diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml new file mode 100644 index 0000000..4529cb0 --- /dev/null +++ b/.github/workflows/ci.yml @@ -0,0 +1,29 @@ +name: ci +on: + push: + branches: + - master + - main +permissions: + contents: write +jobs: + deploy: + runs-on: ubuntu-latest + steps: + - uses: actions/checkout@v4 + - name: Configure Git Credentials + run: | + git config user.name github-actions[bot] + git config user.email 41898282+github-actions[bot]@users.noreply.github.com + - uses: actions/setup-python@v5 + with: + python-version: 3.x + - run: echo "cache_id=$(date --utc '+%V')" >> $GITHUB_ENV + - uses: actions/cache@v4 + with: + key: mkdocs-material-${{ env.cache_id }} + path: .cache + restore-keys: | + mkdocs-material- + - run: pip install mkdocs-material + - run: mkdocs gh-deploy --force diff --git a/docs/.DS_Store b/docs/.DS_Store new file mode 100644 index 0000000..5008ddf Binary files /dev/null and b/docs/.DS_Store differ diff --git a/docs/crypto/.DS_Store b/docs/crypto/.DS_Store new file mode 100644 index 0000000..ca58bb0 Binary files /dev/null and b/docs/crypto/.DS_Store differ diff --git a/docs/crypto/lets-hash-it-out/code/.DS_Store b/docs/crypto/lets-hash-it-out/code/.DS_Store new file mode 100644 index 0000000..47fe905 Binary files /dev/null and b/docs/crypto/lets-hash-it-out/code/.DS_Store differ diff --git a/docs/crypto/lets-hash-it-out/code/Cargo.toml b/docs/crypto/lets-hash-it-out/code/Cargo.toml new file mode 100644 index 0000000..defec20 --- /dev/null +++ b/docs/crypto/lets-hash-it-out/code/Cargo.toml @@ -0,0 +1,23 @@ +[package] +name = "bls-pedersen" +version = "0.1.0" +authors = ["Kobi Gurkan "] +edition = "2018" + +[dependencies] +ark-std = "0.3" +ark-ff = "0.3" +ark-ec = "0.3" +ark-serialize = "0.3" +ark-bls12-381 = "0.3" +ark-crypto-primitives = "0.3" +rand = "0.8" +rand_chacha = "0.3" +hex = "0.4" +prompt = { git = "https://github.com/kobigurk/zkhack-prompt" } +blake2s_simd = "0.5.11" + +[[bin]] +name = "verify-bls-pedersen" + +[lib] diff --git a/docs/crypto/lets-hash-it-out/code/bits_vecs-1709319118230 b/docs/crypto/lets-hash-it-out/code/bits_vecs-1709319118230 new file mode 100644 index 0000000..809dd03 --- /dev/null +++ b/docs/crypto/lets-hash-it-out/code/bits_vecs-1709319118230 @@ -0,0 +1 @@ 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+ "# print(len(A))\n", + "\n", + "print(A.solve_left(y))" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "SageMath 10.0", + "language": "sage", + "name": "sagemath" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/docs/crypto/lets-hash-it-out/code/src/bin/verify-bls-pedersen.rs b/docs/crypto/lets-hash-it-out/code/src/bin/verify-bls-pedersen.rs new file mode 100644 index 0000000..7ea3343 --- /dev/null +++ b/docs/crypto/lets-hash-it-out/code/src/bin/verify-bls-pedersen.rs @@ -0,0 +1,74 @@ +use std::fs::File; +use std::str::FromStr; +use std::time::{SystemTime, UNIX_EPOCH}; + +use ark_bls12_381::{Fr, G1Projective}; +use ark_ec::AffineCurve; +use ark_ff::Zero; +use ark_serialize::Write; +use bls_pedersen::{bls::verify, hash::hash_to_curve}; +use bls_pedersen::data::puzzle_data; +use bls_pedersen::PUZZLE_DESCRIPTION; +use prompt::{puzzle, welcome}; +use ark_crypto_primitives::crh::pedersen::bytes_to_bits; + +fn bytes_to_bits_string(bytes: &[u8]) -> String { + let bits = bytes_to_bits(bytes); + let mut s = String::with_capacity(bits.len()); + s.push('['); + for bit in bits { + if bit { + s.push('1'); + } else { + s.push('0'); + } + s.push(','); + } + s.push(']'); + return s; +} +fn write_msgs_to_file(msgs: Vec>) { + let mut file = File::create(format!( + "bits_vecs-{}", + (SystemTime::now().duration_since(UNIX_EPOCH)) + .unwrap() + .as_millis() + )) + .unwrap(); + for msg in msgs { + let blake = hash_to_curve(&msg).0; + let string = bytes_to_bits_string(&blake); + file.write_all(string.as_ref()).unwrap(); + file.write_all(b",").unwrap(); + } +} + +fn main() { + welcome(); + puzzle(PUZZLE_DESCRIPTION); + let (pk, ms, sigs) = puzzle_data(); + // for (m, sig) in ms.iter().zip(sigs.iter()) { + // verify(pk, m, *sig); + // } + + /* Your solution here! */ + let m = "Xor0v0"; + let (b2hash, _) = hash_to_curve(m.as_bytes()); + let bits = bytes_to_bits(&b2hash); + let bits: Vec = bits.into_iter().map(|b| b as u8).collect(); // type convert + println!("y = {:?}", &bits); + + // write_msgs_to_file(ms); + // verify(pk, m_bytes, sig); + + let mut bad_sig = G1Projective::zero(); + let coefs = ["20284227033425027763233277958977844789245805636043480635714394335011252408171", "40373372484032675089701272023472705371805303840181868663339104404091607781329", "20999620817661158104091615115384131286241496732129392405000521390537312494971", "39795697778844093563312417531484776405760123063203633110591175393760864205743", "5796726736068928490460553308900032813546998071383145546045627381895577223970", "46941903732077663432094701053746398472093222319947855682023217104677608549649", "38264845256711204850532729513804414161731671225541275179262594295384214931081", 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"39365154704482869420506008815042047357227040581349085915322647881842568026648", "41444859520742706548425362651101822964045096328556528090264096510997265840210", "43210313769330051547783470309695061075731706639377711933763883384809671219693", "26106401332087002989304070590345191715166134606661430982896208948098170664989", "44666988919637689216112388856190928511469317763070082859437270402734511062955", "22051646840009088951998032345296732581209744834265571373614728310754428022114", "14740743894720313561972805730889837369209844664677572154427721775280145685380", "49888599474336767018961967840501121549277908070043371526741647080631161900604", "2226428591092427188852297273609125697078037027246847643550392518497016303114", "40457365089919799675424603047068092657065398040089839525215044029661342444427", "47636432557547746134675321919618290785609013406774503800766126591253194174383", "25764426033484082584247659872193844597372551421553143639362878768860742569527", "30952280361789272379718585352021894402169608928074681097327470987684436422468", "23301921066864243609599634820072336449804567113234659617478061398123765131830", "50199846303729111186077032834132520112897642289070389344914371076060369211", "29076616411801817675495903457577928851144543958786020135798181819796919704130", "32749792342878155015696215526918338374559072705954117303807811474393946525128", "51857978415084411058560324300359168036457076359417923703500287849019885509454", "13016277418102391693529419944110516341331482502334457725009941497753099607393", "23088803725380660621874147049352075783590521801750272988072008111941077683043", "10404073213690113210920066878777272797034206423564428988467902512791074554853"]; + let coeffs: Vec<_> = coefs.into_iter().map(|&coef| Fr::from_str(coef).unwrap()).collect(); + for (coeff, sig) in coeffs.into_iter().zip(sigs) { + bad_sig += sig.mul(coeff); + } + + // the solution + verify(pk, "Xor0v0".as_bytes(), bad_sig.into()); + println!("YES!"); +} diff --git a/docs/crypto/lets-hash-it-out/code/src/bls.rs b/docs/crypto/lets-hash-it-out/code/src/bls.rs new file mode 100644 index 0000000..2c53dfe --- /dev/null +++ b/docs/crypto/lets-hash-it-out/code/src/bls.rs @@ -0,0 +1,18 @@ +use ark_bls12_381::{Bls12_381, G1Affine, G2Affine}; +use ark_ec::{AffineCurve, PairingEngine}; +use std::ops::Neg; + +use crate::hash::hash_to_curve; +use ark_ff::One; + +pub fn verify(pk: G2Affine, msg: &[u8], sig: G1Affine) { + let (_, h) = hash_to_curve(msg); + assert!(Bls12_381::product_of_pairings(&[ + ( + sig.into(), + G2Affine::prime_subgroup_generator().neg().into() + ), + (h.into(), pk.into()), + ]) + .is_one()); +} diff --git a/docs/crypto/lets-hash-it-out/code/src/data.rs b/docs/crypto/lets-hash-it-out/code/src/data.rs new file mode 100644 index 0000000..977506f --- /dev/null +++ b/docs/crypto/lets-hash-it-out/code/src/data.rs @@ -0,0 +1,531 @@ +use ark_bls12_381::{G1Affine, G2Affine}; +use ark_serialize::CanonicalDeserialize; +use std::io::Cursor; + +pub fn puzzle_data() -> (G2Affine, Vec>, Vec) { + let pk_bytes = hex::decode("0113bbda74ea0480677e185568f5e7ad3dbe40fc02ccacba4c735e6e45001640a694d204ad25411f72f928c9fec00f098fc345e4b7ceb95a68a00983f5693d37929c80b09230fafe537ac1fa06c43009dd1efeb1fab2d9d2a816319f08b38f0b").unwrap(); + let pk = G2Affine::deserialize(&mut Cursor::new(pk_bytes)).unwrap(); + let ms_strs = [ + "f2faa8b1bb0f06c6142e788ad836d1f7d1abf95458a08a55593c594056ac225d", + "518385d7e176c291bab8f797025de4b26a2b86c8e10f57d2e21b5a742ecb6029", + "dd2998c22a1e9ad794e46f4b01602b95b8410bb82f024a4cbc0a29f95076126d", + "e4c5c71389ee5551ce5d1c89c2e69401d3d73504b4a397a17a88c9fa9ae94343", + "6f76783a8ce3b940bcf4669e585ae07b874361dc33390b6cbac4269e8f156e1c", + "8dc9d4c539a4f3dd0096cc49baaaa2d0c52df19e3f50f7ba9152c56588a42118", + "b4a70a337b492f4797b6f5b87cb9162f6b002be8c3da19b09f38482f077f5a21", + "f8cf5305b77e78646a79bd4728030fc3d5e23e14b25ce0c5b29aad92bbe72618", + "a8b8df6e4f20af03b07e3f51d5be40dda33feda50465fb055f8f68d220599839", + "922eab5120cc166a3ee965f15c3589cbf3b4c83ba5f9c84da873aa94e7663244", + "b73707f30f92cf67583283085c9a4bba494170a9752e5d2cb497c8122bac7754", + "dcc696196670023ae99625242f691f0219c8047cc6d79df73ef03ec081d87330", + "d9328e64fe230896f4b59edab0901e64d319f68e0f25b43bf526461be513a34e", + "9fbd6c67613a1c533dfbc62ba002843e3be0c2d0b276965b9fda5e7e8244e629", + "34d58dd4fbc69f70dc72342698a86a99133ae3c3dd70a6f8e5dacceb497f0d11", + "bd26f357231397cca2b7f5e3b1c52552c1dfb4cacccfa3bbc819e67a3190a93f", + "19ac99ce621328b4b357873cfb8ead4cbab9c154d43a83c216ad2bb42a285a5e", + "263eaf7024f4d4e376102e3fe242d95eeaf936dc715056d443e89654b667ca58", + "8afb6bfe3a5023743ca26da87718b9479f78d5659305b58d6e66b9ea26c2b617", + "e85bd6d7a4f53e1cfba09e16f71de656b918a79e6bd99546a7efb6a18dffd530", + "4b8157266851b7a4e0b20347db64f9cffe733dfc78b4158325e9d1611514a662", + "5a129ecb74d931158ec4229e5e1c33fd33ab8da1fd5e7db80a9f8c7d57190317", + "f48637ca6858fc30c7e692d3a14af8a3ff58822b76f4483daf02eb940954b772", + "a879da2a4f9d7d9482468e6b28f1feb219eab003bc9cb9c579fcdb742b150e08", + "75ed75164243d9d5ce7c5752036bf04d2b176a9572bff249f9ca65af25344770", + "45943ec03b759899cfe7a1c84609d914190f36d64d7e3c995d1d352a3cd5b153", + "22e4d444deb404b06cf717547ebae1145c2636fce71aee50d222b8c010a38a22", + "41e3251e4a2396a675f5ecfdb0df4e52c0c6f8c3a5ffb60949f478a1db795a58", + "738eba8e64942b9c6dfd3f07439772f48907134be4a390e93714b3a4293d4e67", + "04ef9af8d1299a90843d7c1aacabe73533e82da215f07eb23a22f953c70bfe08", + "6c99db178e75b5215adc28db01fca8de7aaf5343ac190322ed28936c8d51bb5d", + "83fee32d141fb5b012f6cb7a782fea2dfe7992e20de4240f342cdb7ad3d21d70", + "a92ef9da47163bfeccb3d6f0adac1f5a6bfc396e71053bbb2fbd523781b5d170", + "abffa2662081f965d63f52d490d391d4bfc1c02a328813967810a1ebbd98332f", + "c77323e94933705fdef3be2d82dfe14a0ef7333aa0b5719c9f4f77d8e26b2b0f", + "45cc458dc678a96f7f7a688980e3fbb9fe2668e0e0c1b5002adedf0b225bd438", + "8688eedd2f2ae643c46c6e3f08cbae5f0195d39bec42dc5cfee66fe10362b011", + "0c4fb36cc7b2bc714287074397f01e773e551b8e05acb596f26a73316c369320", + "4c04fed59816cd69b81c7afbe1598b109e80ef532ba30acea8b5b6c3874a832c", + "b12bb619aa8705228097cd486aa77a64d0ea7be38536fa3ac89a599fea468850", + "5bb32bde69fa90dfe07d9d444b2d8dfe65665476ecfb76ccfe6e4c58956be102", + "e8bdc2e2fd901ff22d86ac868a5e579318328d69eba99d7a946c288c5ec1bb70", + "4a9799150768a2e1d923e59cddadc7dfb5fd2fe78b264c0d856bc7d0356d8a57", + "2679dff8966750176bc09b478dcbeab70fffebc3f376b0188e9171ee779a1b03", + "d889d311774e17eed6d6530bb3a81ea578d6759df365fc47b7259e86a5130f10", + "dd7259a53bbbd49752c52c6734d21aee5eae02e1140d11d2a96111589e635363", + "0127aa01b4e644627c06ce2fe6912300c55b34b463bcca43c6c4a125bb38c025", + "a214398a2bf9a09c392b7c617f85d111c66f9a47ef7f3bdd315cfad391310945", + "5fd3a216597216c28869f0056d7fe97cad8e5bef9ddb9faa550245b4bdf09f37", + "eaa560cd1c987e04413cabb47a4133ba0ab2c143827d55d6cd09936987232b34", + "e440c6d66cad779f90cc23cede35072c0ca03ec650735cac9d71acaa2103035c", + "dfd0906b3aba1ab4e0add12249a29b953d894430cb13b9d1de4cea09dec2821e", + "853bd820a82a988ccd975add69c9a61e023cb1c573b08e32a1ff5f3ea8be3008", + "e61f531629bf9dae27060ecd725eee999d965fc86116d4f655ebeb8be57b9d37", + "99de834bf3e20de4e7b36000bfe6cb9e84d92051593ba9775b1eb4518513ba08", + "ab8279873402b5e2e48a5c708d5b43b504038f349b2ae15dd8f9e6d8cda2154a", + "22e54d8e28cb7a1a86727972b589ccf325f07895d7ab4eb75016a0d0a8252809", + "0cde6610c6dd844ad62d4e381002682ea233e969917512628973580e31d7af37", + "c90a36747e633de248f07ef93ac5310c911cc5f2f627c1cbb68ab1b2302c5737", + "b001f87181059a1150646cd15288f57e149de84b9c88bf7fac2a78d57823a33b", + "898983879e69781ea87a78fb92e63abb8ab1d86a8f5295b21de3eb1d4a101023", + "46b045958cafca38cce7fd6530401fc8419ba644e62261e5d413d666ebe59d4a", + "68b2842e316597a72acf64a9b3859306d74821290bb4e5f6c77a516e05ebf004", + "0ef85805f493d86d2973617d164067d88e09cc1a72c2da8140934adf1fd4572b", + "52657763da19fef8058d4db05605213165f9af89f75b5217fc2348fd52b7a034", + "7becb8dc29d22e830a0481f3549c55344cb4878129df6f12a67a9614e48c1538", + "80d18571bfee30ee52d88ba6374245b51c622191df47d52f8893f6f7ac9cb821", + "918bcd59f8219b859286809785ff3b483580187229c611068f995999ab03b131", + "575f10723157497251b1e7eca368415515b2e81a9f090143f61b3b0060de8f1f", + "7da0335a661c2ec7696e0b58cf696abac5be3fd822b2a40652120eb76de4116d", + "864dd5e12d82969a23911209d42587fb9ddfbf973392b37fd90d0e7dfbc7dd1b", + "79cfc41ed601977b07781e04f8b988925b67b4cc49414b4de0841e51c6bf510f", + "34000b1a84e5b33c9c441375936f5830abce9f5713935754e80dc02056a7a468", + "00741feb243eb7cec41cb236ba4a0432a2984e8e9a0a1bac00efd86c7abea663", + "5eec7336bfd1e4020b47990d67509e47a534b31ec8fd98d55410ef5c4415000e", + "b2121dde78b947f5a01df3849da1cf99b2070d217e45572c821de71b7d237b38", + "2e4ac7a560a8831d37a6db4cf4e11b2de4051e086295f9c4240aa476df82ec0e", + "038d22c5061040b8096aaad06fe455f3856a4a6370f3f23f7f26c9f8bf279444", + "abca92e9f4df054df48a584b0e09e6c56ab0ce0b6d4da2ef0254c09b39551c6d", + "f55ca65fd880099c0902d163d2572f392a0368eb520ed9de5d9a8c42f28cd156", + "6c31a2fc6a38cfb6fcdc5c7a0550d1b1b09cf2aa4c9ec682d53dd1b79131aa49", + "4ff34daf6a5654791a19ffb92c5a634182c2ac02f92084d394e0a9bd86811d1f", + "f838499584145ee92870e1b4bdfccecec877459c8e46452dd912702854b6f952", + "e2a1f45419da7807b3d1041e4d717671f8d30eb05d4c5d0ff7cf8bc304a7075c", + "e92426dab4875344b960106fbdccf2e9290c111205c14e6599b962bf6a56fb6b", + "1045d4d96c10df047f257b83550a43e10057df4119687b5bb50ed89984e45e4f", + "c663e8380914efcf1d7521c2877bcac2b6f15d7c7369dec483f60ea885656e42", + "e70fd273c87b6d7d944c7d2b671c99655fa40b46fc5b601630890ad332074f49", + "15e4ea6fce9310fd5afaf854557bee9baecb46bd239b45c82b6c86019297d12f", + "cc0bb69d47fe5ad45db005e9e49ed4f53ef37c0e43a56b1bd2375d6b5adcc235", + "699b5e712de2f9ef5f647da8de946a25d0fed88c2ed6b343c65411615d0c9902", + "4a83b04b4c9859f7edfe59aba106a7c3e9adf93054e554f5356183fb49e72f5c", + "1e1d7b3d68d4e0713eff80ff7ba2c56d7b75a18db83e4c26fae6d16504cda940", + "04e925f2cd03fb5c8e2a029217552df2d36402211a26b6a8e1c37d350a461f38", + "e86f21ab054b5d763f2c95604f3cbf41652578b875c55b8ee58fc20fe53ee645", + "a0de3ff1748010b63f9fe576468ef023ccaf8b10d0b21e22680e83b38c0b7a31", + "965e49a43d1a797e9c0c389b7a36066d7c936d23bca82c7c9405864e2baacd57", + "ff92ae9ddc5c91927fdef93b35767fdc7790695a1c4a43f0083b972828f1a627", + "324e91eedbde1b57d39216fc55f00722b063f511be525d2a1463634fda59f051", + "3f292e57f5d60054560f2513977790115426ccfae80f109143bbab7003437b64", + "6fd6b63673bb8a217b7ce0c3c074b8728f7ab198544f4cdbdd157900e7c29a5f", + "3e0efb091f8b91915a355bbaef5a577a27479c30f0ae84067e2226e6715be800", + "6f3731e509770f11efe85b3de6ca7e32d58e2bad4fae7a38d6f1253bef4dbd25", + "e86ea489758f307eab4ab3d2751fe3fb86ef318bcfb9d87050ddad6ca9865461", + "020aee5b35bad834280c7fd05584e9870d7e0be6003939c6097988f3f3610c39", + "947591d0864169a1e42ed877ff1fcd5b2edd4eb6cd2345cfd590604a81456212", + "9dd1e3504b161e14d39eb57a56f5c95c6ab8c51d901af7bae69e0b5f6e896773", + "106d66985152f1905ff99f6e416716dc9a438ce9dd24660d2840e3827dfe7e4a", + "4001486b63f8928a023f330b6e4ef5dec495b86f820d74b081cc61d3fa0d9514", + "4ca215de12324b28f1d4c07034f3b3c1953f2c148727d73bb5e720c7518fb95b", + "5ebf3cc7c9d3b96e5dba1c425c2bed3c8a2af99e2d872d5fb7288fa34cd19540", + "c0674564978d1386a8855b191aa38156aaf2b0c1b05f807fc85f026aedc0bd03", + "04615685bc35f1513bec20b89028a60c7e972f6d958b977dceeb076204a54c0a", + "64623ad80b89586f87aeb5899d1fbcb371f841edad84901885ba023bacecef34", + "873bd272053c2f5dd17957d437a807777083c9ddbb92e77c1fbbb9b8aa6f4846", + "f154feadfb4eb0eb014203c5f640fface7125c642714358eeb91b17c5a405e1c", + "c39a3b00c580eab9eae6c63d69de671b4d9cfc19f0bc4461da2300ed6ccb7522", + "200f4f94fa4aaa2168d546387de05c163eb78d330f11b591de4bb381ba8b264d", + "0353d2306ad7387f62273444ef5b6a4b73a81675e5f347d083a50594e8e4c76c", + "ebfd1b8b8ea7a3bcca574be105c79975a6a4da72fb266b51eecd42f98f45f522", + "a613c9f8f87a49a0716afcb9fc359e6ca994e4ede3931c23cc621b83099d525e", + "5dc5179f360e8b8b45d991d1ad31335498d4bda0153967d978e22b675b3c3150", + "c614248eb8a9bc1784bf652e80eb7099a6e99c5b6bf2d30a0a1da7d40797b745", + "67588ae977e0876f063ea625a8075f0bc941ca88bad54b1d2185be8b5a1faa57", + "c2a90677d0cc0dd615b4e792d81cc0e245a9052110a421bf2c233d562b9b1523", + "2d23ff25193bdbbfa8d4025112c101148be68bdb79d6fd54be0538745ba20d4e", + "35fac202d26d68ee43881e4da8fc03c7a17cc7750b7b6e712102e1d26ef15151", + "c0582b185fab67da016d06ac823e5d1c369844b72d4ef888c40486b6aecbc43c", + "8a765f5defda8d16131bf23c5f34c61dca81af401cb0af86f81dbd0a9ecc4733", + "f5529acf935401ca86673ecba56b532d24a07d1af8ca4f1d172648fe520f4c00", + "fb66d409ff3e41c12849d9418a0564c28b7bfae57bb0b213b61752a3c63c7415", + "1abec3653cb31f804091c99f216093ed48001d4f00ba3b32d7601de3a7d5f446", + "dc4f013f05c900aed6ccd8d44832c2f9998844be3222e608b70fa91346e42818", + "d77ad6403d6d61d5565465f94a1e2b5c03c25cc8182712130823afabc33c7d53", + "aa10e79600539e2fd0784bfbeba2532e4715e9d64f62a7d30d643ce78e09d267", + "2fac868746ffbefcbede610e4bacdd9164de92af2c847c139cab512b32789a49", + "6306cfa7c6927685bc40440d2b6a89166cfe6dd7da60ddcebdbc32bcff586f56", + "ec9c7a2362a3b431661876cef97b359e57efed9b420729052e43ddece68aaa1d", + "6963142d2c52e94d4ecdd2924e3a976e428c831c31e7ca94cdd3ca48aa979354", + "829e794112dd3f027b53b851171208556aac16ee590e2f8e1bc6c8f1dc5e424b", + "2761b55879750ea16a9910079723778bb87b2fdf7fe2f8fe44920e9b0a842724", + "7364c166e33b4d19e1297b3f15345758e27dbfe0665cdf9021c0cd6a4ae77066", + "6dc30dbd7301b830bbccca391c27090809737211b4869cd7a8ce4108c1f7a111", + "10f9d1d4b2f9e402ea46344928f9057c38e9007ae921eb1bfa3a5f81e34ef117", + "935444a0e9cc0eaef22980d29e9616ee12cfbf1cff2cb0ddb9eae45939f61967", + "ed99b6c8740fa59d6501fb9f03a64ea6b87477a99abaf9c5dec1b45f58113236", + "9ca05779e9f2ef5f9d9184ab15d71f94101c3ede6959eb34ea15be1625c3cf02", + "dcf79f297d63cb8d3cdc2ee489fcf6f24373fc46d2bc81e936d1909c459cc85d", + "a6b9e0ed0dfa22a6b72ef2fd1ba110b7906c694bc80047f6ddb9829b57aac959", + "867eae7ee7279de48dc125aa082b4220efaa442afc08492379a9a0b64fd14c6e", + "85ce5899b239272054df56f12100aa9b123f26e34ce8baeccf297b0bc87e3332", + "11c3c209e9a65ffff8f109f44c2fddc9112db347bbb0e9da32820d395872ac0b", + "03a477205e854bd877683d3814d15ae97cd573b7d9cad8f439ce8aa4f4bf732b", + "d01790e304da9fb59ca4488c7f290a0191400bb5e21ce2c41e35527f448ae356", + "53c19cd8b001db822baa805aaadf128c5330b03fd8883bd1927a62dcfab11e61", + "4a2b8ef7b1dd486cebd2621705f63a30ff14c92d374efd6a0439749a13c0c93a", + "5c7a6e6eec977e86b2de70756df3ac5a4f8c28f1bb3187e6b8799d67be7cd31b", + "d13da8dec942a26f17b4f39286ac4751da8c3194beae5cdc96bbd02f94fd594c", + "25db54834e6d164cfc899f55eb3fdcbfc1f5d853524ba86917efeefae55c336d", + "f74c67ac756ea706997be5b03cf77593c56752886137c015301430f9c1c8cb4a", + "9faed2634e72622365cedf388804a8fc443e76a97fcb212e442a38054d8fdf72", + "07ad291a13981ba12d4c6a44b604a75ad186e7be9111f73b1e359e8769ff3807", + "407af64bd384242a7498122fdd0fbdcceeb468cae1d6220e37ef90192f9d4c15", + "0e85673e5cebeb86ebfc91d71b382cf4852bacb340b636f48ff9c6c76fc51f53", + "9ca52dfcb4f1d2ef21b0673685c2a554a336e8a91da584d279cb315f4da1d511", + "c0421ee508cfe293fcc436e9c83bd026fba13122bfee5dbb4ff39b46c1477419", + "c507cf6315a0f047110ce88d17a964111fcb23a929286655d567b4a5549c6156", + "09546c1f63bc8813a8ce07e3b207b691c48042105da9415ad9afe2df61deee45", + "28a98dbc926017f4a089b6a3be4ceb2bbf5741a2d11e79d2bc3e9993f40b9f06", + "28c0575bb619358df4aa839cf8ebf86e4764ff36c93ef0e1292724340aea1513", + "5e0b81af6df9892034b89bfa1c8637621967963985bd433cdedbf86c77f9de2b", + "3a6bbd112de515a42ddca63ee4ff5fb4f5b5ce9b2e3ee7c18d18a6b9db79131c", + "4b74fffbd8f3a4f55965027a2a73ed601cb02cbce9f11cab6698362b0827c65c", + "24a2e859207eec5165e6a92b6ab370fb89cc73efa14cb0186f1a351ec0526127", + "16e1f1ffd8ed59cd39242e116e2bad8e7c7fa093ccb5202a58dbb7f5daac5650", + "e058d3f14634068dc9b64347db8aa0cf2952e8c42520fe2d681b97d33fdabf1d", + "c5cbb85553cb0c8b4b2cdab32cb190faab3836c46581e043c3d15462457bac14", + "3ed4de18d01b04bb8d1082ebde729059bda85676f1c84c817bdb9d69f0a22e2e", + "5da43a8e981cf85f88b53f29068d8d9b8fad383a445c622e544af93a4fde5416", + "6563819577585d0e218607710fa900207ef8571cf2a7d13bc2930d17ef5f5736", + "7079c2af4b83016bd51da316c0a02eebd7a0dbe3a2a5e0afc49dd97467e1a663", + "98fabb8c208e68c83a0eca91f2dd0bb0116d589fd016f6f7b5a099384cf32f23", + "2a6bd4d7bac8012fd2f110b9fdd8afe76b7eb67fcb2d5c30289fca59ca7e2948", + "dc66311db4dd1d792a9b5f3034c101dd70ad08a6b95f232b9a978a696043060a", + "29171a871ed6370691d9a4760fb8708ef9ca6bf5931283424447bab594829850", + "8fe80625fb2f18269b81a9a83decfed250428a3e943717c0ace31dba9838ec2c", + "20cfdf467b732bc3df22554184cd1fb7502148bcc0ff45ce538d1ef1f49d8659", + "4ea892b72b7d7af2de6f8ddaa7e29e5fef3103745f3688c55befddd1ca057227", + "0f1cd7cdf5343f5d2e0070640da7cd1fc12450e538f551f716284abde8e3d348", + "7af099241bb6df944bd6b598e532fab83a64a24c282158a6ca8b695e7a7b855c", + "a47342ac98b49dd420e396ee66e024ec93a83faf1df8f72db8f2ec64a2c43169", + "5123d2c53dd28a702e15d9a4219901e66cf0c6720f398706bae8940473a08738", + "d1980368e91332ca32ab2ace283318b4054ae169bb63107605ce976cb2f2b43d", + "936ed0992fdd340185727ac1a7f24fddc03511b181a2a919b1b771aba50a6b67", + "45621f34cbca5cf187b2173d061e043bbde3e3f26a97210fafc614ff2e5e3460", + "ea0f773d0b4690a2c499d29c43e59d000ce666fce77a4b13386f8daf98be3246", + "93a7da3e85cd6b3e0da306857b50032c3cdc8b7586cfc36ba577842009f9f123", + "6ca4a8f3ec8934c08d0a410c31d6b9d4bef62e00e390f528183cde1ae9ce4b33", + "4fc48126c21fa7eae5e7d5c8fa918904b81696d941bf0a760d1fb939ef885f27", + "8834d03900ccdfc6004cd8020ae6ba81654d24ddcd327c7d8c60e6e404b30d30", + "4b6f608b1deb8433c9554ea58305f8ede8928a3e82e59be49ac02fdfb2faff57", + "7c58c43ca7f2bbc7953ca033ae85e6bed76e6700a636cc16277c4d464f0abc1b", + "0b9bc7cf7a7af76a50537dc8082b4797d0d64bab8c9bd15933a61391a4cdff08", + "4e80f7ec80c7264afea594a39a1bebe20df9d75c4aff206417008baaeb6cb329", + "4fd761ff8572e140f61c3539f072198053ef00939e937b6bab00b5471367970e", + "ff9f7f7159807a3b4ddbca1d0b20108c42135295169248a6b84aa61200d99841", + "819cf24a5a96cec107954261c79339640294176de71fd32185ed0f6319891e0a", + "539e1954dacf691966cdff84130f67d482cadf6cd12cd887eba79b4b4d5e333d", + "4652a15d37a0ce5c2d72c93707bb35db96330e47b532163a7a4caf37081a6544", + "2d76603cb5ee977b46f128ebadc82e5a49fce538f58baea13bfdae114cd4096c", + "605cce208d96e0423577a6cb990e929e293dfcf50c39f13fcec2221f00088122", + "db95ed970d0ab1c83d1d86417253163bde5dbe8fa4efd8744235c538f31c1427", + "87d47edbc797295c32f9bde76e6eb7b61d726199a909627bc169c7ca28f74f37", + "38de0fc6e932c50c47156eba1b678271d0eb97573db8bb057389dffea7670260", + "6cab02884990a85352410f6b1c9172af99566c392c28f291f35af3769d1f2639", + "ddad8a3fcc2e77a5ced6f1b210cab5bc29e664817da47733af2221d5c3225f3f", + "4b82b78e08d585964e1420cb6e80e7ac382b2c64bc52d8a1ae686674dbfed315", + "805e447dbcee73740cded16659f8584ee33659a79aa0e20143f872ffad5b253b", + "610d76352b60c7c5600c33906cb9b31603c6491c623d3d3d09852b6be320ab46", + "245778d2e424c9cf4d691c57f2103f3cdf8a4422db8d41bcaf60c27cce84490f", + "80468e69621fe4da293b59f44ad7f3f8fe2aaa1fc615c29fe739e23f9f4db665", + "6bbf0417f00d2b0f671a8088af13cfe0982bf322b66f3d9d33dafb417319982c", + "5c60b59ac03d64321fd8051a7257e4911d8742b9485d84c4a49b03dda242566b", + "87115dde4421ce6234eb6a56d1f2977b377c889e39464210b14413707ca63e50", + "a1a9f6afb0c31b0ae5165d1871e852b7a06611b9bcd084ad7cae37e426404641", + "7440598c281de0f9c59375e19098b56d4054b7ce205d3c77603e27619d4e5625", + "ce7186a0370d6b33158f86d73cfb411e537228e24ed278e0442517df2205d471", + "a9f4337368741b0ff5a41d9d5d17634393fc9e3f3b8be0a2ca6b9db874ef0e5c", + "ad6506239c610a3422847c11e39ded9f21778c89f628f958b3f65aace8c88046", + "c44b473999c99d4576f178772138e6e05de34c7d51bd2a1be544739fd3e59265", + "a5e7ac375e13b40dab89a2c97f98325ea5a0bee8a3716c83f68c5abb28c81e4d", + "5d9df5cf874056595e0358eb85a3fac44ae1c304e58f68d97b9ebd0dd91c262b", + "0544181c2879218a3bf0ce91c39d11839ea3811eae4dc03b4a606023768f4b66", + "368e8a9c97a757f8a814c918a17cc2aaa5a456914e6bd405e57d43b84a32d04f", + "5203ed0d2a95fc2323c217cd62576b961f03aa94555adc0477ceb974a0cb3e5f", + "57305a038066c54bfb3d56b7fb20199e1d595ec93db5f154fe722c8360ea5025", + "24bae06cb2c10374c6dc99963b46ed8ef4bad300057994f00133e400dac54342", + "3193723cb258cfe23578ed09514e6174290e50873dfc6db0bd44fb192e1d8b48", + "5684a7b43be636074053c71c2f567f67cb8c69931ccf39422e9321dd3213ea11", + "891cc6d102db49665ca77892e25d2263ad5514359a9bc94b8a28a2282914350f", + "2c55039210c6d73687a1c3509c6d13425f2eb7653d5ca6f17e6fa8d1128dda64", + "efa6c0d41df0c56ff92a33bcc455bc546267310d73b6be33825dd2a69c98bf24", + "a75e3613dc92587400838c72935ed236fcd2e423fbed9b3e184696261c903c4f", + "da65c659744ec21d12a45298c927d53898fe0218b9f264d3b9d0f84fea239a2a", + "d6c5a6e8a023efbdaa8be0bea6b448f2689407da5f4d44808952ad10066fbb30", + "d1800c23b807b80c5951c48742bda869442e0931aea4e242e7687478afaabd4c", + "6e43de753a273eee8841156b9ce7df7c418a032d68c7a91f926e76f024b98516", + "f7f0cf3f697fb102916ca02db9a661395fe46634d7feafc158f8c32ecb8c3d67", + "d2749753f8de02700ac79a5ca9aa9810647184ab3f2a79503966e777f4adb854", + "9b57c18b4e9aa7db5e0b55a4b6ec2db3601e7f0b327dd6b52b40e56f069b1a11", + "80446fc818aadf73cb4b2de24cf4fbee4097c44385bfb38b923f1cfa939e4b4f", + "4158b81151c6f0e5725a484eeed53fb2e8e0c6308a1e33b2c8a4079bf132f85c", + "025d2fcbea21258a3540851be4dbbc7ff51698b2b6fffc1baa614f2eeb42323a", + "6191766089b2dbbf77e865c7750daaf927bac2439e1660c733dcb046532abe3b", + "b3d60b226c8460b97487f29e14950b814e195b139043eab2f52de50cb2d04939", + "f7ec1334115b5fe74475f662d3d0190b4526b2bb5dcfb3e6f235f1e90f61d85a", + ]; + let ms = ms_strs.iter().map(|&m| hex::decode(m).unwrap()).collect(); + let sigs_strs = [ + "487df6a1d9149e0c6f205c93deebbedb0605f73f1b0b66f0be2aca4f5b5f1c5c9a8aa226aaceb0b0f6c25a7ea9548106", + "8d93bb04c4513d3115ed9d07d682b304752dabccde5ae1ab84a8c95ad7d0a796c2a5d60acc6d1aaab799800928d04a15", + 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"5b0f9cc10d8ca2bf38fcb62b6d97701f4905c39a405682c62c3d26dd58ed326403a5b2a444066024e37290fbcb1c298d", + "067ffcb122c43181eb4c525d2a7b56714262aae808ae24b62aa5ec6e1035a9f6ce6473f19dc470957afa98b437c68814", + ]; + let sigs = sigs_strs + .iter() + .map(|&s| G1Affine::deserialize(&mut Cursor::new(hex::decode(s).unwrap())).unwrap()) + .collect(); + + (pk, ms, sigs) +} diff --git a/docs/crypto/lets-hash-it-out/code/src/hash.rs b/docs/crypto/lets-hash-it-out/code/src/hash.rs new file mode 100644 index 0000000..4ded35c --- /dev/null +++ b/docs/crypto/lets-hash-it-out/code/src/hash.rs @@ -0,0 +1,29 @@ +use ark_bls12_381::{G1Affine, G1Projective}; +use ark_crypto_primitives::crh::{ + pedersen::{Window, CRH}, + CRH as CRHScheme, +}; +use rand::SeedableRng; +use rand_chacha::ChaCha20Rng; + +#[derive(Clone)] +struct ZkHackPedersenWindow {} + +impl Window for ZkHackPedersenWindow { + const WINDOW_SIZE: usize = 1; + const NUM_WINDOWS: usize = 256; +} + +pub fn hash_to_curve(msg: &[u8]) -> (Vec, G1Affine) { + let rng_pedersen = &mut ChaCha20Rng::from_seed([ + 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, + 1, 1, + ]); + let parameters = CRH::::setup(rng_pedersen).unwrap(); + let b2hash = blake2s_simd::blake2s(msg); + ( + b2hash.as_bytes().to_vec(), + CRH::::evaluate(¶meters, b2hash.as_bytes()) + .unwrap(), + ) +} diff --git a/docs/crypto/lets-hash-it-out/code/src/lib.rs b/docs/crypto/lets-hash-it-out/code/src/lib.rs new file mode 100644 index 0000000..475d53b --- /dev/null +++ b/docs/crypto/lets-hash-it-out/code/src/lib.rs @@ -0,0 +1,9 @@ +pub mod bls; +pub mod data; +pub mod hash; + +pub const PUZZLE_DESCRIPTION: &str = r#"Alice designed an authentication system in which users gain access by presenting it a signature on a username, which Alice provided. +One day, Alice discovered 256 of these signatures were leaked publicly, but the secret key wasn't. Phew. +The next day, she found out someone accessed her system with a username she doesn't know! This shouldn't be possible due to existential unforgeability, as she never signed such a message. + +Can you find out how it happend and produce a signature on your username?"#; diff --git a/docs/crypto/lets-hash-it-out/lets-hash-it-out.md b/docs/crypto/lets-hash-it-out/lets-hash-it-out.md new file mode 100644 index 0000000..d2622cf --- /dev/null +++ b/docs/crypto/lets-hash-it-out/lets-hash-it-out.md @@ -0,0 +1,114 @@ +--- +title: Crypto - Let's hash it out +description: 2023 | ZKHACK | Crypto +--- + +## 0x00 Puzzle Discription + +It all feels random, but it might not be. + +> https://zkhack.dev/events/puzzle1.html + +## 0x01 Preliminary + +1. BLS 签名方案:基于 paring,分为 3 个算法: + + 给定素数阶 $r$ 循环群 $\mathbb{G}$ 的生成元 $g$ ,双线性配对 $e$ 。(公开的) + + - KeyGen: 生成有限域 $GF(r)$ 中的随机标量 $sk$ 作为私钥,然后生成公钥 $pk = sk \cdot g$ . + - Sign: 给定消息 $m\in\mathbb{G}$ ,那么该消息的签名为: $\Sigma=sk\cdot m$ . + - Verify: 给定 $m, \Sigma, pk$ ,验证等式: $e(m, pk)= e(\Sigma, g)$ + + 注意, $m, \Sigma$ 是 $G_1$ 元素, $pk,g$ 是 $G_2$ 元素。 + +2. 一般而言,消息都是任意长度的字符串,也可以理解为字节数组,或者一个比特流。为了使用 BLS 签名方案,则需要进行两步操作:一是把任意长度的字符串映射到固定长度的字符串,二是把固定长度字符串映射到群元素。 + + 如上所述,Challenge采用的方案是首先用 blake2b hash 算法把消息转换为 256 bits ,然后使用 `hash_to_curve` 技术把 256bits 串映射到群元素(Pedersen hash)。 + + - Blake2b Hash (`Cargo.toml` 添加 `blake2s_simd="version"` ) + + ```Rust + fn main() { + let msg = "I love you"; + let msg_bytes = msg.as_bytes(); + let h = blake2s_simd::blake2s(msg_bytes); + println!("{:?}", h); + } + // Hash(0x7b9db068deeda65efb3f07a3bab9242ad4e5fdbf3bf3f4d229c82f2ebc4beb90) + ``` + + - Pedersen Hash (`Cargo.toml` 添加 G1 element type of pairing-friendly curve, ) + + inputs: 固定长度 bits 串; output: G1 element + + 我们首先把 inputs 按照 $r$ 大小分成 $k$ 组, 即 $|bits|=r * k$ 。然后随机在指定配对友好型椭圆曲线的素数阶子群中选择 $k$ 个生成元 $g_1, g_2, \dots, g_k$ 。这些生成元必须是随机均匀取样,使得两两之间的关系是无从知晓的。最后计算 pedersen hash $h=m_1g_1+m_2g_2+\dots+m_kg_k$ 。其中如何把 $r$ 大小的 bits 分组编码成 $m_i$ 需要设计成一个 encoding_function (可以简单地将其转化成 ASCII 码,也可以自定义,比如Zcash)。 + + 因此,为了生成 pedersen hash 我们需要引入 pairing-friendly curve 、安全随机源、已经实现好的 pedersen primitive。 + + ```Rust + use ark_bls12_381::{G1Affine, G1Projective}; + use ark_crypto_primitives::crh::{ + pedersen::{Window, CRH}, + CRH as CRHScheme + }; + use blake2s_simd::Hash; + use rand::SeedableRng; + use rand_chacha::ChaCha20Rng; + + // Why? + #[derive(Clone)] + struct PedersenWindow {} + + impl Window for PedersenWindow { + const WINDOW_SIZE: usize = 1; + const NUM_WINDOWS: usize = 256; + } + + pub fn hash_to_curve(msg: &[u8]) -> (Vec, G1Affine) { + let rng_pedersen = &mut ChaCha20Rng::from_seed([ + 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, + 1, 1, + ]); + let parameters = CRH::::setup(rng_pedersen).unwrap(); + let b2hash = blake2s_simd::blake2s(msg); + ( + b2hash.as_bytes().to_vec(), + CRH::::evaluate(¶meters, b2hash.as_bytes()).unwrap() + ) + } + + fn main() { + let msg = "I love you"; + let msg_bytes = msg.as_bytes(); + let (b2hash, phash) = hash_to_curve(msg_bytes); + println!("{:?}, {}", &b2hash, &phash); + + let a: &[u8; 32] = b2hash.as_slice().try_into().unwrap(); + let aa = Hash::from(a); + println!("{:?}", &aa); + } + // [123, 157, 176, 104, 222, 237, 166, 94, 251, 63, 7, 163, 186, 185, 36, 42, 212, 229, 253, 191, 59, 243, 244, 210, 41, 200, 47, 46, 188, 75, 235, 144], GroupAffine(x=Fp384 "(159228A979000DA250128CABDE97477EEC6A0CADFAE580B7D8AD46F185F4B43AC373CB877FFFEFAB0172AF25562DAF4A)", y=Fp384 "(04CEBA318A27291276178BDD9093432691D6E9D8E7178CC75FAB366225D332012288DF8EB3CA48D828821EA37D78BC3A)") + // Hash(0x7b9db068deeda65efb3f07a3bab9242ad4e5fdbf3bf3f4d229c82f2ebc4beb90) + ``` + +## 0x02 Solution + +注意到 `hash_to_curve` 函数使用了同样的伪随机数生成器来挑选群生成元 $g_1, g_2, \dots, g_{256}$ ,这意味着每个消息的签名的计算方式为: $\Sigma_i=sk\cdot[b_1(m_i) g_1+b_2(m_i) g_2+\dots+b_{256}(m_i) g_{256}]$ ,其中 $m_i$ 表示第 $i$ 个消息, $b(m_i)$ 表示对第 $i$ 个消息进行 blake2s hash的哈希值,$b_j(m_i)$ 表示哈希值的第 $j$ 位,中括号([])里面的内容就是每个 `blake2s hash` 的 `pedersen hash` 结果,最后使用 $sk$ 进行签名。 + +从上述等式可知:由于 $g_1, g_2, \dots, g_{256}$ 和 $sk$ 均固定,那么任意两个签名之间是可以进行加法运算的,然后得到另一个未知消息的签名。解了这个【线性特性】之后,我们就可以解决这个puzzle了。 + +题目要我们给我们自定义的名字生成相应的签名,我们首先可直接算出名字的 `blake2s hash` ,当然我们可以继续计算 `pedersen hash` ,但是由于我们没有 $sk$ 信息,因此没办法直接计算出目标签名。 + +但是注意到,我们拥有 256 个消息及其签名,这意味我们可以进行线性组合(Linear Combination)。诚然,两个签名相加可以得到一个未知消息的签名,这个消息是不可控的,甚至是无意义的(因为是与生成器相乘的标量是布尔值,如果两个布尔值都为 1 ,那么加起来的结果为 2,显然不可能有某一个 hash 的二进制表示中的某一位是 2)。但是,线性代数教给我们一个利器:线性组合。我们拥有256个消息,那么其 `blake2s hash` 的每一位我们都是知道的,因此把这些消息的二进制表示作为行向量,形成了一个 $256*256$ 的矩阵 $A$ ,我们的目标是生成一个 $1 * 256$ 行向量 $y$ 。那么问题就转换为,寻找一个线性组合解 $x$ ,满足 $xA=y$ 。有了这个线性组合解,我们就可以使用这 256 个消息来构造出我们想要的消息 $m$ ,又因为签名具有线性特性,那么使用这个解去线性组合这 256 个签名得到的就是目标消息的签名。 + +需要注意的是,由于我们最终需要使用解去线性组合签名,而后续与生成器进行乘法操作时要求标量在 $F_r$ 上,因此在进行矩阵运算时,我们需要把所有的元素都表示在 $F_r$ 中。 + +数学表达为: + +$$ +\vec{x}\cdot sk\cdot \begin{pmatrix} b_1(m_1)&b_2(m_1)&\dots&b_{256}(m_1)\\ b_1(m_2)&b_2(m_2)&\dots&b_{256}(m_2)\\ \vdots&\vdots&\ddots&\vdots\\ b_1(m_{256})&b_2(m_{256})&\dots&b_{256}(m_{256 })\\ \end{pmatrix} \cdot \begin{pmatrix} g_1\\g_2\\\vdots\\g_{256} \end{pmatrix} =\vec{x}\cdot \begin{pmatrix} \Sigma_1\\\Sigma_2\\\vdots\\\Sigma_{256} \end{pmatrix} +$$ + +## 0x03 Code + +见 `code/` 文件夹。 \ No newline at end of file diff --git a/docs/crypto/oven.md b/docs/crypto/oven.md new file mode 100644 index 0000000..d9d6827 --- /dev/null +++ b/docs/crypto/oven.md @@ -0,0 +1,198 @@ +--- +title: Crypto - Oven +description: 2023 | ParadigmCTF | Crypto +--- + +## 0x00 Puzzle Discription + +> 题目地址: https://github.com/paradigmxyz/paradigm-ctf-2023/tree/main/oven + +源码如下: + +```python +#!/usr/bin/env python3 +from Crypto.Util.number import * +import random +import os +import hashlib + +FLAG = os.getenv("FLAG", "PCTF{flag}").encode("utf8") +FLAG = bytes_to_long(FLAG[5:-1]) +assert FLAG.bit_length() < 384 + +BITS = 1024 + + +def xor(a, b): + return bytes([i ^ j for i, j in zip(a, b)]) + + +# This doesn't really matter right??? +def custom_hash(n): + state = b"\x00" * 16 + for i in range(len(n) // 16): + state = xor(state, n[i : i + 16]) + + for _ in range(5): + state = hashlib.md5(state).digest() + state = hashlib.sha1(state).digest() + state = hashlib.sha256(state).digest() + state = hashlib.sha512(state).digest() + hashlib.sha256(state).digest() + + value = bytes_to_long(state) + + return value + + +def fiat_shamir(): + p = getPrime(BITS) + g = 2 + y = pow(g, FLAG, p) + + v = random.randint(2, 2**512) + + t = pow(g, v, p) + c = custom_hash(long_to_bytes(g) + long_to_bytes(y) + long_to_bytes(t)) + r = (v - c * FLAG) % (p - 1) + + assert t == (pow(g, r, p) * pow(y, c, p)) % p + + return (t, r), (p, g, y) + + +while True: + resp = input("[1] Get a random signature\n[2] Exit\nChoice: ") + if "1" in resp: + print() + (t, r), (p, g, y) = fiat_shamir() + print(f"t = {t}\nr = {r}") + print() + print(f"p = {p}\ng = {g}\ny = {y}") + print() + elif "2" in resp: + print("Bye!") + exit() +``` + +代码功能:用户可以获取 FLAG 随机签名,生成随机签名的逻辑就在 `fiat-shamir` 函数里。使用了自定义的hash函数 `custom_hash` 来生成哈希,这个函数分别调用了四种不同的hash算法,因此想要破解其随机性目前是不可能的。 + +另外, `Fiat Shamir` 变换是密码学中非常重要的工具,它的核心在于使用hash算法来生成随机数,为密码协议添加了随机性。FS变换一个典型应用就是为零知识证明系统系统引入了非交互性,进而构造出 snark、stark 等协议。 + +从上述源码,我们可获得的信息有 `t, r, p, g, y` ,其实 c 是可以求出,即使用题目条件中的 `custom_hash` 函数。那么可能发生的漏洞点集中在 `fiat_shamir` 函数中,它是对 FLAG 进行签名的函数功能部分,重点关注: `r = (v - c * FLAG) % (p - 1)` 。对于这个式子,目前我们可以获得的信息有: `r, c, p` 均是已知值,且 FLAG 的位数已经确定: `assert FLAG.bit_length() < 384` 。 可以联想到 Dan Boneh 在 1996 年提出的 [HNP](https://crypto.stanford.edu/~dabo/pubs/abstracts/dhmsb.html) 问题(模数可变),可使用标准的格算法进行攻击。更加详细基于格攻击的密码分析请参考[论文](https://tpm.fail/tpmfail.pdf)。 + +## 0x01 Analysis + +问题就出在代码: `r = (v - c * FLAG) % (p - 1)` 上,由于 r,c,p均是已知值,于是: + +1. 首先对上述式子进行数学变形: $r-v+c*FLAG=0\mod (p-1)$ ,只有 v 和 FLAG 是未知数。 + +2. 我们可以根据上述式子构建 Lattice: + $$ + M=\begin{pmatrix} + (q_1-1)&&&&\\ + &(q_2-1)&&&\\ + &&(q_3-1)&&\\ + c_1&c_2&c_3&1&\\ + r_1&r_2&r_3&0&K\\ + \end{pmatrix} + $$ + +解释: + +- K是FLAG的一个上界 +- 空白处均为0 + +3. 根据 Babai 的CVP解决算法,一定存在一个解向量 $\pmb{j}=(l_1,l_2,l_3,FLAG,1)$ ,使得 $\pmb{j}M=\pmb{j_k}$ 成立 +4. 注意到 $\pmb{j_k}$ 在格中是一个短向量,于是我们可以采用 LLL 算法在多项式时间内找到这个短向量。注意,短向量的每一个元素用 64bit 可以表示,于是确定上界 $K=2^{64}$ 。 + +#### 小技巧 + +这里解释一下数据量的问题,如何知道需要多少组数据可以恢复出 FLAG 呢?这个需要使用到 gaussian heuristic 估计最短向量长度,要求的目标向量范数小于这个长度即可。【但是由于这是CTF比赛背景,所以一般情况下可以先用三四五组数据,如果不行,在用上述方法精确计算。这里我先收集了5组数据备用,实际上用了3组数据,就可解出FLAG】。 + +## 0x02 EXP + +完整EXP(需要sage-python环境): + +```python +from Crypto.Util.number import * +import hashlib + +def xor(a, b): + return bytes([i ^^ j for i, j in zip(a, b)]) // 注意你的sage环境的异或操作运算符,这个sage10.0版本 + +def custom_hash(n): + state = b"\x00" * 16 + for i in range(len(n) // 16): + state = xor(state, n[i : i + 16]) + + for _ in range(5): + state = hashlib.md5(state).digest() + state = hashlib.sha1(state).digest() + state = hashlib.sha256(state).digest() + state = hashlib.sha512(state).digest() + hashlib.sha256(state).digest() + + value = bytes_to_long(state) + + return value + + + +g = 2 + +t, r, p, y = [0] * 5 , [0] * 5, [0] * 5, [0] * 5 +t[0] = 77203516334611379622052884088061339907818193440975523438325956774518601252973654146535129884349539724229562993644509567711307331031087898034347437358013492439542334272757402388064753335866738748958633246857368058563448192261648964749496750146315450540579452655462143813022469489449782882109182150142188348915 +r[0] = 116220687218790216091346463439819557695309512176282372943331613053767874084111192169275378671194392846117055362014832383093646731110903547936340541580638231783076185430700045752799252596702505486227877656990705143138976716233681199944248043915239678537679463030334043412573684866623347545004904612417007327217 +p[0] = 120199526136097511651530856988060166616679725925744594620901500430819054365226668422844742178771316732438545888088210068701212930988908604238682153307940417480817112540019257024703372145496636861112290091005527647339212358159274475077103689996624113678044891963676612334769162753166782062809526104431258739517 +y[0] = 113120257926989954605307518460817169666869094087243249194566086300779837721481071230484420555504633839932263287201776945834030877253212748181186108770595676114564711457140738635967367144272960236148346810327070118837330648022676963528356209004524421455348155068637534190736042536625876773755044593606026293621 + +t[1] = 41870694301936832255997763505666386906032641226067235004722895066736677752643938706563985367861597477876358530714740119529535551345537670465925209944735777464498665457291484991606280197421907773811941255514802343059520166452091324746732103649911088736843268706303230993742963740287185306251052313964374872878 +r[1] = 12006544761341621619143613218949584457040818188588282396732221317912350712975184254483346994199077889478797005980544401923303196850089656891130607887735812677733676744158835380723268515678724429529904080449565289532493612340517128773817940478185157405384294596975266141639161297056291778600404606940053392754 +p[1] = 144976418899543143198454834264506179459614866666312385853989423989111679486891620786778481577472101748200328617607483446519049911023390427543308348494008425688855119367843479385647790189753163858970088620586505610840306212549243890107847423807556106192434514110736278569625282073529181653986405771513594134987 +y[1] = 115167386542298909971939136044531943159982371048242494889745996527683250097061534781946312891817534916886291355204474301571862159042350976750824212346443402817552375266223638549309886922860921533308382456941718605370216473858986207878047206914813902333192745354148659984602740644345120423788258359941122554440 + +t[2] = 87583398382601313926735945950364130572816213989909728661491063393166341618362097121819023078210854251839415225428442334046015192711593400640556960974162962105001700930842075200923675422451049033428478754684678493480503204152097382431043129863362081278994409790477935899740897031656629902670114002180266872266 +r[2] = 102934065416140965550261549535302192284582871606378190882003659362832329206469482926448881926648454509204767788745574969527319053553977362277660636749471357711849435384231867496681956889560719871615670691536165668156919285052370364456208767031233707532145718791283351837119192545712583721765194876277656314501 +p[2] = 148550372281025138704553107737801144273208690400094973764375300381759456124146034135721454543469874579375457504983315183916592877731262163382903701414433532933994780412246010260680217160047355295328211970740422311833479381733781665221952277321615395653804905426059251551309558237245071919868160643681548296643 +y[2] = 140198181685722792932050421128846820269664976993249152496309458637445728558822919357043381776927596511506695168631000635135982453895569864162220417018046902591680662347467431250148020323787868422484882819040766008876291088199475630773774170507517261352416744218315033367149608507518388781373699289693595499544 + +t[3] = 84522638373733120165414722745998118253921972157096808350845007682435315263298662575419222718886673005893479175168776223733676055437884841441137160382376309254755315837431162807596684224207280410300146602535834124511928134257346386899792746556440632650091111389088724071203568000188430042064500145669267026805 +r[3] = 18194520459417696159241442307764982202112775710358263541565999857475375951014745782344717997571109484480490257320469370655821185611675102820226656623202547826938945675557174044055104570245311622199906030109190773202049867448625926033119474090713737736579814394048548084259404911639299693897437586858871472420 +p[3] = 103592121279236435866010649601463899558315038309765463516665073413464806869884601040096405354399740035138081866812671953467986059509640644754973422603659825874707510675199511411437487386173194105311776020901134014680450244319046258962912483163270496586124101308664731409973532774829535980996775736651508448187 +y[3] = 14795900031448786771559087453548388682769488350377145090464794455644462363656204398769939585810191748312766604278524960492756615478207654208905403516432929452543777164921589629460212814049479518397521600744701463005793924336243982001830978693343863219168046923285752069874971698699611717027496799587761203398 + +t[4] = 137831113158715069584199906447354477289195801883097400523644937444161950367086728510388467524069532778534704803863447302183665431906725284462350375136938902398115607751357373983532375894744842377064414618294084293556345908653608825144019924463160996581138334794345538184522294219836499291245958693984828705682 +r[4] = 3997479613798995088324714249284251759517244566415954213469045459939167234231804927756343425727094668124791771030709612850292188541459113635924389128360073088700133564458353848851347410209029075825332791761713207287049093830610503236793718093861017715600469118069736180200062407135030791797264421955154056362 +p[4] = 138872772594377036406739890812487312629206229880091799534033353266413752242871671695030657233827552372256865312690361457743622953282647882392520626248323032818493170021525093526571072858177665184977821075559705014261503440906447428819858532553737164369106583570452357928945241596555378143414688075425304805029 +y[4] = 26528279589882510502916765470759890048295757018825608100058824483278181810141819962488106009190787416456734047325734614749916264837565765983213768504298640943869226245566784325431289650031372028094050672872660334951958006567067601586551947694563576820491204290496425885685101313332190690230962899252834723225 + +i = 0 +C = [0] +R = [0] +while i < 5: + C.append(custom_hash(long_to_bytes(g) + long_to_bytes(y[i]) + long_to_bytes(t[i]))) + R.append(r[i]) + i += 1 + +C = C[1:] +R = R[1:] +# print(C) +# print(R) + +M = matrix(ZZ, 5, 5) +for i in range(3): + M[i, i] = p[i] + M[3, i] = C[i] + M[4, i] = R[i] + M[i, 3] = M[i, 4] = 0 +M[3, 3] = 1 +M[4, 4] = 2^64 +M[3, 4]= 0 + +v = M.LLL()[0] +print(v) +flag = v[3] % p[3] +print(long_to_bytes(flag)) + +``` + +最终的结果为: `pctf{F1at_shAm1R_HNP_g0_Cr4ZyyYy_m0rE_1iK3_f4T_Sh4mIr}` \ No newline at end of file diff --git a/docs/imgs/welcome.jpg b/docs/imgs/welcome.jpg new file mode 100644 index 0000000..1ebcb90 Binary files /dev/null and b/docs/imgs/welcome.jpg differ diff --git a/docs/index.md b/docs/index.md new file mode 100644 index 0000000..71adc66 --- /dev/null +++ b/docs/index.md @@ -0,0 +1,12 @@ +# Welcome to ZK Puzzle Writeups + +Hi, I am Xor0v0, + +- pursuing a Master's degree in Applied Cryptography (research on Zero Knowledge Proof and Lattice Analysis) +- web2/web3/Cryptography Security ehthusiast +- CTFer and zkHACKer + +
+ +## Recent Blogs +{{ blog_content }} diff --git a/mkdocs.yml b/mkdocs.yml new file mode 100644 index 0000000..8eaa8ee --- /dev/null +++ b/mkdocs.yml @@ -0,0 +1,102 @@ +site_name: ZK Puzzle Writeups +site_author: Xor0v0 +site_url: https://xor0v0.github.io/zk-puzzle-writeups/ +copyright: Copyright © 2024 - 2030 Xor0v0 + +# Repository +repo_name: 'Xor0v0/ZK-Puzzle-Writeups' +repo_url: https://github.com/Xor0v0/ZK-Puzzle-Writeups + +nav: + - 简介: + -首页: index.md + - Crypto: + - Oven: crypto/oven.md + - Let's hash it out: crypto/lets-hash-it-out/lets-hash-it-out.md + +# Theme +theme: + name: 'material' + # custom_dir: docs/overrides + language: 'zh' + palette: + primary: 'white' + accent: 'teal' + icon: + logo: material/school + features: + - navigation.tabs + - navigation.top + - navigation.tracking + - search.suggest + - search.highlight + - search.share + font: + text: 'Fira Sans' + code: 'Fira Mono' + + +plugins: + - search + - git-revision-date-localized: + type: datetime + timezone: Asia/Shanghai + locale: zh + - git-authors + - blogging: + theme: + name: card + features: + tags: + insert: top + size: 5 + paging: false + show_total: false + dirs: + - blockchain + - crypto + # - misc + # - pwn + # - reverse + # - web + + +extra_javascript: + - https://polyfill.io/v3/polyfill.min.js?features=es6 + - https://cdn.jsdelivr.net/npm/mathjax@3/es5/tex-mml-chtml.js + - https://busuanzi.ibruce.info/busuanzi/2.3/busuanzi.pure.mini.js + +# Extensions +markdown_extensions: + - admonition + - codehilite: + guess_lang: false + linenums: true + - def_list + - footnotes + - meta + - toc: + permalink: true + - pymdownx.arithmatex: + generic: true + - pymdownx.caret + - pymdownx.critic + - pymdownx.details + - attr_list + - pymdownx.emoji: + emoji_index: !!python/name:materialx.emoji.twemoji + emoji_generator: !!python/name:materialx.emoji.to_svg + - pymdownx.inlinehilite + - pymdownx.keys + - pymdownx.magiclink + - pymdownx.mark + - pymdownx.progressbar + - pymdownx.smartsymbols + - pymdownx.superfences: + custom_fences: + - name: math + class: arithmatex + format: !!python/name:pymdownx.arithmatex.fence_mathjax_format + - pymdownx.tasklist: + custom_checkbox: true + - pymdownx.tilde