The solution is cross-chain platforms, which help overcome the constraints of using a single chain. Cross-chain platforms help facilitate communication between blockchains as well as improve transaction speeds. A specific cross-chain platform has been getting some recent attention — Harmony .
- Because it incorporates the advantages of multiple systems whilst using them to mitigate the drawbacks of others.
- After securing 2FA on your Binance account, the next step is to get verified.
- We may also receive compensation if you click on certain links posted on our site.
- Harmony Coin can be sold by utilizing any of the crypto exchanges where both exchanging and edge exchanging are upheld.
- While Ethereum users can be plagued with high transaction fees when the network gets congested, dApps on Harmony can cope with many more users, who enjoy fees that are 1,000 times lower.
If you like Harmony’s prospects to overtake other decentralised platforms, you might want to hold for the long term. Similarly, if you want to use your coins to help power the platform and earn rewards, you should buy some to hold on to. Unfortunately Binance has barred US citizens from using their international exchange. Instead Binance has built a US based exchange- but it does not allow the purchase of Harmony. Once your cryptoboarding.com account is secured, return to the dashboard and click 'security'.
Token-Use
It chooses to service the decentralized ecosystem with sufficient and balanced intensity of scalability and decentralization. If you are holding Harmony as a long term investment, you can utilise a cold storage wallet and send your coins there from your CoinSpot account. A cold wallet is a wallet which is completely offline and is a popular option amongst people who prefer to hold their coins, rather than regularly trade. Harmony price is in constant flux and is subject to frequent and often radical changes that can take place within a relatively short period.
We use Boneh–Lynn–Shacham constant-sized signatures to commit blocks in a single round of consensus messages. We achieve 8-second block time with view changes in production against adversarial or unavailable leaders. The network has produced 10M+ blocks with 20k+ transactions in publicly traded, native ONE tokens.
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"