Workshares Are Already
Generating Random Numbers
In Quai Network's PoEM² protocol, miners continuously search for hashes that meet a lower difficulty threshold than full blocks. These are workshares — lightweight proofs broadcast to the network every few seconds, used to estimate mining power and split rewards proportionally.
A workshare hash looks like: 0000000000000000[...RANDOM DIGITS...]. The leading zeros satisfy the difficulty requirement. Everything after — the lagging non-zero sequence — is statistically indistinguishable from random. No one controls it. It costs real energy to produce. It's publicly verifiable. It's already there.
We extract those trailing digits and use them as oracle inputs. One mechanism, two purposes: fair reward distribution and verifiable randomness.
One Hash. Two Jobs.
The workshare mechanism already exists for reward fairness. We give it a second job at zero marginal cost to the protocol.
From Hash to Oracle
The pipeline converts PoW side-products into structured, verifiable oracle data ready for on-chain settlement.
Broadcasts to PoEM² network
Captures lagging non-zero sequence
Computes entropy bits
Wolfram grounds answers
WorkShare seeds randomness
Why Not Chainlink?
Existing VRF solutions require trusted oracles, token staking, or off-chain coordination. WorkShare Oracle requires none of these — the randomness is a free byproduct of consensus itself.
Powered by Wolfram Mega Oracle
WorkShare Oracle is the entropy layer for Wolfram Mega Oracle — a two-layer architecture combining MCP + Wolfram Language for deterministic query resolution with Mega P2P for trust, discovery, and reputation.
Mega solves who you ask and why you trust them.
WorkShare Oracle solves where the randomness comes from.
The Signal Finding Problem
Oracle nodes are hard to find. In a fully P2P network with no central directory,
any node can claim to be a reliable data source. Most are noisy, stale, or actively adversarial.
You need a way to distinguish signal from noise before you ever send a query.
WorkShare outputs solve this. A node that is continuously publishing verifiable workshare entropy is
demonstrably online, demonstrably doing real computational work, and demonstrably producing
outputs that cannot be predicted or manipulated in advance. That's not just randomness —
it's a live proof of clean operation. The entropy stream is the node's credential.
Built on Published Research
The workshare mechanism is formally defined in a paper by Quai Network and Common Prefix, proving that PoEM² with Proportional Reward Splitting achieves Nash equilibrium with near-optimal fairness.