diff --git a/modules/sdk-lib-mpc/.mocharc.js b/modules/sdk-lib-mpc/.mocharc.js
index 38ad92e834..4c7cdf5c21 100644
--- a/modules/sdk-lib-mpc/.mocharc.js
+++ b/modules/sdk-lib-mpc/.mocharc.js
@@ -2,7 +2,7 @@
 
 module.exports = {
   require: 'ts-node/register',
-  timeout: '20000',
+  timeout: '40000',
   reporter: 'min',
   'reporter-option': ['cdn=true', 'json=false'],
   exit: true,
diff --git a/modules/sdk-lib-mpc/package.json b/modules/sdk-lib-mpc/package.json
index 5ba8b9d0cf..3a7e4179f1 100644
--- a/modules/sdk-lib-mpc/package.json
+++ b/modules/sdk-lib-mpc/package.json
@@ -10,6 +10,7 @@
     "build": "yarn tsc --build --incremental --verbose .",
     "fmt": "prettier --write .",
     "check-fmt": "prettier --check .",
+    "fix-fmt": "prettier --write .",
     "clean": "rm -r ./dist",
     "lint": "eslint --quiet .",
     "prepare": "npm run build"
diff --git a/modules/sdk-lib-mpc/src/tss/ecdsa/generatePaillierKey.ts b/modules/sdk-lib-mpc/src/tss/ecdsa/generatePaillierKey.ts
new file mode 100644
index 0000000000..2fbb207a37
--- /dev/null
+++ b/modules/sdk-lib-mpc/src/tss/ecdsa/generatePaillierKey.ts
@@ -0,0 +1,32 @@
+import * as bcu from 'bigint-crypto-utils';
+import { PublicKey, PrivateKey, KeyPair } from 'paillier-bigint';
+import { prove } from './paillierBlumProof';
+import { DeserializedKeyPairWithPaillierBlumProof, RawPaillierKey } from './types';
+
+// Implementation based on paillier-bigint's generateRandomKeys
+export async function generatePaillierKey(bitlength = 3072): Promise<RawPaillierKey> {
+  let [p, q, n] = [BigInt(0), BigInt(0), BigInt(0)];
+  do {
+    p = await bcu.prime(Math.floor(bitlength / 2) + 1);
+    q = await bcu.prime(Math.floor(bitlength / 2));
+    n = p * q;
+  } while (q === p || q % BigInt(4) !== BigInt(3) || p % BigInt(4) !== BigInt(3) || bcu.bitLength(n) !== bitlength);
+  const lambda = (p - BigInt(1)) * (q - BigInt(1));
+  const mu = bcu.modInv(lambda, n);
+  return { n, lambda, mu, p, q };
+}
+
+export async function generatePaillierKeyWithProof(
+  bitlength = 3072
+): Promise<DeserializedKeyPairWithPaillierBlumProof> {
+  const key = await generatePaillierKey(bitlength);
+  const proof = await prove(key.p, key.q);
+  return { ...key, ...proof };
+}
+
+export function rawPaillierKeyToPaillierKey(n: bigint, lambda: bigint, mu: bigint, p: bigint, q: bigint): KeyPair {
+  const g = n + BigInt(1);
+  const publicKey = new PublicKey(n, g);
+  const privateKey = new PrivateKey(lambda, mu, publicKey, p, q);
+  return { publicKey, privateKey };
+}
diff --git a/modules/sdk-lib-mpc/src/tss/ecdsa/index.ts b/modules/sdk-lib-mpc/src/tss/ecdsa/index.ts
index 3142c603e1..00faf60ce0 100644
--- a/modules/sdk-lib-mpc/src/tss/ecdsa/index.ts
+++ b/modules/sdk-lib-mpc/src/tss/ecdsa/index.ts
@@ -1,6 +1,7 @@
 export * as EcdsaTypes from './types';
-export * as EcdsaRangeProof from './rangeproof';
-export * as EcdsaPaillierProof from './paillierproof';
+export * as EcdsaRangeProof from './rangeProof';
+export * as EcdsaPaillierProof from './paillierProof';
 export * as EcdsaZkVProof from './zkVProof';
-
+export * as EcdsaNoSmallFactorsProof from './noSmallFactorsProof';
+export * from './generatePaillierKey';
 export const minModulusBitLength = 3072;
diff --git a/modules/sdk-lib-mpc/src/tss/ecdsa/noSmallFactorsProof.ts b/modules/sdk-lib-mpc/src/tss/ecdsa/noSmallFactorsProof.ts
new file mode 100644
index 0000000000..e94666fbd5
--- /dev/null
+++ b/modules/sdk-lib-mpc/src/tss/ecdsa/noSmallFactorsProof.ts
@@ -0,0 +1,145 @@
+/**
+ * Implementation of No Small Factors ($\Pi^\text{fac}).
+ * https://eprint.iacr.org/2020/492.pdf Section B.4
+ */
+import { createHash } from 'crypto';
+import { bitLength, randBetween } from 'bigint-crypto-utils';
+import { modPow } from 'bigint-mod-arith';
+import { bigIntFromBufferBE, bigIntToBufferBE } from '../../util';
+import { DeserializedNoSmallFactorsProof } from './types';
+
+const ORDER = BigInt('0xfffffffffffffffffffffffffffffffebaaedce6af48a03bbfd25e8cd0364141');
+const ELL = BigInt(256);
+const EPSILON = BigInt(BigInt(2) * ELL);
+
+/**
+ * Generate pseudo-random challenge value $e$ for $(N, w)$.
+ * @param N - the prime number to verify is a product of two large primes.
+ * @param w - a random number with the same bitLength as N, that satisfies the Jacobi of w is -1 wrt N.
+ * @returns {bigint} - challenge value $e$.
+ */
+function generateE(N: bigint, w: bigint): bigint {
+  const digest = createHash('shake256', { outputLength: 1 + Math.floor((bitLength(ORDER) + 7) / 8) })
+    .update(bigIntToBufferBE(N))
+    .update('$')
+    .update(bigIntToBufferBE(w))
+    .update('$')
+    .digest();
+  const e = bigIntFromBufferBE(digest.subarray(1)) % ORDER;
+  if (digest[0] & 1) {
+    return -e;
+  }
+  return e;
+}
+
+/**
+ * Calculate the closest integer square root of $n$.
+ * @param n - the number to calculate the square root of.
+ * @returns {bigint} - $n$'s closest integer square root.
+ */
+function isqrt(n: bigint): bigint {
+  if (n < BigInt(0)) {
+    throw new Error();
+  }
+  if (n < BigInt(2)) {
+    return n;
+  }
+  function newtonIteration(n: bigint, x0: bigint) {
+    const x1 = (n / x0 + x0) >> BigInt(1);
+    if (x0 === x1 || x0 === x1 - BigInt(1)) {
+      return x0;
+    }
+    return newtonIteration(n, x1);
+  }
+  return newtonIteration(n, BigInt(1));
+}
+
+/**
+ * Prove that $n0$ has no small factors, where $n0$ is the product of two large primes.
+ * @param p - a large prime.
+ * @param q - a large prime.
+ * @param w - a random number with the same bitLength as $p * q$, that satisfies the Jacobi of w is -1 wrt $n0$.
+ * @param nHat - a safe bi-prime, such as that returned from rangeProof.generateNTilde.
+ * @param s - security parameters for $nHat$ such as the $h1$ value returned from rangeProof.generateNTilde.
+ * @param t - security parameters for $nHat$ such as the $h2$ value returned from rangeProof.generateNTilde.
+ * @returns proof that the product of $p * q$ has no small factors.
+ */
+export function prove(
+  p: bigint,
+  q: bigint,
+  w: bigint,
+  nHat: bigint,
+  s: bigint,
+  t: bigint
+): DeserializedNoSmallFactorsProof {
+  const n0 = p * q;
+  const e = generateE(n0, w);
+  const sqrtN0 = isqrt(n0);
+  const alpha = randBetween(sqrtN0 << (ELL + EPSILON), -sqrtN0 << (ELL + EPSILON));
+  const beta = randBetween(sqrtN0 << (ELL + EPSILON), -sqrtN0 << (ELL + EPSILON));
+  const rho = randBetween((nHat * n0) << ELL, -(nHat * n0) << ELL);
+  // Commit to p.
+  const mu = randBetween(BigInt(1) << ELL, BigInt(-1) << ELL);
+  const P = (modPow(s, p, nHat) * modPow(t, mu, nHat)) % nHat;
+  // Commit to q.
+  const nu = randBetween(BigInt(1) << ELL, BigInt(-1) << ELL);
+  const Q = (modPow(s, q, nHat) * modPow(t, nu, nHat)) % nHat;
+  // Commit to alpha.
+  const x = randBetween(BigInt(1) << (ELL + EPSILON), BigInt(-1) << (ELL + EPSILON));
+  const A = (modPow(s, alpha, nHat) * modPow(t, x, nHat)) % nHat;
+  // Commit to beta.
+  const y = randBetween(BigInt(1) << (ELL + EPSILON), BigInt(-1) << (ELL + EPSILON));
+  const B = (modPow(s, beta, nHat) * modPow(t, y, nHat)) % nHat;
+  // Commit to Q and alpha.
+  const r = randBetween((nHat * n0) << (ELL + EPSILON), -(nHat * n0) << (ELL + EPSILON));
+  const T = (modPow(Q, alpha, nHat) * modPow(t, r, nHat)) % nHat;
+
+  const rhoHat = rho - nu * p;
+  const z1 = alpha + e * p;
+  const z2 = beta + e * q;
+  const w1 = x + e * mu;
+  const w2 = y + e * nu;
+  const v = r + e * rhoHat;
+
+  return { P, Q, A, B, T, rho, z1, z2, w1, w2, v };
+}
+
+/**
+ * Verify that $n0$ is not the product of any small factors.
+ * @param n0 - a modulus that is the product of $p$ and $q$.
+ * @param w - a random number with the same bitLength as $n0$, that satisfies the Jacobi of w is -1 wrt $n0$.
+ * @param nHat - a safe bi-prime, such as that returned from rangeProof.generateNTilde.
+ * @param s - security parameters for $nHat$ such as the $h1$ value returned from rangeProof.generateNTilde.
+ * @param t - security parameters for $nHat$ such as the $h2$ value returned from rangeProof.generateNTilde.
+ * @param proof - a proof generated by noSmallFactors.prove.
+ * @returns true if verification successful.
+ */
+export function verify(
+  n0: bigint,
+  w: bigint,
+  nHat: bigint,
+  s: bigint,
+  t: bigint,
+  proof: DeserializedNoSmallFactorsProof
+): boolean {
+  const { P, Q, A, B, T, rho, z1, z2, w1, w2, v } = proof;
+  const e = generateE(n0, w);
+  const sqrtN0 = isqrt(n0);
+  const R = (modPow(s, n0, nHat) * modPow(t, rho, nHat)) % nHat;
+  if ((modPow(s, z1, nHat) * modPow(t, w1, nHat)) % nHat !== (A * modPow(P, e, nHat)) % nHat) {
+    throw new Error('Could not verify no small factors proof');
+  }
+  if ((modPow(s, z2, nHat) * modPow(t, w2, nHat)) % nHat !== (B * modPow(Q, e, nHat)) % nHat) {
+    throw new Error('Could not verify no small factors proof');
+  }
+  if ((modPow(Q, z1, nHat) * modPow(t, v, nHat)) % nHat !== (T * modPow(R, e, nHat)) % nHat) {
+    throw new Error('Could not verify no small factors proof');
+  }
+  if (z1 < -sqrtN0 << (ELL + EPSILON) || z1 > sqrtN0 << (ELL + EPSILON)) {
+    throw new Error('Could not verify no small factors proof');
+  }
+  if (z2 < -sqrtN0 << (ELL + EPSILON) || z2 > sqrtN0 << (ELL + EPSILON)) {
+    throw new Error('Could not verify no small factors proof');
+  }
+  return true;
+}
diff --git a/modules/sdk-lib-mpc/src/tss/ecdsa/paillierBlumProof.ts b/modules/sdk-lib-mpc/src/tss/ecdsa/paillierBlumProof.ts
new file mode 100644
index 0000000000..15326e75bc
--- /dev/null
+++ b/modules/sdk-lib-mpc/src/tss/ecdsa/paillierBlumProof.ts
@@ -0,0 +1,149 @@
+import { createHash } from 'crypto';
+import { bitLength, randBits, isProbablyPrime } from 'bigint-crypto-utils';
+import { gcd, modInv, modPow } from 'bigint-mod-arith';
+import { bigIntFromBufferBE, bigIntToBufferBE } from '../../util';
+import { DeserializedPaillierBlumProof } from './types';
+
+// Security parameter.
+const m = 80;
+
+/**
+ * Generate psuedo-random quadratic residue for (N, w, i).
+ * @param N - the prime number to verify is a product of two large primes.
+ * @param w - a random number with the same bitLength as N, that satisfies the Jacobi of w is -1 wrt N.
+ * @returns {bigint[]} - set of challenges for N
+ */
+function generateY(N, w): bigint[] {
+  const NBuf = bigIntToBufferBE(N);
+  const wBuf = bigIntToBufferBE(w, NBuf.length);
+  let counter = 0;
+  return Array(m)
+    .fill(null)
+    .map((_) => {
+      while (true) {
+        let h = bigIntFromBufferBE(
+          // TypeScript doesn't like us using `outputLength` in the transform options,
+          // but it is required for shake256.
+          createHash('shake256', { outputLength: Math.floor((bitLength(N) + 7) / 8) })
+            .update(Buffer.from([counter++]))
+            .update('$')
+            .update(NBuf)
+            .update('$')
+            .update(wBuf)
+            .update('$')
+            .digest()
+        );
+        h = (h * h) % N;
+        if (gcd(h, N) === BigInt(1)) {
+          return h;
+        }
+      }
+    });
+}
+
+// https://en.wikipedia.org/wiki/Jacobi_symbol#Implementation_in_C++
+function jacobi(a, n): bigint {
+  // a/n is represented as (a,n)
+  if (n <= BigInt(0)) {
+    throw new Error('n must greater than 0');
+  }
+  if (n % BigInt(2) !== BigInt(1)) {
+    throw new Error('n must be odd');
+  }
+  // step 1
+  a = a % n;
+  let t = BigInt(1);
+  let r;
+  // step 3
+  while (a !== BigInt(0)) {
+    // step 2
+    while (a % BigInt(2) === BigInt(0)) {
+      a /= BigInt(2);
+      r = n % BigInt(8);
+      if (r === BigInt(3) || r === BigInt(5)) {
+        t = -t;
+      }
+    }
+    // step 4
+    r = n;
+    n = a;
+    a = r;
+    if (a % BigInt(4) === BigInt(3) && n % BigInt(4) === BigInt(3)) {
+      t = -t;
+    }
+    a = a % n;
+  }
+  if (n === BigInt(1)) {
+    return t;
+  }
+  return BigInt(0);
+}
+
+/**
+ * Prove that a modulus (p*q) is the product of two large safe primes (p and q).
+ * @param {bigint} p The larger prime factor of the modulus
+ * @param {bigint} q The smaller prime factor of the modulus.
+ * @returns {DeserializedPaillierBlumProof} The proof that the modulus is the product of two large primes.
+ */
+export async function prove(p: bigint, q: bigint): Promise<DeserializedPaillierBlumProof> {
+  // Prover selects random w with Jacobi symbol 1 wrt N.
+  const N = p * q;
+  const l = (p - BigInt(1)) * (q - BigInt(1));
+  const d = modInv(N, l);
+  let w;
+  while (true) {
+    w = bigIntFromBufferBE(Buffer.from(await randBits(bitLength(N))));
+    if (jacobi(w, N) === BigInt(-1)) {
+      break;
+    }
+  }
+  // This is calculating the inverse of the function y^4 mod N,
+  // i.e.y ^ (1 / 4), where N = pq is a blum integer using HOC - Fact 2.160
+  // from cacr.uwaterloo.ca / hac / about / chap2.pdf
+  // Prover generates y_i.
+  const y = generateY(N, w);
+  // Prover calculates z_i = y_i ^ d mod N
+  const z = y.map((y_i) => modPow(y_i, d, N));
+  // Prover calculates x_i = y_i ^ 1/4 mod N using [HOC - Fact 2.160]
+  const e = ((l + BigInt(4)) / BigInt(8)) ** BigInt(2);
+  const x = y.map((y_i) => modPow(y_i, e, N));
+  return { w, x, z };
+}
+
+/**
+ * Verify that N is the product of two large primes.
+ * @param {bigint} N The prime number being verified.
+ * @param {DeserializedPaillierBlumProof} The proof to verify N is a product of two large primes.
+ * @returns {boolean} True if N is a product of two large primes, and false otherwise.
+ */
+export async function verify(N: bigint, { w, x, z }: DeserializedPaillierBlumProof): Promise<boolean> {
+  // Verifier checks N > 1.
+  if (N <= 1) {
+    throw new Error('N must be greater than 1');
+  }
+  // Verifier checks N is odd.
+  if (N % BigInt(2) !== BigInt(1)) {
+    throw new Error('N must be an odd number');
+  }
+  // Verifier checks N is not prime.
+  if (await isProbablyPrime(N, 24)) {
+    throw new Error('N must be a composite number');
+  }
+  // Verifier checks that the Jacobi symbol for w is 1 wrt N.
+  if (jacobi(w, N) !== BigInt(-1)) {
+    throw new Error('Jacobi symbol of w must be -1 wrt to N');
+  }
+  // Verifier generates y_i.
+  const y = generateY(N, w);
+  for (let i = 0; i < m; i++) {
+    // Verifier checks z_i ^ N mod N == y_i.
+    if (modPow(z[i], N, N) !== y[i]) {
+      throw new Error(`Paillier verification of z[${i}] failed`);
+    }
+    // Verifier checks x_i ^ 4 mod N == y_i.
+    if (modPow(x[i], 4, N) !== y[i]) {
+      throw new Error(`Paillier verification of x[${i}] failed`);
+    }
+  }
+  return true;
+}
diff --git a/modules/sdk-lib-mpc/src/tss/ecdsa/paillierproof.ts b/modules/sdk-lib-mpc/src/tss/ecdsa/paillierProof.ts
similarity index 100%
rename from modules/sdk-lib-mpc/src/tss/ecdsa/paillierproof.ts
rename to modules/sdk-lib-mpc/src/tss/ecdsa/paillierProof.ts
diff --git a/modules/sdk-lib-mpc/src/tss/ecdsa/rangeproof.ts b/modules/sdk-lib-mpc/src/tss/ecdsa/rangeProof.ts
similarity index 100%
rename from modules/sdk-lib-mpc/src/tss/ecdsa/rangeproof.ts
rename to modules/sdk-lib-mpc/src/tss/ecdsa/rangeProof.ts
diff --git a/modules/sdk-lib-mpc/src/tss/ecdsa/types.ts b/modules/sdk-lib-mpc/src/tss/ecdsa/types.ts
index da919605fc..a821e7522f 100644
--- a/modules/sdk-lib-mpc/src/tss/ecdsa/types.ts
+++ b/modules/sdk-lib-mpc/src/tss/ecdsa/types.ts
@@ -1,6 +1,13 @@
-// Ntilde Proof where both alpha and t are a set of 128 proofs each.
-import { bigIntToHex, convertBigIntArrToHexArr, convertHexArrToBigIntArr, hexToBigInt } from '../../util';
+import {
+  bigIntToHex,
+  convertBigIntArrToHexArr,
+  convertHexArrToBigIntArr,
+  hexToBigInt,
+  hexToSignedBigInt,
+  signedBigIntToHex,
+} from '../../util';
 
+// Ntilde Proof where both alpha and t are a set of 128 proofs each.
 interface NtildeProof<T> {
   alpha: T[];
   t: T[];
@@ -195,6 +202,55 @@ export function serializePaillierChallengeWithProofs(
   };
 }
 
+type paillierBlumProof<T> = {
+  w: T;
+  x: T[];
+  z: T[];
+};
+
+export type SerializedPaillierBlumProof = paillierBlumProof<string>;
+export type DeserializedPaillierBlumProof = paillierBlumProof<bigint>;
+
+/**
+ * Deserializes a paillier challenge and its proof from hex strings to big ints.
+ * @param paillierBlumProof
+ */
+export function deserializePaillierBlumProof(
+  paillierBlumProof: SerializedPaillierBlumProof
+): DeserializedPaillierBlumProof {
+  return {
+    w: hexToBigInt(paillierBlumProof.w),
+    x: convertHexArrToBigIntArr(paillierBlumProof.x),
+    z: convertHexArrToBigIntArr(paillierBlumProof.z),
+  };
+}
+
+/**
+ * Serializes a paillier challenge and its proof to hex strings.
+ * @param paillierBlumProof
+ */
+export function serializePaillierBlumProof(
+  paillierBlumProof: DeserializedPaillierBlumProof
+): SerializedPaillierBlumProof {
+  return {
+    w: bigIntToHex(paillierBlumProof.w, 768),
+    x: convertBigIntArrToHexArr(paillierBlumProof.x, 768),
+    z: convertBigIntArrToHexArr(paillierBlumProof.z, 768),
+  };
+}
+
+export type RawPaillierKey = {
+  // public modulus
+  n: bigint;
+  // private fields
+  lambda: bigint;
+  mu: bigint;
+  p: bigint;
+  q: bigint;
+};
+
+export type DeserializedKeyPairWithPaillierBlumProof = DeserializedPaillierBlumProof & RawPaillierKey;
+
 export interface RSAModulus {
   n: bigint;
   // Sophie Germain primes.
@@ -232,3 +288,64 @@ export interface ZkVProof {
   t: bigint;
   u: bigint;
 }
+
+type noSmallFactorsProof<T> = {
+  P: T;
+  Q: T;
+  A: T;
+  B: T;
+  T: T;
+  rho: T;
+  z1: T;
+  z2: T;
+  w1: T;
+  w2: T;
+  v: T;
+};
+
+export type SerializedNoSmallFactorsProof = noSmallFactorsProof<string>;
+export type DeserializedNoSmallFactorsProof = noSmallFactorsProof<bigint>;
+
+/**
+ * Deserializes a Pi^fac proof from hex strings to big ints.
+ * @param noSmallFactorsProof
+ */
+export function deserializeNoSmallFactorsProof(
+  noSmallFactorsProof: SerializedNoSmallFactorsProof
+): DeserializedNoSmallFactorsProof {
+  return {
+    P: hexToSignedBigInt(noSmallFactorsProof.P),
+    Q: hexToSignedBigInt(noSmallFactorsProof.Q),
+    A: hexToSignedBigInt(noSmallFactorsProof.A),
+    B: hexToSignedBigInt(noSmallFactorsProof.B),
+    T: hexToSignedBigInt(noSmallFactorsProof.T),
+    rho: hexToSignedBigInt(noSmallFactorsProof.rho),
+    z1: hexToSignedBigInt(noSmallFactorsProof.z1),
+    z2: hexToSignedBigInt(noSmallFactorsProof.z2),
+    w1: hexToSignedBigInt(noSmallFactorsProof.w1),
+    w2: hexToSignedBigInt(noSmallFactorsProof.w2),
+    v: hexToSignedBigInt(noSmallFactorsProof.v),
+  };
+}
+
+/**
+ * Serializes a Pi^fac proof to hex strings.
+ * @param noSmallFactorsProof
+ */
+export function serializeNoSmallFactorsProof(
+  noSmallFactorsProof: DeserializedNoSmallFactorsProof
+): SerializedNoSmallFactorsProof {
+  return {
+    P: signedBigIntToHex(noSmallFactorsProof.P, 2 * (1 + 384)),
+    Q: signedBigIntToHex(noSmallFactorsProof.Q, 2 * (1 + 384)),
+    A: signedBigIntToHex(noSmallFactorsProof.A, 2 * (1 + 384)),
+    B: signedBigIntToHex(noSmallFactorsProof.B, 2 * (1 + 384)),
+    T: signedBigIntToHex(noSmallFactorsProof.T, 2 * (1 + 384)),
+    rho: signedBigIntToHex(noSmallFactorsProof.rho, 2 * (2 * 384 + 256 / 8)),
+    z1: signedBigIntToHex(noSmallFactorsProof.z1, 2 * (1 + 384 / 2 + (256 + 2 * 256) / 8)),
+    z2: signedBigIntToHex(noSmallFactorsProof.z2, 2 * (1 + 384 / 2 + (256 + 2 * 256) / 8)),
+    w1: signedBigIntToHex(noSmallFactorsProof.w1, 2 * (1 + (256 + 2 * 256) / 8)),
+    w2: signedBigIntToHex(noSmallFactorsProof.w2, 2 * (1 + (256 + 2 * 256) / 8)),
+    v: signedBigIntToHex(noSmallFactorsProof.v, 2 * (1 + 384 * 2 + (256 + 2 * 256) / 8)),
+  };
+}
diff --git a/modules/sdk-lib-mpc/src/util.ts b/modules/sdk-lib-mpc/src/util.ts
index 817911a455..9c9108c9aa 100644
--- a/modules/sdk-lib-mpc/src/util.ts
+++ b/modules/sdk-lib-mpc/src/util.ts
@@ -36,6 +36,25 @@ export function hexToBigInt(hex: string): bigint {
   return BigInt('0x' + hex);
 }
 
+export function hexToSignedBigInt(hex: string): bigint {
+  // Trim leading '0x' from string.
+  if (hex.slice(0, 2) === '0x') {
+    hex = hex.slice(2);
+  }
+  // Assume a number without a sign byte is always positive, or an unsigned number (ie zero).
+  if (hex.length <= 2) {
+    return BigInt('0x' + hex);
+  }
+  // Parse the number part of the string.
+  const num = BigInt('0x' + hex.slice(2));
+  // Interpret the first byte of the string as a sign byte.
+  // If it's non-zero, the number is negative.
+  if (parseInt(hex.slice(0, 2), 16)) {
+    return -num;
+  }
+  return num;
+}
+
 /**
  * Returns an hex string of the given bigint
  *
@@ -52,6 +71,30 @@ export function bigIntToHex(bigint: bigint, hexLength?: number): string {
   return hex;
 }
 
+export function signedBigIntToHex(bigint: bigint, hexLength?: number): string {
+  // Return zero as an unsigned string.
+  if (bigint === BigInt(0)) {
+    return '00';
+  }
+  // Store the number's sign.
+  let neg;
+  if (bigint < BigInt(0)) {
+    bigint = -bigint;
+    neg = true;
+  }
+  // Convert number to unsigned hex.
+  let hex = bigint.toString(16);
+  hex = '0'.slice(0, hex.length % 2) + hex;
+  if (hexLength) {
+    hex = hex.padStart(hexLength - 2, '0');
+  }
+  // Prefix sign byte if necessary.
+  if (neg) {
+    return '01' + hex;
+  }
+  return '00' + hex;
+}
+
 export function bigIntToBufferLE(n: bigint, minBytes?: number): Buffer {
   let v = n.toString(16);
   v = '0'.slice(0, v.length % 2) + v;
diff --git a/modules/sdk-lib-mpc/test/fixtures/mockNoSmallFactorsProof.json b/modules/sdk-lib-mpc/test/fixtures/mockNoSmallFactorsProof.json
new file mode 100644
index 0000000000..c9beaa1f3b
--- /dev/null
+++ b/modules/sdk-lib-mpc/test/fixtures/mockNoSmallFactorsProof.json
@@ -0,0 +1,102 @@
+[
+  {
+    "n0": "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",
+    "p": "01600b6fe66b70e8f255ccb4941970d0e2fe12b82d87b8758e0b8c4936b0f5efce79a97a63d5c7517e55486cd955486d57bd97123e3bb90cc89cf5659eac144182e6580aa2d9ff4a36eaab2c8c9d1eef66343545f9e76d913bc6f2296327d609891e497e973040b7220c8963308264542076fd74baeb9ac76e02f254756ac11c466277e88e75a18e77a7863e2fc094b3036e80bc6fa56e2ee3771726d4fd2766e088ce21237a4ffd31a37e3fdc6c4b7f687288b0a6d986abc6427849cbffb23edf",
+    "q": "999c796fe098f781c77bd89f8b95ef7e948a6a7557d65e6b1a1b6db46eed31fcdb74e78e18593846ab2f9d94a350bcc116143aa59f6ae2c95a75cda0e9ac03632364f8c66ce4338420af5bd907294fb310ebb56a0d1bb7a1c1b27dbbe7c733466438fe01550609d277f2e4be67c508329ba6076a0223da1138c17cbcc090548ae91cf88c422425a7a8e4701c2d183470a7db3f5114d17c36f9418cbb16c4549d561f867c6dceaa7915be3e512d0cd4494606345587422cac5e3ba9e741395def",
+    "w": "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",
+    "nHat": "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",
+    "s": "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",
+    "t": "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",
+    "P": "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",
+    "Q": "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",
+    "A": "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",
+    "B": "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",
+    "T": "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",
+    "rho": "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",
+    "z1": "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",
+    "z2": "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",
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+  }
+]
diff --git a/modules/sdk-lib-mpc/test/fixtures/mockPaillierBlumProof.json b/modules/sdk-lib-mpc/test/fixtures/mockPaillierBlumProof.json
new file mode 100644
index 0000000000..db522b94cb
--- /dev/null
+++ b/modules/sdk-lib-mpc/test/fixtures/mockPaillierBlumProof.json
@@ -0,0 +1,852 @@
+[
+  {
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+    "x": [
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+    ]
+  }
+]
diff --git a/modules/sdk-lib-mpc/test/paillierproof.util.ts b/modules/sdk-lib-mpc/test/fixtures/paillierpProof.util.ts
similarity index 100%
rename from modules/sdk-lib-mpc/test/paillierproof.util.ts
rename to modules/sdk-lib-mpc/test/fixtures/paillierpProof.util.ts
diff --git a/modules/sdk-lib-mpc/test/rangeproof.util.ts b/modules/sdk-lib-mpc/test/fixtures/rangeProof.util.ts
similarity index 100%
rename from modules/sdk-lib-mpc/test/rangeproof.util.ts
rename to modules/sdk-lib-mpc/test/fixtures/rangeProof.util.ts
diff --git a/modules/sdk-lib-mpc/test/tsconfig.json b/modules/sdk-lib-mpc/test/tsconfig.json
new file mode 100644
index 0000000000..cb8993e773
--- /dev/null
+++ b/modules/sdk-lib-mpc/test/tsconfig.json
@@ -0,0 +1,8 @@
+{
+  "extends": "../tsconfig.json",
+  "compilerOptions": {
+    "resolveJsonModule": true,
+    "typeRoots": ["../../../types", "../node_modules/@types", "../../../node_modules/@types"]
+  },
+  "include": ["../src/**/*", "../test/**/*.json", "../test/**/*.ts"]
+}
diff --git a/modules/sdk-lib-mpc/test/unit/tss/ecdsa/dlogproofs.ts b/modules/sdk-lib-mpc/test/unit/tss/ecdsa/dlogproofs.ts
index 80e55e7909..f37246a632 100644
--- a/modules/sdk-lib-mpc/test/unit/tss/ecdsa/dlogproofs.ts
+++ b/modules/sdk-lib-mpc/test/unit/tss/ecdsa/dlogproofs.ts
@@ -4,7 +4,7 @@ import {
   generateNtildeProof,
   generateSafePrimes,
   verifyNtildeProof,
-} from '../../../../src/tss/ecdsa/rangeproof';
+} from '../../../../src/tss/ecdsa/rangeProof';
 import { OpenSSL } from '../../../../src';
 
 describe('h1H2DiscreteLogProofs', function () {
diff --git a/modules/sdk-lib-mpc/test/unit/tss/ecdsa/noSmallFactorsProof.ts b/modules/sdk-lib-mpc/test/unit/tss/ecdsa/noSmallFactorsProof.ts
new file mode 100644
index 0000000000..e146f0ee1e
--- /dev/null
+++ b/modules/sdk-lib-mpc/test/unit/tss/ecdsa/noSmallFactorsProof.ts
@@ -0,0 +1,95 @@
+import { hexToBigInt } from '../../../../src';
+import { deserializeNoSmallFactorsProof } from '../../../../src/tss/ecdsa/types';
+import fixtures from '../../../fixtures/mockNoSmallFactorsProof.json';
+import { prove, verify } from '../../../../src/tss/ecdsa/noSmallFactorsProof';
+
+export const minModulusBitLength = 3072;
+
+describe('EcdsaNoSmallFactorsProof', function () {
+  // Enable the following when you need to generate new fixtures.
+  xit('should generate fixtures', async function () {
+    const { serializeNoSmallFactorsProof } = require('../../../../src/tss/ecdsa/types');
+    const { bigIntToHex, generatePaillierKey } = require('../../../../src');
+    const {
+      EcdsaRangeProof: rangeProof,
+      EcdsaPaillierBlumProof: paillierBlumProof,
+    } = require('../../../../src/tss/ecdsa');
+    const fs = require('fs');
+    const values: any[] = [];
+    // to generate more fixtures, increase the mocha timeout and then reset it after generating
+    for (let i = 0; i < 5; i++) {
+      const { n: n0, p, q } = await generatePaillierKey();
+      const { ntilde: nHat, h1: s, h2: t } = await rangeProof.generateNtilde();
+      const { w } = await paillierBlumProof.prove(p, q);
+      const proof = prove(p, q, w, nHat, s, t);
+      values.push({
+        n0: bigIntToHex(n0),
+        p: bigIntToHex(p),
+        q: bigIntToHex(q),
+        w: bigIntToHex(w),
+        nHat: bigIntToHex(nHat),
+        s: bigIntToHex(s),
+        t: bigIntToHex(t),
+        ...serializeNoSmallFactorsProof(proof),
+      });
+    }
+    fs.writeFileSync('./test/fixtures/mockNoSmallFactorsProof.json', JSON.stringify(values, null, 2));
+  });
+
+  describe('prove', function () {
+    fixtures.forEach((fixture, i) => {
+      it(`creating no small factors proof should not throw an error, test case ${i}`, function () {
+        prove(
+          hexToBigInt(fixture.p),
+          hexToBigInt(fixture.q),
+          hexToBigInt(fixture.w),
+          hexToBigInt(fixture.nHat),
+          hexToBigInt(fixture.s),
+          hexToBigInt(fixture.t)
+        );
+      });
+    });
+  });
+
+  describe('verify', function () {
+    fixtures.forEach((fixture, i) => {
+      it(`verifying no small factors proof should return true, test case ${i}`, function () {
+        verify(
+          hexToBigInt(fixture.n0),
+          hexToBigInt(fixture.w),
+          hexToBigInt(fixture.nHat),
+          hexToBigInt(fixture.s),
+          hexToBigInt(fixture.t),
+          deserializeNoSmallFactorsProof(fixture)
+        ).should.equal(true);
+      });
+    });
+
+    it('should throw for proof of small factors', function () {
+      const mockFixture = fixtures[0];
+      const p = BigInt(3);
+      const q = hexToBigInt(mockFixture.q);
+      const n0 = p * q;
+      const w = hexToBigInt(mockFixture.w);
+      const nHat = hexToBigInt(mockFixture.nHat);
+      const s = hexToBigInt(mockFixture.s);
+      const t = hexToBigInt(mockFixture.t);
+      const proof = prove(p, q, w, nHat, s, t);
+      (() => verify(n0, w, nHat, s, t, proof)).should.throw('Could not verify no small factors proof');
+    });
+
+    it('should throw for invalid proof', function () {
+      const mockFixture = fixtures[0];
+      const invalidProof = deserializeNoSmallFactorsProof(mockFixture);
+      const { z1, z2 } = invalidProof;
+      invalidProof.z1 = z2;
+      invalidProof.z2 = z1;
+      const n0 = hexToBigInt(mockFixture.n0);
+      const w = hexToBigInt(mockFixture.w);
+      const nHat = hexToBigInt(mockFixture.nHat);
+      const s = hexToBigInt(mockFixture.s);
+      const t = hexToBigInt(mockFixture.t);
+      (() => verify(n0, w, nHat, s, t, invalidProof)).should.throw('Could not verify no small factors proof');
+    });
+  });
+});
diff --git a/modules/sdk-lib-mpc/test/unit/tss/ecdsa/paillierBlumProof.ts b/modules/sdk-lib-mpc/test/unit/tss/ecdsa/paillierBlumProof.ts
new file mode 100644
index 0000000000..59de74201e
--- /dev/null
+++ b/modules/sdk-lib-mpc/test/unit/tss/ecdsa/paillierBlumProof.ts
@@ -0,0 +1,96 @@
+import should from 'should';
+
+import { generatePaillierKey, hexToBigInt } from '../../../../src';
+import {
+  DeserializedPaillierBlumProof,
+  deserializePaillierBlumProof,
+  RawPaillierKey,
+} from '../../../../src/tss/ecdsa/types';
+import fixtures from '../../../fixtures/mockPaillierBlumProof.json';
+import { prove, verify } from '../../../../src/tss/ecdsa/paillierBlumProof';
+
+describe('EcdsaPaillierBlumProof', function () {
+  // Uncomment the following when you need to generate new fixtures
+  xit('should generate fixtures', async function () {
+    const { serializePaillierBlumProof } = require('../../../../src/tss/ecdsa/types');
+    const { bigIntToHex, generatePaillierKeyWithProof } = require('../../../../src');
+    const fs = require('fs');
+
+    const values: any[] = [];
+
+    // to generate more fixtures, increase the mocha timeout and then reset it after generating
+    for (let i = 0; i < 5; i++) {
+      const keypairWithProof = await generatePaillierKeyWithProof();
+      values.push({
+        n: bigIntToHex(keypairWithProof.n),
+        p: bigIntToHex(keypairWithProof.p),
+        q: bigIntToHex(keypairWithProof.q),
+        ...serializePaillierBlumProof(keypairWithProof),
+      });
+    }
+    fs.writeFileSync('./test/fixtures/mockPaillierBlumProof.json', JSON.stringify(values, null, 2));
+  });
+
+  describe('prove', function () {
+    fixtures.forEach((fixture, i) => {
+      it(`creating paillier blum proof should not throw an error, test case ${i}`, async function () {
+        await prove(hexToBigInt(fixture.p), hexToBigInt(fixture.q));
+      });
+    });
+  });
+
+  describe('verify', function () {
+    const mockFixture = fixtures[0];
+    fixtures.forEach((fixture, i) => {
+      it(`verifying paillier blum proof should return true, test case ${i}`, async function () {
+        await verify(hexToBigInt(fixture.n), deserializePaillierBlumProof(fixture)).should.be.resolvedWith(true);
+      });
+    });
+
+    it('should throw for invalid N', async function () {
+      await should(verify(BigInt(1), deserializePaillierBlumProof(mockFixture))).be.rejectedWith(
+        'N must be greater than 1'
+      );
+      await should(verify(BigInt(2), deserializePaillierBlumProof(mockFixture))).be.rejectedWith(
+        'N must be an odd number'
+      );
+      await should(verify(BigInt(7), deserializePaillierBlumProof(mockFixture))).be.rejectedWith(
+        'N must be a composite number'
+      );
+      await should(verify(BigInt(9), deserializePaillierBlumProof(mockFixture))).be.rejectedWith(
+        'Jacobi symbol of w must be -1 wrt to N'
+      );
+    });
+
+    it('should throw for invalid proof', async function () {
+      let invalidProof = deserializePaillierBlumProof(mockFixture);
+      invalidProof.w = BigInt(1);
+      await should(verify(hexToBigInt(mockFixture.n), invalidProof)).be.rejectedWith(
+        'Jacobi symbol of w must be -1 wrt to N'
+      );
+
+      invalidProof = deserializePaillierBlumProof(mockFixture);
+      invalidProof.z[1] = BigInt(1);
+      await should(verify(hexToBigInt(mockFixture.n), invalidProof)).be.rejectedWith(
+        'Paillier verification of z[1] failed'
+      );
+
+      invalidProof = deserializePaillierBlumProof(mockFixture);
+      invalidProof.x[1] = BigInt(1);
+      await should(verify(hexToBigInt(mockFixture.n), invalidProof)).be.rejectedWith(
+        'Paillier verification of x[1] failed'
+      );
+    });
+  });
+
+  describe('prove and verify', function () {
+    // This test takes quite some time ~ 18 seconds
+    // Test takes > 30s in CI
+    xit('should generate a paillier key, create a paillier blum proof, and verify it', async function () {
+      const paillierKey: RawPaillierKey = await generatePaillierKey();
+      const proof: DeserializedPaillierBlumProof = await prove(paillierKey.p, paillierKey.q);
+      const res = await verify(paillierKey.n, proof);
+      should(res).be.true();
+    });
+  });
+});
diff --git a/modules/sdk-lib-mpc/test/unit/tss/ecdsa/paillierproof.ts b/modules/sdk-lib-mpc/test/unit/tss/ecdsa/paillierproof.ts
index 97fb227f28..6a85346fb9 100644
--- a/modules/sdk-lib-mpc/test/unit/tss/ecdsa/paillierproof.ts
+++ b/modules/sdk-lib-mpc/test/unit/tss/ecdsa/paillierproof.ts
@@ -1,9 +1,9 @@
 import should from 'should';
 
-import { alpha, m, generateP, prove, verify } from '../../../../src/tss/ecdsa/paillierproof';
+import { alpha, m, generateP, prove, verify } from '../../../../src/tss/ecdsa/paillierProof';
 import { hexToBigInt, minModulusBitLength, randomBigInt } from '../../../../src';
 import { deserializePaillierChallenge, deserializePaillierChallengeProofs } from '../../../../src/tss/ecdsa/types';
-import { mockedPaillierProofs } from '../../../paillierproof.util';
+import { mockedPaillierProofs } from '../../../fixtures/paillierpProof.util';
 import { primesSmallerThan319567 } from '../../../../src/tss/ecdsa/primes';
 
 describe('EcdsaPaillierProof', function () {
diff --git a/modules/sdk-lib-mpc/test/unit/tss/ecdsa/types.ts b/modules/sdk-lib-mpc/test/unit/tss/ecdsa/types.ts
index 53bde80c1d..9539423ca5 100644
--- a/modules/sdk-lib-mpc/test/unit/tss/ecdsa/types.ts
+++ b/modules/sdk-lib-mpc/test/unit/tss/ecdsa/types.ts
@@ -10,8 +10,8 @@ import {
   deserializePaillierChallengeProofs,
   serializePaillierChallengeProofs,
 } from '../../../../src/tss/ecdsa/types';
-import { mockedPaillierProofs } from '../../../paillierproof.util';
-import { ntildeProofs, rangeProofChallenges } from '../../../rangeproof.util';
+import { mockedPaillierProofs } from '../../../fixtures/paillierpProof.util';
+import { ntildeProofs, rangeProofChallenges } from '../../../fixtures/rangeProof.util';
 
 describe('Ecdsa', function () {
   it('serializeNtilde and deserializeNtilde are deterministic', function () {