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)
You probably won’t be excited to buy XRP in 2019 when you consider the fact that the coin is trading around $0.25 marking a 31.46% decline in the year-to-date period. However, the depressed price of XRP probably provides a great opportunity to buy it in 2019. Ripple was one of the best-performing coins https://www.beaxy.com/buy-sell/xrp/ during the 2017 bull run – it delivered an incredible 31,000% gain to dwarf the performance of Bitcoin, Ethereum and other top coins. This piece answers the question “should I buy and sell Ripple in 2019? ” by providing objective analysis on the bullish and bearish cases for the cryptocurrency.
Select the currency you want to sell XRP for, such as USD, and click “Sell”. Once you’ve chosen an exchange, sign up for an account by providing your email address and creating a password. Quickly swap between more than 40 cryptocurrency assets or use your credit card to instantly buy bitcoin.
While XRP is not Bitcoin, the most well-known cryptocurrency, it has a large community. When comparing XRP to Bitcoin, you may notice the price change is significantly different.
Market Overview
A global platform where users can make KRW and cryptocurrency deposits to purchase up to 15 popular cryptocurrencies. BC Bitcoin is a UK-based cryptocurrency brokerage that buys and sells more than 100 different cryptocurrencies. Copy the trades of leading cryptocurrency investors on this unique social investment platform.
Don’t worry, though, that’s likely decades away for most major cryptocurrencies. However, new coins will becoming more rare as time goes on given XRP’s increasing difficulty to mine every 1 block, which is built into the underlying blockchain technology of XRP.
To see more about XRP’s price, check out their CoinMarketCap page. On CoinMarketCap, you can see the exchange rate for XRP to BTC, or Bitcoin. Now it’s time to deposit the XRP you want to sell into your exchange wallet. To do this you’ll need to log into your account, find the relevant wallet address for XRP, and make sure the tokens you deposit are sent to that address.
With strong support in Asia, NEO remains one of the largest cryptocurrencies by marketcap. XRP is a leading cryptocurrency by market cap and trading activity.
Using the USD card is the most convenient way to sell currency online? Select the one you like most, sell or purchase cryptocurrency by placing an order for the necessary amount of cash. Use our calculator and find out how much you will get for selling Ripple. Pass through our quick and simple onboarding process within a short time and proceed to sell and buy currency online. Our partner Crystal Blockchain Analytics guarantees that fraudsters won’t be able to get access to our crypto exchange service. Stakenet is an open-source platform that is Lightning Network-readywith its native cryptocurrency – XSN. NEO is a smart contract capable Dapp platform founded in 2014.
Cryptocurrency exchange Changelly is among the various crypto sites that offer price predictions, however unreliable, for consideration. This isn’t to say that Changelly will be a reliable predictor, then, but rather that the site has made a hard XRP prediction that the community sell xrp can track going forward. With that said, there are also crypto veterans who still aren’t clear on what XRP is or does. To put things most simply, XRP is a cryptocurrency whose backers want it to decrease the friction and costs of transferring money between businesses and beyond.
Sell Ripple: Superfast And As Easy As 1,2,3
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xrp](data:image/jpeg;base64,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)
Join Hitbtc Trading Platform
Then in the aftermath you can buy back even more of the coin you believe with you profits. I quit my job this year when i made gains high up in 6 figures and i am still on a high. Dont follow anybody and sit there in xrp when the entire market is moving. Step-by-step instructions on how to sell XRP for Canadian dollars or cryptocurrency. Instantly and securely buy and sell XRP with other crypto assets from the comfort of your wallet.
You will then need to pay a trading fee, which is usually charged as a percentage of the total amount that you buy. Finally, you might need to pay a fee to withdraw your XRP coins out of the exchange, although this shouldn’t be more than the standard 0.00001 XRP transaction fee. However, if the exchange was to get hacked, then you stand the chance of having your XRP stolen.
- CEX.IO offers competitive fees, which are average in the market.
- While performing XRP-USD transactions on CEX.IO, you can enjoy not only a platform that is designed to fulfill users’ needs, but also transparent conditions for your activities.
- Based on these differences, CEX.IO charges fees of up to 0.25%.
- For XRP/USD exchange operations on CEX.IO, users can choose a specific role to perform on the platform.
- Makers are the users who place the orders that are not filled right away and are placed in the order book.
It’s quite easy to find the withdraw link, but confirm the fees and processing times of the respective exchange. Before selling your XRP, you should understand the process of transferring coins from their storage to an exchange. Use this crypto-enabled prepaid card to spend, save or exchange in digital and traditional currencies. If you’re exchanging XRP for fiat currency, consider how you can withdraw the funds from your account and what payment methods are supported. For example, if you’re using Kraken, you can click the “Sell” tab at the top of the screen and search for XRP in the list of coins .
Sell Ripple Online Without Hassle Or Hidden Fees
![sell xrp](data:image/jpeg;base64,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)
XRP is one of the biggest digital currencies in the market, thus listed on several popular exchanges. To do this, you’ll need to log into your account, find the relevant wallet address for XRP, and make sure the tokens you deposit are sent to that https://www.beaxy.com/ address. A global cryptocurrency exchange that facilitates crypto to fiat transactions, where you can use EUR or USD to buy bitcoin and popular altcoins. CoinSwitch allows you to compare and convert over 250 cryptocurrencies across all exchanges.
In June, mid-way through the second quarter, Ripple changed its benchmark for trading volumes. The firm announced it has worked with data and indices firm CryptoCompare to weed out previously inflated statistics. back from certain over-the-counter exchange markets to focus on where liquidity is most needed, which may negatively impact institutional direct sales.
Easily exchange XRP for your favorite cryptos like Ethereum, Monero, Litecoin, and more right from your wallet, in seconds. Answering these questions and researching any platform you plan on using will help you find the right crypto exchange for your needs. For example, if you’re selling XRP on Binance, click on “Deposits” in the “Funds” drop-down menu. Then you’ll need https://topcoinsmarket.io/ to select XRP as your deposit currency before copying your XRP wallet address or scanning the QR code. You can now move the XRP you want to sell from your external wallet into your exchange wallet. This means you’ll need to find the XRP address of your exchange wallet so that you know exactly where to send your XRP when transferring them from an external wallet.
Bid price is the best price at which a market maker is willing to buy a currency. To begin with, it’s important to understand the difference between XRP, Ripple https://tokenexus.com/ and RippleNet. XRP is the currency that runs on a digital payment platform called RippleNet, which is on top of a distributed ledger database called XRP Ledger.
Peter Brandt is a classical chartist who trades many types of asset, including cryptocurrencies. In recent years, he’s gained attention for offering what he positions as neutral projections on top cryptos like BTC, ETH, and XRP. … This year the broader alt market, including $XRP has outperformed $BTC. That said, I see more and more large accounts getting educated and set up to be accumulators of $BTC snd believe on a risk adjusted basis it’s the best place to bet on crypto. Like Changelly, WalletInvestor is another website that offers cryptocurrency price predictions using Machine Learning techniques. It’s naturally an imperfect method, as WalletInvestor works solely off of past data, and the past isn’t indicative of future performance.
Ripple and its XRP token is the third-largest cryptocurrency in terms of market capitalization. However, much in the same way as you can with other cryptocurrencies such as Bitcoin and Ethereum, anyone can buy Ripple and hold XRP as an investment. There are currently 138 XRP exchanges where you can buy, sell and trade XRP with a total 24-hour volume of $ 2.15B. Quick Trade is on the left side of your Coinsquare dashboard. You can sell any cryptocurrency on our platform in three clicks. There is a max supply of 100,000,000,000 XRP that will ever be available, based on mining efforts through the Proof of Correctness miners. This means learning how to sell XRP is relatively time sensitive as all coins could in theory be purchased at some point in the future.