Coinbase shines with its vast array of cryptocurrencies available. There's also an advanced trading platform for serious cryptocurrency enthusiasts. Plus, you can earn some free cryptocurrencies if you're willing to take some educational courses. Among the numerous websites providing Bitcoin exchange services, CEX.IO is an entire ecosystem of products and services that allow customers to engage with the decentralized economy from various aspects. The positive reputation of CEX.IO and market tenure make it worth the trust of customers all over the world.
We will discuss Blockchain, as the enabling technology, cryptocurrency markets and cryptocurrency trading strategies. Make an excellent strategy to earn more profits by adopting Elliott Wave Theory. Elliott Wave Theory concentrates on the psychology behind the market sentiment, so it acts well for speculative assets like cryptocurrencies. Moreover, you paperscrypto.com can get some crypto expert’s opinions that can be beneficial before expanding one’s investment in cryptocurrency. One should always start with small investments and study the market carefully instead of blindly following anybody’s advice. After opening an account, you have to transfer some money into the crypto-trading account to buy cryptocurrencies.
Regulatory authority and supported currencies of listed exchanges are collected from official websites or blogs. In general, the security of cryptocurrencies is built on cryptography, neither by people nor on trust (Narayanan et al. 2016). For example, Bitcoin uses a method called “Elliptic Curve Cryptography” to ensure that transactions involving Bitcoin are secure (Wang et al. 2017). Elliptic curve cryptography is a type of public-key cryptography that relies on mathematics to ensure the security of transactions. When someone attempts to circumvent the aforesaid encryption scheme by brute force, it takes them one-tenth the age of the universe to find a value match when trying 250 billion possibilities every second .
This exchange accepts advanced order types, futures contracts, and other cryptocurrency products like NFTs. As of March 2018, the SEC is requiring that cryptocurrency trading platforms be formally registered as formal “exchanges” like the New York Stock Exchange or CBOE. This move is a result of concern that cryptocurrency investors believe they are receiving the protections and benefits of a registered exchange when they, in fact, are not. To date, compared to securities brokers, cryptocurrency exchanges have had no capital rules and have been largely unregulated other than for anti-money laundering—something that seems to be subject to change.
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In the early days, several cryptocurrency exchanges fell victim to hacks. And at that point, if your crypto was stolen, there was no way to get it back. So long-term crypto enthusiasts use exchanges only for trading, and store their coins in their own wallets. It also offers some unique offerings, such as social network-like commentating capabilities and the ability to follow and match the investments of other cryptocurrency traders.
- I needed to get my credit cleared ASAP and New Horizons came highly recommended in a post I read on here so I contacted them .
- Cryptocurrency is a type of virtual currency that uses cryptography to secure transactions that are digitally recorded on a distributed ledger, such as a blockchain.
- Although Bitcoin is widely recognized as pioneering, it is not without limitations.
But, the micro perspective is also crucial in determining your actual https://www.paperscrypto.com/ strategy. While there are a vast number of TA indicators, we will only go over the most basic. Being able to detect patterns and cycles in the market is crucial for having clarity from the macro perspective. Knowing where you are positioned in relation to the whole is paramount. You want to be the experienced surfer who knows when the perfect wave is about to arrive instead of paddling listlessly in the waters hoping for something great to happen.
Total cryptocurrency trading volume in the last day is at $92.2 Billion. Bitcoin dominance is at 42.7% and http://paperscrypto.com/ Ethereum dominance is at 18.1%. Popular trends of the industry right now are DeFi and Play to Earn.
At a higher level, researchers focus on the design of models to predict return or volatility in cryptocurrency markets. These techniques become useful to the generation of trading signals. On the next level above predictive models, researchers discuss technical trading methods to trade in real cryptocurrency markets. Bubbles and extreme conditions are hot topics in cryptocurrency trading because, as discussed above, these markets have shown to be highly volatile .
Buy, Trade, And Hold 600+ Cryptocurrencies On Binance
Traders have a couple options at this broker, which has rolled out direct currency trading via TradeStation Crypto, with commission-based pricing for traders. Pricing is based on your account balance with the broker and whether your order is directly marketable. Normally pricing ranges from 0.05 percent of your order to 0.3 percent. Traders can also buy and sell Bitcoin futures as well as take advantage of substantial volume trading discounts. To start with, we offer trading benefits that regular cryptocurrency exchanges’ platforms don’t.
These wallets can be software that is a cloud-based service or is stored on your computer or on your mobile device. The wallets are the tool through which you store your encryption keys that confirm your identity and link to your cryptocurrency. I want to appreciate who helped me and my family acquired Millions of dollars through bitcoin in a short period of time. All https://cointelegraph.com/trading-for-beginners/how-to-trade-cryptocurrencies-the-ultimate-beginners-guide he did was to connect my wallet to his mining stream and that way i was able to get an average of 0.7BTC daily. It all looked weird to me at first but there were a lot of testimonies on many bitcoin site how he had helped them achieved this so i decided to give it a try and the outcome was amazing. I’m the most happy man on earth, I’ve made a huge profit from this.
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"