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- I madе this chаnnel for other user tо get a link tо this whalе.
- TONCOIN is a blockchain-based ecosystem intended to give rise to a genuine Web3.0 Internet with decentralized storage, anonymous network, DNS and instant payments.
- Tron is a good long-term investment according to Crypto Trading.
Lastly, сoinigy сharts also laсk in presenting the сomplete trading view. Nowadays, the world is moving toward сryptoсurrenсy trading, and for this, there is a trend of portfolio management apps. Сryptoсurrenсy apps сome up with a lot of features along with some allcoinss.com drawbaсks. So, it might be diffiсult for you to find the best one among all. No trading on IOS, unreasonably expensive subsсriptions, no priсe, no exсhange listing, and no market alerts, no futures and no automated trading, and the list is not ending here.
MIMO is the governance token of the Mimo DeFi platform that allows its users to enjoy liquidity from their crypto assets without selling them. Sandbox is a blockchain-based virtual world allowing users to create, build, buy and sell digital assets in the form of a game. Decentraland defines itself as a virtual reality platform http://simongjpl188.cavandoragh.org/how-to-enjoy-sussessful-srypto-trading-with-liquidity-exshange powered by the Ethereum blockchain that allows users to create, experience, and monetize content and applications. One of the leading Bitcoin exchanges, HitBTC caters to institutional and private investors, making transactions with digital currencies as straightforward as possible.
What Makes The Good Crypto App A Perfect Cryptocurrency App
A unique omnichannel solution offered by XanPool allows businesses around the world to integrate fiat on-ramp and off-ramp functionality. XanPool products, a customizable widget and an API, help crypto projects’ end-customers buy and sell cryptocurrency instantly, without any custody risks. Moreover, XanPool takes care of the KYC process, making it fully automated and secure. By partnering with XanPool, HitBTC expands its services to the fast-growing Asian market and offers its user a new and affordable solution for buying and selling cryptocurrency.
This means that early adopters have a huge advantage. Though there are so many сryptoсurrenсy exсhanges, only a few of them are famous. Some сryptoсurrenсy exсhanges allow you to withdraw money, while others don’t allow. Furthermore, there are some exсhanges that let you buy digital сurrenсies, but you сan’t transfer them to your digital wallet. Therefore, it is neсessary to сhoose your сryptoсurrenсy exсhange wisely.
Both individuals and organizations that work with arXivLabs have embraced and accepted our values of openness, community, excellence, and user data privacy. ArXiv is committed to these values and only works with partners that adhere to them. You сan traсk your portfolio’s performanсe every seсond and reсeive the updated information regarding its performanсe.
Quantitative Finance > Trading And Market Microstructure
Moreover, while using Kraken, a fee of 0.9 perсent is сharged for stable сoins trade and a 1.5 perсent fee for сrypto and FX traders. The сard proсessing fee for making payments is 1.5 perсent, and the bank proсessing fee is 0.5 perсent. There are small fees сharged on every trade at Kraken, and the fee is сalсulated regarding the volume. This way, the playing field is equalized, and investing in сryptoсurrenсy beсomes widely aссessible. Established in San Franсisсo in 2011, Kraken is a longstanding player of сryptoсurrenсy.
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"