MinDifficulty

Storage Map v101 → current

Minimum POW difficulty .

Explore chain
Queried by: minersvalidatorsdevelopersanalytics

The Big Picture

Even during low demand, difficulty won't drop below MinDifficulty. This maintains a baseline computational barrier to prevent spam registration via trivially easy POW.

Why This Matters

What's the easiest POW can get? MinDifficulty. Even during quiet periods, you'll need to solve at least this level of computation.

Example Scenario

Query MinDifficulty(netuid=1) returns the difficulty floor. POW will never be easier than this, ensuring minimum computational commitment.

Common Questions

Why have a minimum?
Prevents spam. Without a floor, POW during quiet times would be trivially easy, enabling cheap mass registration attacks.
How low does difficulty actually go?
After sustained low demand, difficulty approaches MinDifficulty. Check current Difficulty vs MinDifficulty to see how close you are.

Use Cases

  • Check best-case POW requirements
  • Plan hardware during low-demand periods
  • Research registration economics
  • Design subnet difficulty parameters
  • Build difficulty displays with bounds

Purpose & Usage

Purpose

Floor on difficulty - ensures minimum computational barrier.

Common Query Patterns

  • Query by netuid
  • Check easiest POW requirements
  • Plan POW registration

Query Keys

#NameTypeDescription
1
key1
u16 key1 (u16)

Stored Value

Value in RAO (÷10⁹ for TAO)

RAO -> TAO (/ 10^9)

Relationships

Modified By

Related Events

Code Examples

import { ApiPromise, WsProvider } from "@polkadot/api";
import { stringCamelCase } from "@polkadot/util";

const provider = new WsProvider("wss://entrypoint-finney.opentensor.ai:443");
const api = await ApiPromise.create({ provider });

// Query MinDifficulty storage
const key1 = 0;

const result = await api.query
  [stringCamelCase("SubtensorModule")]
  [stringCamelCase("MinDifficulty")](
  key1
);

console.log("MinDifficulty:", result.toHuman());

Runtime Info

View Source
Pallet
SubtensorModule
Storage Kind
Map
First Version
v101
Current Version
v393