Harmony distinguishes itself from other networks due to its design and proof-of-stake consensus process, which allows it to execute blocks in under two seconds. To import your Harmony Blockchain transactions into ZenLedger for your crypto tax forms, all we need is your public address. Spend Harmony tokens and other cryptocurrencies in real stores, much like you spend fiat currencies. The total dollar value of all Harmony transactions over the past 24 hours.
- A blockchain is an append-only digital ledger storing a set of time-ordered transactions grouped in blocks that are linked together using cryptographic hashes.
- The delegators earned block rewards are saved in a separate reward balance that can be withdrawn directly to the delegator's account balance.
- As of writing, the current price of MATIC is $0.798, and technical analysts express that the asset price has been downtrend for the past year, indicating a bearish trend.
- Once the transfer is successful you can sell your cryptocurrency.
- When holding onto ONE for any period of time, it may be beneficial to store them in a private wallet.
Create an account To create an account on an exchange, you will need to verify your email address and identity. Harmony balances these three critical pillars with secure, random state sharding. Security against single shard attacks is guaranteed by leveraging 250 nodes per shard and cryptographic randomness to re-shard regularly. DeFi Kingdoms, Web3's most played game, was born on Harmony’s open platform. This gamified blockchain project, melds the power of decentralized finance with the utilities of NFTs in a play-to-earn setting.
What problem does Harmony solve, and what are the coin’s investment prospects?
Wallets are a way of storing your coins with a private key that only you know, and come in online or offline forms depending on how much security you want. Harmony has a governance token known as ONE, which represents voting power on the project. ONE operates on the effective proof-of-stake mechanism, which Additional resources allows for energy-efficient and low-cost node validations.
If you want to keep up with the trends of blockchain industry, join our communities on Discord, Reddit and Telegram. To receive your ONE coin, you will have to install the Harmony Wallet, available for Windows, Mac, and Linux. If you need help installing it, there are detailed instructions on using them. The ONE token from Harmony has a ten-billion-token circulation supply. It exploits inflation to reward stakers, even though there is no maximum supply. Unlike several other Layer 2 tokens, Harmony does not have a maximum supply.
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"