◆ AUTOMATED ARBITRAGE ENGINE

TRADE SMARTER

6-layer neural arbitrage engine. Bayesian inference, Kelly criterion, Stoikov market-making. Fully automated on Polymarket.

GET STARTED → LEARN MORE

78% WIN RATE

$2.4K AVG MONTHLY

489ms EDGE

24/7 AUTOMATED

LIVE SIGNAL FEED PAPER MODE

12:04:31WIN BTC-5m-UP resolved +$31.20 · 2.4s

12:04:28ARB edge BTC-5m · spread=3.2σ · EV=+$18.40

12:04:22KELLY stake=$42.00 · λ=0.25 · bank=$2,440

12:04:18BAYES P(H) 0.72→0.81 · Δ+0.09

12:04:12WIN ETH-15m-UP +$22.80 · 1.8s

12:04:08STOI bid=$0.42 ask=$0.58 · γ=0.18

12:04:02MC 8192 sims · DD=4.2% · Sharpe=2.1

12:03:58WIN SOL-5m-DOWN +$18.90 · 2.1s

◆ ONE PAYMENT. LIFETIME ACCESS.

UNLOCK THE
FULL ENGINE

Complete 6-layer neural arbitrage engine. No subscriptions, no hidden fees. Pay once with USDT and trade forever.

FULL ACCESS

$2,000 USDT / lifetime

Paper + Live execution
All 6 neural layers
Unlimited market pairs
Full topology dashboard
Kelly + Stoikov tuning
Monte Carlo analysis
Priority support + updates

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Polygon network · 20 confirmations

P(H|D) = P(D|H) · P(H) / P(D) f* = (b·p − q) / b EV = q − p − c r = s − q·γ·σ²·(T−t) z = (S − μ) / σ KL(P‖Q) = Σ P(x) log(P(x)/Q(x)) Sharpe = (μR − rf) / σR DD = max(Peak − W) / Peak P(H|D) = P(D|H) · P(H) / P(D) f* = (b·p − q) / b EV = q − p − c r = s − q·γ·σ²·(T−t) z = (S − μ) / σ KL(P‖Q) = Σ P(x) log(P(x)/Q(x)) Sharpe = (μR − rf) / σR DD = max(Peak − W) / Peak

◆ WHY MM_MARKET

SIX NEURAL LAYERS

Each layer is a mathematical edge. Combined, they form a system that sees what manual traders miss.

Layer 01 · INPUT

Bayesian Inference

Real-time posterior probability updates from live CLOB orderbooks. The engine sees probability shifts before the market prices them in.

Layer 02 · DETECT

Edge Detection

180 bps minimum edge with z-score spread analysis. Only fires when the math says yes.

Layer 03 · PRICE

Stoikov Market Making

Reservation price optimization. Gamma=0.18 controls risk appetite dynamically.

Layer 04 · SIZE

Kelly Criterion

Fractional Kelly λ=0.25 for mathematically optimal bet sizing. Never overexposed.

Layer 05 · SIMULATE

Monte Carlo

8,192 simulations per strategy. Estimates max drawdown before real capital is at risk.

Layer 06 · OPTIMIZE

Frank-Wolfe Optimizer

KL-divergence minimization distributes capital across strategies. The final layer that ties everything together into a unified portfolio.

◆ FOUR STEPS TO LAUNCH

HOW IT WORKS

CREATE ACCOUNT

PAY WITH USDT

One-time $2,000 USDT on Polygon. 20 confirmations. Done.

CONNECT WALLET

Enter your Polymarket API keys and EVM wallet.

ENGAGE

Hit the button. 6 layers go live. Sit back.

◆ FREQUENTLY ASKED

FAQ

What is MM_MARKET?

An automated arbitrage engine that uses a 6-layer neural architecture to find and exploit pricing inefficiencies on Polymarket. It combines Bayesian inference, Stoikov market-making, Kelly criterion sizing, Monte Carlo simulation, and Frank-Wolfe optimization to deliver consistent edge in prediction markets.

How does the payment work?

We accept USDT on the Polygon network. After selecting your plan, you will be given a unique deposit address. Your subscription activates after 20 on-chain confirmations, typically within 2-3 minutes.

Is my private key safe?

Keys are stored encrypted at rest using AES-256-GCM with per-user salt derivation. They are only decrypted in-memory during active trading sessions and never written to logs or external services. We operate on a zero-knowledge architecture.

What's paper mode?

Simulated trading that uses real market data but does not execute actual orders. Perfect for testing strategies, understanding the engine's behavior, and building confidence before committing real capital.

What win rate can I expect?

Historical 78% win rate across all strategies over the past 12 months. Individual results vary based on market conditions, selected parameters, and risk tolerance. Past performance does not guarantee future results.

Can I cancel anytime?

Yes, subscriptions can be cancelled at any time from your dashboard. Your access continues until the end of the current billing period. No refunds are issued for partial months.