To prevent single shard attacks, we must have a sufficiently large number of nodes per shard and cryptographic randomness to re-shard regularly. Each shard has 250 nodes for strong security guarantee against Byzantine behaviors. We use Verifiable Random Function for unbiased and unpredictable shard membership. Harmony can now process 2,000 transactions per second , which is comparable to Visa, ONE of the world's largest payment networks. Harmony believes it will process 10 million TPS in the long run. Cryptocurrency prices are updated every second according to the rates of global stock exchanges.
- It has high speed and the infrastructure needed for enhanced scalability and reliability.
- Browse a variety of coin offerings in one of the largest multi-cryptocurrency exchanges and pay in cryptocurrency.
- Harmony is a blockchain platform meant to make decentralized apps easier to create and utilize .
- After you are all set, click to Preview Conversion to get the exact amount of ONE tokens you will get in exchange for the BTC.
This is because validators with a large amount of staked tokens are obligated to run more nodes, while validators with less stake run fewer nodes. Harmony now has more than 1,000 active nodes — 800 of them being run by the community. Getcrypto.info and its affiliates make the information in this web site available as a service to its customers and other visitors, to be used for informational purposes only.
Step 2
The platform delivers on its promise of low gas and transaction costs. Online wallets are also free and simple to use and can be accessed from various devices using a web browser. On the other hand, hot wallets are regarded as risky and can be less secure than hardware or software alternatives. Google Chrome plugin, hardware, software or online wallets are various mediums to store Harmony crypto. You can browse the dashboard without using your ONE address, but your ONE address will be used for any transactions. The Harmony Chrome Extension, MathWallet Chrome Extension or Ledger Nano S can all be used to log into an account, as shown in the cryptoboarding image below.
<img 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"