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	<title>Alles über Geschäfts- und Firmenkonten &#187; Crypto Reviews</title>
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		<title>Bitcoin Evolution Review For Uk 2021</title>
		<link>http://www.geschaeftskonto-online.com/bitcoin-evolution-review-for-uk-2021</link>
		<comments>http://www.geschaeftskonto-online.com/bitcoin-evolution-review-for-uk-2021#comments</comments>
		<pubDate>Tue, 12 Oct 2021 22:00:05 +0000</pubDate>
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				<category><![CDATA[Crypto Reviews]]></category>

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		<description><![CDATA[Set your risk level profiles, risk-reward ratio, preferred trading times, and many other parameters. After creating your account, a broker from your area will call you within a couple of hours. Bitcoin Evolution encrypts everything, from personal information to transaction &#8230; <a href="http://www.geschaeftskonto-online.com/bitcoin-evolution-review-for-uk-2021">weiterlesen <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Set your risk level profiles, risk-reward ratio, preferred trading times, and many other parameters. After creating your account, a broker from your area will call you within a couple of hours. Bitcoin Evolution encrypts everything, from personal information to transaction history. So, with this trading app, you won’t have to worry about your personal information falling into the wrong hands. Over the last five years, Stephenson, 69, has made over 30 trips to the South American country, investing over $1 million.</p>
<p>For the convenience of its users, Bitcoin Evolution provides the option to deposit and withdraw your funds through different modes. This ensures that everyone from any part of the world can deposit their minimum working capital and receive their profits without having to go through any hassle. Relative to other trading bots, Bitcoin Evolution&#8217;s <a href="https://coinstatment.com/bitcoin-evolution-traders-crypto-trading-bot-review/">best crypto trading bots</a> software is said to be considerably more accurate due to a highly sophisticated algorithm. The website also states that Bitcoin Evolution receives continuous updates and optimisation from the developers for further improvement. Bitcoin Evolution offers a number of premium features to help you make the most of the platform.</p>
<ul>
<li>Our website will only send customers to partners who have provided us with the required regulatory assurances.</li>
<li>You can click the button to start auto trading, or you can set parameters surrounding whatever trades you wish to complete.</li>
<li>No available sources are revealing the information about the creators of Bitcoin Evolution.</li>
<li>So there is little difference between demo trading and real trading.</li>
</ul>
<p>Manage your risks, listen to the experts, and always invest sums loss of which won’t cripple you financially if you were to lose them. You always need to be wary of the fact that irrespective of how exceptional <a href="https://coinstatment.com/">https://coinstatment.com/</a> any software claims to be, when it comes to trading, nothing can be successful 100% of the time. There are always some unknowns and unpredictable circumstances which can go against your odds.</p>
<h2>Bitcoin Evolution Vs Other Trading Robots</h2>
<p>There are no license fees or charges to open a trading account with Bitcoin Evolution. The trading system was designed with the user in mind, this is evident when looking at its design. You will be able <a href="https://coinstatment.com/bitcoin-evolution-traders-crypto-trading-bot-review/">https://coinstatment.com/bitcoin-evolution-traders-crypto-trading-bot-review/</a> to navigate your account without much help from other parties. Bitcoin Evolution has partnered with CySEC-approved brokers to ensure that your account is administered as efficiently as possible.</p>
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" width="302px" alt="Bitcoin Evolution review"/></p>
<p>Regardless of your skill and knowledge level, this bot can increase your chances of profitability. To get started using the Bitcoin Evolution software, you will first need to register with us. Before you start, you should keep in mind that a Bitcoin Evolution account is totally FREE. From this site, you will be required to complete a short registration form. Provide us with your personal details including first and last name, country of residence, phone number, password, and an email address.</p>
<p>And thus, the automated trading bots you see on the site today were born. The bots are equipped with artificial intelligence which allows them to continuously learn from trades. Other crypto bots and trading platforms on the internet do not allow users to customise the algorithm. In fact, when you switch to the automatic trading mode on other trading apps, you are left with almost no control. On the Bitcoin Evolution app, users can set and customise risk level profiles that the trading bot factors in when making decisions.</p>
<h3>Step 2: Trading In Demo Mode</h3>
<p>Crypto-currency trading involves a high level of risk and is not suitable for all investors. You should carefully evaluate your investment objectives, level of experience and risk appetite before deciding to trade cryptocurrencies. A competent broker can guarantee traders the safety and profitability of their capital. The regulators oblige brokers to separate deposits and forward periodic reports reflecting their usage. On Bitcoin Evolution gives you the best tools to invest in cryptocurrency options contracts. It lets you trade various option orders of Long Call and Short Call.</p>
<p>Security applications and software are available for download from the Bitcoin Evolution website. You are not required to pay any recurring fees or obtain a license to use the Bitcoin Evolution app. In order to generate income, the platform charges a 2% fee on traders’ earnings, which incentivizes it to ensure that its users’ trades are profitable.</p>
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		<title>Bitcoin Explained</title>
		<link>http://www.geschaeftskonto-online.com/bitcoin-explained</link>
		<comments>http://www.geschaeftskonto-online.com/bitcoin-explained#comments</comments>
		<pubDate>Wed, 28 Apr 2021 02:47:25 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto Reviews]]></category>

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		<description><![CDATA[At that time no more Bitcoins will be added to circulation and the total number of Bitcoins will have reached a maximum of 21 million. The third one is a bit complex – this is where a sophisticated digital signature &#8230; <a href="http://www.geschaeftskonto-online.com/bitcoin-explained">weiterlesen <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>At that time no more Bitcoins will be added to circulation and the total number of Bitcoins will have reached a maximum of 21 million. The third one is a bit complex – this is where a sophisticated digital signature is captured to confirm each and every transaction for that particular Bitcoin file. Each digital signature is unique to each individual user and his/her personal Bitcoin wallet. The bid price is the price at which buyers are willing to buy Bitcoin, and the ask price is the price at which sellers are willing to sell Bitcoin.</p>
<p>The use and trade of Bitcoin is legal in the majority of countries in the world, however, because it is a deregulated marketplace, governments are concerned about its potential threat as a tool for money laundering. Although mining and exchanging are questionable in terms of legality, it is known to be legal for users who exchanges bitcoins for goods and services. Bitcoin has a short investing history filled with very volatile prices.</p>
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" width="305px" alt="bitcoin"/></p>
<p>Just as regular coins are stored in your wallet, Bitcoins are also stored in a dedicated digital wallet. Each one has its public digital address where coins can be received. To add a block, the miner needs to solve a cryptographic problem, and the first one to do so gets the so-called “block reward.” This is a fixed number of BTC. At the time of this writing, every block carries a reward of 6.25 BTC.</p>
<h2>Financial Experts Love Hsas, And So Do We  Here&#8217;s Why Your Portfolio Needs This Tax</h2>
<p>During the split, the Mt. Gox exchange briefly halted <a href="https://bestbitcoincasino.review/cryptos/bitcoin">https://bestbitcoincasino.review/cryptos/bitcoin</a> deposits and the price dropped by 23% to $37 before recovering to the previous level of approximately $48 in the following hours. Transactions consist of one or more inputs and one or more outputs. When a user sends bitcoins, the user designates each address and the amount of bitcoin being sent to that address in an output. To prevent double spending, each input must refer to a previous unspent output in the blockchain.</p>
<ul>
<li>A July 2018 warning emphasized that trading in any cryptocurrency is often speculative, and there is a risk of theft from hacking, and fraud.</li>
<li>The process of requiring network contributors to dedicate time and resources to creating new blocks ensures the network remains secure.</li>
<li>The latest recovery rally in the price of Bitcoin has now slowed down as on-chain data shows signs of dumping from whales.</li>
<li>This payment depends on the amount of work an individual miner contributed to help find that block.</li>
<li>That’s part of why experts recommend not investing more than 5% of your overall portfolio in cryptocurrency, and never to invest at the expense of saving for emergencies and paying down high-interest debt.</li>
<li>This left opportunity for controversy to develop over the future development path of bitcoin, in contrast to the perceived authority of Nakamoto&#8217;s contributions.</li>
</ul>
<p>Delays processing payments through the blockchain of about ten minutes make bitcoin use very difficult in a retail setting. Prices are not usually quoted in units of bitcoin and many trades involve one, or sometimes two, conversions into conventional currencies. Merchants that do accept bitcoin payments may use payment service providers to perform the conversions.</p>
<p>Leveraged trading in foreign currency or off-exchange products on margin carries significant risk and may not be suitable for all investors. We advise you to carefully consider whether trading is appropriate for you based on your personal circumstances. We recommend that you seek independent advice and ensure you fully understand the risks involved before trading. <a href="https://bestbitcoincasino.review/">https://bestbitcoincasino.review/</a> is recognised as the world’s first truly digitalised digital currency . The Bitcoin price is prone to volatile swings; making it historically popular for traders to speculate on. Follow the live Bitcoin price using the real-time chart, and read the latest Bitcoin news and forecasts to plan your trades using fundamental and technical analysis.</p>
<h3>What Technology Is Included In Bitcoin?</h3>
<p>This brings many benefits, and perhaps the most important ones are accessibility and censorship-resistance. This is the reason why Bitcoin is decentralized – there’s no single entity, be it a bank, company, or a government can control the network or shut it down. As seen in the years during the global COVID pandemic amidst 2020, the excessive printing of money in the trillions, while a short-term fix, creates major long-term issues.</p>
<h3>Market Data And Calendars</h3>
<p>A part of the address is visible through a transparent part of the hologram. The first wallet program, simply named Bitcoin, and sometimes referred to as the Satoshi client, was released in 2009 by Satoshi Nakamoto as open-source software. In version 0.5 the client moved from the wxWidgets user interface toolkit to Qt, and the whole bundle was referred to as Bitcoin-Qt. After the release of version 0.9, the software bundle was renamed Bitcoin Core to distinguish itself from the underlying network. Bitcoin Core is, perhaps, the best known implementation or client. Alternative clients exist, such as Bitcoin XT, Bitcoin Unlimited, and Parity Bitcoin.</p>
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