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	<title>Crypto News &#8211; Ashok Sawhney</title>
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	<title>Crypto News &#8211; Ashok Sawhney</title>
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		<title>Can 1 Bitcoin Make You A Millionaire?</title>
		<link>http://ashoksawhney.com/2022/02/03/7-reasons-you-shouldnt-buy-bitcoin/</link>
					<comments>http://ashoksawhney.com/2022/02/03/7-reasons-you-shouldnt-buy-bitcoin/#respond</comments>
		
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		<pubDate>Thu, 03 Feb 2022 16:32:33 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
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					<description><![CDATA[Content What Are The Advantages Of Paying With Bitcoin? What If Someone Creates A Better Digital Currency? Why Do People Trust Bitcoin? Bitcoin Rush And Gordon Ramsay The authenticity of each transaction is protected by digital signatures comparable to the sending addresses, permitting all customers to have full control over sending bitcoins from their own [&#8230;]]]></description>
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width="250px" alt="bitcoins to usd"/></p>
<p><style>#toc background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px; .toctitle font-weight: 700;text-align: center;</style>
<div id="toc">
<p class="toctitle">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What Are The Advantages Of Paying With Bitcoin?</a></li>
<li><a href="#toc-1">What If Someone Creates A Better Digital Currency?</a></li>
<li><a href="#toc-2">Why Do People Trust Bitcoin?</a></li>
<li><a href="#toc-3">Bitcoin Rush And Gordon Ramsay</a></li>
</ul>
</div>
<p><p>The authenticity of each transaction is protected by digital signatures comparable to the sending addresses, permitting all customers to have full control over sending bitcoins from their own Bitcoin addresses. In addition, anybody can process transactions utilizing the computing power of specialized hardware and earn a reward in bitcoins for this service. To learn <a href="https://beaxy.com/exchange/btc-usd/">https://beaxy.com/exchange/btc-usd/</a> extra about Bitcoin, you&#8217;ll be able to seek the advice of the devoted web page and the unique paper. You can&#8217;t actually resolve what the price shall be in your local fiat foreign money at any particular time.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="bitcoins to usd"/></p>
<p><h2 id="toc-0">What Are The Advantages Of Paying With Bitcoin?</h2>
</p>
<p><p>Bitcoin is a free software program project with no central authority. Consequently, no one is able to make fraudulent representations about funding returns. Like other major currencies corresponding to gold, United States dollar, euro, yen, etc. there isn&#8217;t any guaranteed buying power and the trade price <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> floats freely. This results in volatility where house owners of bitcoins can unpredictably make or lose money. Beyond speculation, Bitcoin can be a payment system with useful and competitive attributes which might be being utilized by 1000&#8217;s of users and businesses.</p>
</p>
<p><h2 id="toc-1">What If Someone Creates A Better Digital Currency?</h2>
</p>
<p><p>However, there is no assure that they could retain this energy since this requires to take a position as a lot than all different miners on the earth. Bitcoin is designed to be an enormous step ahead in being profitable safer and could additionally act as a big <a href="https://beaxy.com/exchange/btc-usd/">bitcoins to usd</a> safety towards many types of financial crime. For instance, bitcoins are completely impossible to counterfeit. Users are in full control of their funds and cannot receive unapproved expenses such as with bank card fraud.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h3>Can you get scammed through Bitcoin?</h3>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>Although some may argue that bitcoin itself is a scam, some of the top criminal bitcoin scams include malware, fake bitcoin exchanges and bitcoin ICO scams. Bitcoin &#8211; the possible Pandora&#8217;s Box of the currency world &#8211; has never been short of controversy.</p>
</div>
</div>
</div>
<p><p>The variety of new bitcoins created each year is mechanically halved over time until bitcoin issuance halts completely with a total of 21 million bitcoins in existence. At this level, Bitcoin miners will probably be supported completely by quite a few small transaction charges. New bitcoins are generated by a competitive and decentralized process called &#8220;mining&#8221;.</p>
</p>
<p><h2 id="toc-2">Why Do People Trust Bitcoin?</h2>
</p>
<ul>
<li>Bitcoin existed as little greater than a extremely cool thought and nothing more.</li>
<li>Changes to the rules governing using the underlying software is known as “forks”.</li>
<li>“Soft forks” pertain to rule adjustments that do not outcome in the creation of a brand new cryptocurrency, while “hard fork” software program changes result in new cryptocurrencies.</li>
<li>The community is split over the best way to increase the number of transactions.</li>
<li>Past bitcoin hard forks have included bitcoin money and bitcoin gold.</li>
<li>While bitcoins are digital, they are nonetheless produced products and incur a real value of production &#8211; with electricity consumption being an important issue by far.</li>
</ul>
<p><p>It is more correct to say Bitcoin is meant to inflate in its early years, and turn out to be secure in its later years. The only time the amount of bitcoins in circulation will drop is if folks carelessly lose their wallets by failing to make backups.</p>
</p>
<p><p>Bitcoin block rewards are the new bitcoins which might be awarded by the blockchain network to eligible cryptocurrency miners. Because bitcoin just isn&#8217;t ruled by a government, it relies on developers and miners to course <a href="https://www.binance.com/">https://www.binance.com/</a> of transactions and maintain the blockchain secure. Changes to software program are consensus driven, which tends to frustrate the bitcoin community, as fundamental issues sometimes take a very long time to resolve.</p>
</p>
<p><p>Bitcoin transactions are irreversible and resistant to fraudulent chargebacks. Bitcoin allows money to be secured in opposition to theft and loss utilizing very sturdy and helpful mechanisms corresponding to backups, encryption, and multiple <a href="https://www.investing.com/">https://www.investing.com/</a> signatures. Payment freedom &#8211; It is possible to send and obtain bitcoins anyplace in the world at any time. Bitcoin permits its users to be in full management of their money.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h3>How many dollars is $200 Bitcoins?</h3>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>How much is 200 Bitcoin in US Dollar? 200 Bitcoin is 2047740 US Dollar. So, you&#8217;ve converted 200 Bitcoin to 2047740 US Dollar.</p>
</div>
</div>
</div>
<p><p>Since Bitcoin provides many useful and distinctive options and properties, many users select to use Bitcoin. With such options and incentives, it is possible that Bitcoin will mature and develop to a level <a href="https://www.google.com/search?q=bitcoins to usd">bitcoins to usd</a> the place value volatility will become restricted. Notwithstanding this, Bitcoin isn&#8217;t designed to be a deflationary foreign money.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h3>Is Bitcoin banned in China?</h3>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>The recent development can completely eliminate cryptocurrency trading and mining activities in the world&#8217;s most populous nation. Chinese regulatory authorities had imposed a ban on initial coin offerings (ICO), a cryptocurrency-based fundraising process, and termed it illegal in China in September 2017.</p>
</div>
</div>
</div>
<p><p>With a stable financial base and a secure economic system, the value of the foreign money should stay the same. Although this theory is a well-liked way to justify inflation amongst central bankers, it does not appear to at all times maintain true and is taken into <a href="https://beaxy.com/exchange/btc-usd/">bitcoins to usd</a> account controversial amongst economists. Consumer electronics is one instance of a market the place costs constantly fall but which is not in depression. Similarly, the worth of bitcoins has risen over time and yet the dimensions of the Bitcoin economic system has also grown dramatically together with it.</p>
</p>
<p><h2 id="toc-3">Bitcoin Rush And Gordon Ramsay</h2>
</p>
<p><p>This course of involves that people are rewarded by the network for their companies. Bitcoin miners are processing transactions and securing the community using specialised hardware and are amassing new bitcoins in trade. The Bitcoin protocol itself can&#8217;t be modified with out the cooperation of nearly all its users, who choose what software program they use. Attempting to assign special rights to a local authority in the guidelines of the worldwide Bitcoin network isn&#8217;t a practical risk. Any rich organization may choose to invest in mining hardware to control half of the computing energy of the community and become capable of block or reverse latest transactions.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="bitcoins to usd"/></p>
]]></content:encoded>
					
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