SLmv7DivfNa --start-page 2015 --end-page 2055 --resume --append

(--resume --append) command to continue collecting

2• analyze

Analyzing transactions to extract values used to calculate private key

$analyze_txs_enhanced.py

This is script that analyzes

usage :

$python3 analyze_txs_enhanced.py rawtxs.txt

This script will generate file named "der_full_summary.csv" containing values.

The file size can be so large that it is unreadable (file size depends on the analysis; for example, analyzing many transactions, such as 10,000 transactions, might produce a file size of 10+ GB).

You can use this script

$cut_r2.py

This script should be in the same folder as the csv file.

script will read csv file and extract all the lines in which "r" is repeated.

usage :

$python3 cut_r2.py

Then you can change csv file name to "der_full_summary.csv" to continue working

$compute_z.py

This script calculates z value

usage :

$python3 compute_z.py --input der_full_summary.csv --output der_with_z.csv --fetch-prevouts

The script will create a file named "der_with_z.csv". This file is required to calculate the private key.

Additions :

$ate_ultra.py

This script similar to analysis script, but with additional features such as sorting signatures according to protocol.

usage :

$python3 ate_ultra.py rawtxs.txt

$ext_schnorr_extras.py

This script extracts additional information for Schnorr Protocol

usage :

$python3 ext_schnorr_extras.py rawtxs.txt --fetch-prev

3• computing private key

We will use "der_with_z.csv" file generated by command

$python3 compute_z.py --input der_full_summary.csv --output der_with_z.csv --fetch-prevouts

because it contains all the values required to calculate the private key.

Required values :

repeated r value (r_hex In CSV file)

s value for each signature (s_hex In CSV file) (We need the value of the first and second signatures. If there are more than two signatures, you can switch between them)

z value for each signature (z_mod_n In CSV file) (Value of the first and second signatures)

The values must be integers.

z values (z_mod_n) is already integer

You must convert (r-s1-s2) values from Hex to an integer

You can use this script

$hex_to_number.py

Create file named "hex.txt" and Write values in it, One line for each value

script will convert values and write them to new file.

usage :

$python hex_to_number.py hex.txt

for example (1HXSnvNGK8oYQCyLDkpHNZ2sWPvFsYQcFU)

When analyzing the transactions of this address, we will find four instances (four signatures) of r repetition (one r value - four s value - four z value)

We will use values from the first and second signatures :

repeated r: hex(00cabc3692f1f7ba75a8572dc5d270b35bcc00650534f6e5ecd6338e55355454d5) int(91699739317935258627372771550459504326006289891191381848862551863464593478869)

s1: hex(00f65bfc44435a91814c142a3b8ee288a9183e6a3f012b84545d1fe334ccfac25e) int(111431484914827310314108809136597661506085346855505784425577929088113412063838)

s2: hex(00b584c5e2f26eaac9510307f466d13f8d4e8f57b1323cc4151ff6ffeb6747ca9b) int(82103215168631327946455936234377737221280608082064931975396899914217832303259)

z1: int(70121596733354710270739379126478863332897631323035990573894949033544740983882)

z2: int(42691526897907875236967398205101700537962275948723679969547592971981809076177)

$compute_x.py

This script calculates the private key.

Before running it, you must open it with a text editor and change the values (r-s1-s2-z1-z2) (Do not change n value) (values must be integers)

usage :

$python3 compute_x.py

script will print the results

for example:

s_diff = 29328269746195982367652872902219924284804738773440852450181029173895579760579
z_diff = 27430069835446835033771980921377162794935355374312310604347356061562931907705
k (decimal) = 12345678
k (hex) = 0xbc614e
x (decimal) = 36985158630392181731692032973660058930135418234446520253368071243468798761122
x (hex) = 0x51c4dba2c28fc89b208550477a514c87f9d0db0354f03b7c61f08c0a0e3118a2
verification ok: True

x (hex) is the private key

To convert x(hex) to WIF, use this script.

$wif.py

Create file named "xhex.txt" and place it in the same folder, then write x(hex) values in it

script will read file and produce WIF (compressed / uncompressed) With all possibilities with derivatives for each type of address(p2pkh / p2sh / p2wpkh / p2tr), along with a balance check.

usage :

$python3 wif.py --file xhex.txt --out mywifs.csv

file named "mywifs.csv" will be produced containing the results.

for example:

$5JSJG3nX6z1rsfZ9EZTtbi4qy82TzjGLBpyPzGm7hPRazzrqYzA

This is WIF(uncompressed - p2pkh)to 1HXSnvNGK8oYQCyLDkpHNZ2sWPvFsYQcFU

Additions :

$sc_r.py

This script calculates private key for the schnorr protocol.

usage :

python3 sc_r.py \
--Rx 0a1b2c3d4e5f60718293a4b5c6d7e8f90123456789abcdef0123456789abcdef \
--Px 1f2e3d4c5b6a79880796a5b4c3d2e1f0a9b8c7d6e5f40123456789abcdef0123 \
--s1 0x8a3f1b2c4d5e6f7091a2b3c4d5e6f7089a1b2c3d4e5f60123456789abcdef012 \
--m1 "hello world" \
--s2 0x7b2e3c4d5f6a7b8091a2b3c4d5e6f70123456789abcdef0123456789abcdef01 \
--m2 "other message"

Change the values

It will print the results

For example :

=== Result ===
e1 = 108970234477436902694766334568020749912403966361468773267923272186995557531266e2 = 66856546383303793989981220542885447886729718496899420254699013163356773868462
s1 = 62530672011108711400438125813195380086512239951027680111811469263325183799314
s2 = 55716171531466744293207597776544084512684920955164725164723036609180125228801
s_diff (s1-s2 mod n) = 6814500479641967107230528036651295573827318995862954947088432654145058570513
e_diff (e1-e2 mod n) = 42113688094133108704785114025135302025674247864569353013224259023638783662804
Recovered private key x (decimal): 47206142724068971842463861168325724021122544036124670454439260535612937450174
Recovered private key x (hex) : 0x685dbadd6c6726922fd9f2b703c7763b4cb00c7078fea84179664a7c0eb5b2be
WIF (mainnet, compressed): KziatDAHb89WXx8xB8uUbAAJ62LpDkGGpbv465vGHfpPzYGcddoQ
WIF (mainnet, uncompressed): 5JcFUTmhTmDMHXcnaZbzubhd3VrMDQPwngBD2c6iynx9PCyXBC1

Support the Project :

If you find this project useful or it helped you in any way, consider supporting me!

Donate :

BTC

$bc1qtxctgmaxwh73h22h862epj3a7yc3tdl2j45aep