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	<title>António Mota &#8211; Review</title>
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		<title>Bitcoin &#038; Cryptocurrency Calculator and Converter Tool</title>
		<link>https://re-view.pt/crypto-news/bitcoin-cryptocurrency-calculator-and-converter/</link>
					<comments>https://re-view.pt/crypto-news/bitcoin-cryptocurrency-calculator-and-converter/#respond</comments>
		
		<dc:creator><![CDATA[António Mota]]></dc:creator>
		<pubDate>Mon, 20 Jun 2022 11:59:32 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
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					<description><![CDATA[<p>Every aspect of our bitcoin calculator price mining calculator has been developed for miners by miners. Simply enter the amount of Bitcoin you wish to convert to USD and the conversion amount automatically populates. You can also use our Prices Calculator Table to calculate how much your currency is worth in other denominations, i.e. .1 [...]</p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/bitcoin-cryptocurrency-calculator-and-converter/">Bitcoin &#038; Cryptocurrency Calculator and Converter Tool</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="300px" alt="trade"/></p>
<p>Every aspect of our <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin calculator price</a> mining calculator has been developed for miners by miners. Simply enter the amount of Bitcoin you wish to convert to USD and the conversion amount automatically populates. You can also use our Prices Calculator Table to calculate how much your currency is worth in other denominations, i.e. .1 BTC, .5 BTC, 1 BTC, 5 BTC, or even 10 BTC.</p>
<p>These things may not seem important at first glance—but they could determine whether your investment pays off or burns. By keeping these seven tips in mind, you can set yourself up for success as a crypto investor. If you&#8217;re ever approached with an investment opportunity that promises high returns—especially if it sounds too good to be true—investigate further before handing over any money! It might seem counterintuitive at first glance, but it pays off in terms of your investments&#8217; success rate down the road. Calculating crypto taxes can be tricky, especially when you&#8217;re new to the world of cryptocurrencies. There are so many different types of cryptocurrencies, each with its own price fluctuations.</p>
<h2>Can you calculate profits automatically?</h2>
<p>Taxes should also be a consideration, but they can vary widely by country. In the U.S., the IRS treats all cryptocurrencies as capital assets. That means you’ll pay capital gains when you sell your crypto for a profit. This app allows you to check and monitor the Bitcoin exchange rates easily in any currencies. If the same coin’s value remains stable at $1 and if the circulating supply increases to 2 million then its total market cap is $2,000,000.</p>
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<h2>Who owns the most Bitcoin?</h2>
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<p>US-based software company MicroStrategy (MSTR) was the world&apos;s biggest publicly traded corporate owner of bitcoin. MicroStrategy said in its earnings report for the fourth quarter of 2022 earnings results had holdings to 132,500 BTC, worth about &#x24;2.194bn on 2 February 2023.</p>
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<p>It does not constitute investment advice, financial advice, trading advice, or any other sort of advice. 3Commas may charge a subscription, and users may be charged fees by the exchanges they trade on, that are not reflected in the prices of assets listed. 3Commas is not liable for any errors or delays in content from either 3Commas or third party sources, nor is 3Commas liable for any actions taken based on the data presented in any content. The best strategy to make profit with Bitcoin varies depending on each trader&#8217;s goals. For long-term holders, one of the most popular strategies is to use the dollar cost average strategy to accumulate BTC.</p>
<h2>Bitcoin investment calculator</h2>
<p>Bitcoin Calculator can display the Bitcoin price in hundreds of currency types. When you are looking to open a trade with multiple entries or when you want to close down your position using two or more exits. Either way you wish to know the know the average entry price or the exit price beforehand.</p>
<p>You should take your time researching projects before investing in them so that you know what they do and how they operate, as well as the team behind them. You should also create a portfolio of different coins or tokens so that if one project performs poorly, there will be others that still have the potential for growth. When you&#8217;re investing in cryptocurrency, it is essential to do your research. You should know what you are investing in and have a general idea of how the coin or token works. If you want to take advantage of the potential for long-term growth in the crypto market, then yes, you should reinvest your profits.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">What should happen so that real yields become positive?</p>
<p>👉 the yield should be higher than the inflation, i.e., above 7.6%<br />👉 this would result in the German Bunds price decline of 40% (via bond value calculator)</p>
<p>Would this happen? 🤔</p>
<p>Of course not. 💡<a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a></p>
<p>&mdash; SmartCredit.io (@smartcredit_io) <a href="https://twitter.com/smartcredit_io/status/1543555424754044929?ref_src=twsrc%5Etfw">July 3, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>So, you can be rest assured that the prices you see on this page are the best possible rates you can sell your cryptocurrencies in Nigeria or Ghana. If you need further help or clarification, feel free to contact us. We&#8217;ve created this Bitcoin profit calculator to help you calculate your Bitcoin profit and loss. Optionally, you can also enter investment and exit fees, which will be deducted from the total Bitcoin profit made. Yep, wallets and exchanges provide you APIs which if you use to connect to various tools created to calculate your crypto profits and losses, you will get results automatically. Just make sure to connect your portfolio to verified tools which will guarantee accuracy and security.</p>
<p>The crypto market cap calculator&#8217;s comparison tool is extremely useful for comparing your token&#8217;s market cap relative to another coin&#8217;s market cap. The crypto market cap calculator helps you discover what the price of your token would be at another coin&#8217;s market cap easily. The crypto calculator automatically updates related fields and values upon input for increased user experience.</p>
<p>Again, these percentages are entirely dependent on each <a href="https://www.beaxy.com/">https://www.beaxy.com/</a>r&#8217;s individual goals. Enter the Buy and Sell price of Bitcoin or any other cryptocurrency that you have selected. Buy Price is the price at which you got your Bitcoin and Sell Price is the price at which you sold or plan XLM to sell your Bitcoin. Our Bitcoin Profit Calculator can be used to calculate profit/loss for any cryptocurrencies, we suggest you bookmark this page. However, if you bought 1 bitcoin for $10K but sold half of it at $11K and kept the rest, things get a little trickier because now there are two transactions with different prices involved.</p>
<p>Once your transaction is included in a Bitcoin block and thus obtains the first confirmation, you will need to wait approximately 10 minutes for each additional confirmation. The transaction fee you pay will only affect the time you have to wait until the first confirmation. These are the estimated fees you should use depending on how fast you would like to obtain the first confirmation for a typical transaction.</p>
<p>This tool is not only for cryptocurrency traders but it also applies to stock trading and Forex. By using this average price calculator tool you don’t need any Excel sheet or you don’t have to go through any tedious process of calculating numbers manually. Select or click a miner to have the inputs preloaded automatically.</p>
<p>And for the more advanced users, there is always the manual “Custom” option which allows them to check the mempool and set the fees according to their own analysis. After you check either of these resources to make sure that your transaction will not get stuck in the mempool, you are ready to manually set your Bitcoin fees. In July 2010, Bitcoin developer Gavin Andresen has highlighted a source code rule that imposed a 0.01 BTC minimum transaction fee. At today’s market valuation of bitcoin (approximately $10.000), the transaction cost would be $100.</p>
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kzwR57uowLhw1jrWrle1WRNqtNqNIti8XKTQpMAkm25A7Kw6hXMSZk7k3DMlkfUjIBdeAwNfNRtXOIJ3X6Xotonben0pNOtWJckqVdE2bHM+dKfY2I7M2vOOSR9SLvPqPX004gKy/cN62BrvQKJZNw2FAh1efUI9X51GmU2Qle2W0++hpbaULadQtLiS2mkjJSsngLswGBWF2as2dX7brCNPddbIo8+hzqexUKnJlR5kaEbzySSw6XNSlLjySU2jKiPcojIjMsHkl96t6W6XFD/dI1Ftu1zqCjTEKr1NmKb+MZNBOKI1EWSyZdCyWcAMrwGB4tYvmy7etZV8V27qNT7dSyiQdWkzmm4fKXjYvnKVsMlZLB565LGcjhZd+2RqPRU3HYF30e46WpZtdspc1uS0ThERmg1IMyJRZLKT6lkgHu4DAkAEYDAkAEYDAkAEYDAkAEYDAkAEYEKLxT/QOQhXwT/QAqFgvyLf8Uv6h9MDgx+8N/xC/qHQuWuR7ZoE+vyk7m4LC3tucbzIvFTnyGZ4L+UArdw0K3I5Sq7V4sFpXRJvOEk1n5kl3qP0FkeVTNSrBrDimoF2U9S0kajS47yjwXfjfjP8gr+wNOE6gN/uialLcqL9SyqJDNakNNMkZ7TwR5x/ipzjHU8mfTlqRojKuKVGasyj27SIrCcrdNbjbrqj8hpQg0kRfymfoAWtQq1TrjpbNapLxuxJBr5SzTjcSVGnOD695H3jv4GL6Z2xU7Os2DblXfjPSIinfGjqUpG1Tillg1ER/wALzDKQGZ2EX/Jsv/Oj/s0DJtoxqwv72y/86P8As0DVe8NduI277xuTV/R6zqVK090RrNct6tUCRW5LVTud+O22UlxtllpbRE11NlKzNRnuPGVEkg3NwGB51sV6NdVt0m6IUWXGj1iCxPaYmNcp9pDraVpS4j+AsiURKT5DIyHpAIwGBIAIwGBIAIwGBIAIwGBIAIwGBIAIwGBIAIwG0SAAAnHpDHpAaSXLZts3fxt6otXJrNdOnyI1rW6pp2hXKmjqmGopGUuKUR8wk4IyLybj84wNT8G1dGOLfRuy7pK8rLtyilVodyuOMyJb1QnxlrmMSpjREUx1Km0nzFZWkj2LM8JIt4Ls0M0Uv2sKuG+dH7IuKqrbS0qdVrfiTJCkJLCUm462pRkXkLPQerD0308p1qP2HAsO3Y1sym1tP0VmlsIgOoX0UlUck8tRH5SNODAatw3bRRxl2SrVByltwW9G4x2qdWUgo5zjl4mGzzPF7RyeWR48bl+jI9zgactR24df3LHVTlUNep0xUNVO29mNJxmMm1s8U0mrdg09D8nQbA3lpVpnqJSodDvzT+3bhp1PUSocWp0xmS1GMiIiNtK0mSOhEXi46dO4epQbSta1UyEWxbdKo6ZRtG+UCE3HJ022kMtmvYRbtrTbbac9yEJSWCSRANWL6s7Ue8eOauxdONYJmn8qPpjSnJMqNRIdSOS2dSmETZplJUlBEfXKeo+utWhMTS7hq15vWtXrW70vS7bTfTWa9VuU2pxuPHWllllhhCGmGkkpR7UpyalGZmfTG06Lct9qvu3W3Q6citvxEQHakmKgpTkZCjWllTuN5tkpSlEgzwRqM8ZMfSs0SjXHSZdBuGkwqpTJ7So8uFNjpfYkNKLCkONrI0rSZd5GRkYDTrXm1ratbgItli2rfp1LRIOynXihxkM81ZzoRmte0i3KMzMzUeTMzM/KPes520Y/GtrurWN2gtyFUC3DtY64pkv+QuzPds7Pzf8AzPaSXzcdN3f0wNnKnZto1qgM2rWbWo8+ix+RyqbJgtOxW+SpKmdrSkmgtikINOC8U0kZYwQ8u+tJtL9Tyhp1H08tu6Pc9Rrie69LZlmwZ4zs5iT2keCyRdDx1yA0g1Sp1lpY4W4eiN10iBo94Q3AuFUrtp78ukNVTY6qDzWX1sOKLmdtTHPelJeKpJqSSSPYTh000l2lqtqTeU3Vux7lqNys0v3Wo9q0ooDMF9lLqWpDrXan1JW6g1EZnt3cvPXAu2s2VZ9xW0uzK/atHqVAcaQwqly4LbsQ2042o5KkmjBYLBY6YLHcOpY+mmnmmVOdpGnVj0G2Yb6yceYpNPaiodX/AIyybSW4/SeTAZGAnHpDHpAQAnHpDHpAQAnHpDHpAQAnHpDHpAQAnHpDHpAQIV8E/wBA5Y9IhReKfXyAKiZ/eW/4pf1DoXHQKfdFFk0GqE4cWWSUucte1WCUSiwf6SId9n95b/il/UOYDHIly2HbsNigpuyjR001tMQmnag0S0cstu1RGoupYwfpGQNutvNJeaWlTa0kpKiPJGR9SMURVNDrtqV3Ve7KXNpsRZ1VUmG1MRvS6kzNZrURJURFuPBEZHnqfTpn3J1i613cj3Oui9abApjuUvtwEHvWnHdgkpyR92DXj0eQB3bDuOo3bqpc1Sg1KS/b0GOiIy3z1Gwb2UFvQnO3ry3DyRdxl5xaI8a1LUo1mUZqiURg22UGalrUeVurPvWo/KZ4/qIug9kBmlhf3tl/50f9mgaaXzcGlcW1tSOJrh+1iqWkt70WZUXLjtSpS4pw6pVoTjiHGptMUtZE/JNokpdaUlR8wlYNZqG5lglmmy/86P8As0DFrq4aNF701Qour1w2JRpVw0VuQgnXKdGWiYpwmyQ7I3Nmp1xrlFylbiNG9eO/oGVaZXNU7003tS8a1TCptQr1Dg1OXCIlF2Z59hDi2sK6ltUo09evTqMkHxmzI1OjLmTHeWy3jcraZ4yeC6F17zIffHpAQAnHpDHpAQAnHpDHpAQAnHpDHpAQAnHpDHpAQAnHpDHpAQA+UyVHp8N+fLd5bEZpTzq9pntQksmeC6n0I+4fbHpAQAnHpDHpAcgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEKLxT6eQSACkE1Y2Uky7Q7hJaPFURUOYoiMuh9SaMj/SR4E+7SfkS4fYM37IXQcyGR4OUyRl/6wg7bD+Ns+sIBS/u0n5EuH2DN+yD3aT8iXD7Bm/ZC6O2w/jbPrCDtsP42z6wgFL+7SfkS4fYM37IPdpPyJcPsGb9kLo7bD+Ns+sIO2w/jbPrCAY1pw6qRRpL6ocyOlctW1MqK4wtREhBZ2OESsZIyzjyDKxxQ426ne0tK0+dJ5IcgHXqFPiVSG7Amtmth4iJaSWpBn1z0NJkZdSLuMef4KUv41WPbMz7UewADx/BSl/Gqx7Zmfah4KUz41WPbMz7UewADx/BSl/Gqx7Zmfah4KUv41WPbMz7UewADx/BSl/Gqx7Zmfah4KUv41WPbMz7UewADx/BSmfGqx7Zmfah4KUv41WPbMz7UewADx/BSl/Gqx7Zmfah4KUv41WPbMz7UewADxHrOo0llyPIdqrrTqTQtC6vLUlSTLBkZG5gyMvIPbAAAAAAAcsBgBxAY7qJqLZOk9oTb81DuBii0GnG0mVNeQtaWzccS2gsII1Hla0l0I+/zDImnG3m0PMuJW24klJUk8koj6kZAADlgYnphqZbWrlq+GNplLKnnOm07+6mibc5sWQ5Hd6EZ9N7asHnqWDAZUA8+5rjolnW5VLtuWoIg0iiw3qhPlLSpSWI7SDW4sySRmZElJn0Iz6CoaBxtcK1y1KJSaXrPRikTlpajnLafiNuLUeEpJx5tCMmZlgt3XyALuAcsDHKDe0av3bc1oNW9cEJ22FREuzptOWzCndoaNwjiPH4r5IItq9vwVGRGAyEBywGAHEBywGAHEBywGAHEBywGAHEBywGAHEBywGAHExCu4/0DngQovFP9ACnmjM2kKMzMzSRmY55PziGC/It/wAQv6hD7zMZlyTIdS200k1rWo8ElJFkzM/MRAOQZPzimU3RqRq3PlNWHKTQbcjrNlVQcTh18+nwTwZkfceE4wR9VdSIY3eVT1C0omMQ4epsqty5STU7Hej83ko8ij5hrxk+7GD6eYBsUGTGE6LzplR04pcmoOuuSjXIJ5bpma1q56zyZn1MzIy6jOMAM1sEzOmSsmZ4lHj/AEEDJhjVgF/ybL/zo/7NAqvUfjQ0U0y1goekdfuuloemHIRW56paks0F0kIVHbkGSDQlTxrMvGWjZtI1dFEAvkBJYURKSZGR9SMvKJwA4gOWAwA4gOWAwA4gOWAwA4gOWAwA4gOWAwA4gOWAwA4gOWAwAkAABpnxuXRpDfGq+nPDnrFedIoNnGzNvG53ZtWKApaG2XI1PZQszIlGqQ6tw0H5I+e4h6nD5q7f938DFRk6WPQbl1DsGnT7UiqZfTJalzoCeWw8hR5J43GOQ8nPRalkWcHkXFaWgdMpGqmoOq93VKHc9QvZ6C3EZk0tCUUiBEaNDUZs1KWasqWta1lsJSjLxSwPBd4WKcVf1WfpF71O3qDqnFp6nYFASqnSqRUoreztsWU04W01kls1o5eFGjxjUlSkmFdcO+pVy13VKj0D8ZOrXDIepsly67Lv2226LWoswkJNL1PabjM+IlZKJbe5xtKDMyUZ4Mqn4cdZrzr0a1+F/SmrybTrUy6rnrdeuSZAb2opTNXfWtimpkoU1KkObySaiStLREszIzI9uyFmcOGpatULS1Q1t13K+5lgxpjNvMQ7Yj0gkuy2TYkPyVIccN1SmjItqeWgjSSsDzlcGkRGk1GsqnahOwLvtO6J912zd0elpJ6mSpM1yQps2DdMnmTQ6bTjalklwiIzIsERBnvFf04XtXOuf/Aauf6i6NcTunUXWfg6omg1ocM96vzLhsimURqs1/3Oi0VlJxWklP5hSluqSjBPNkTW8zSnoR9BtlqXYczUvSK59M6jXGYcu6LemUR+pMQzNtpyRHU0p5LBuZ2kazUTZuZx03+Ud/Tq0vADT62LE90O3+DdGhUjtXK5XP7OwhrmbNytm7ZnbuPGcZPvAaxzZGtUriet/hZoWt1Tt23KNpFBrs+XBpcN6ZMmMTjhrWh6Q2tTZuEbZqPxsEgyIiNRqHUvnip1C0yrnFnWJstusU7Sti2Stamux2kNxX6hEwo1rQlLjqDfcQtRLUZ7UmSTTkXujQ/ZxPOcR/hPnfYpWV7jdi7v7vKX2nn8z0bOXy/Tu8gxuTwn2xXbm1zqV5VxVWo2t0elRpVNREJldMKFEUwlaHjWsnFmo0upVsTsUguiu8AsTTriPtG5rQr1W12fvikz2XEXnTazToUZDTio+WpFNOKwhTe19JJNpxS0qQ4Z53JIz1aRxT646iWzc+rlk3LqfFrUarzfBK1KTpy5UrdkQozxNpjS5SIqluuvE04S3UPo5a19Nu0yLafTvQfV6hXTb1W1J4kardtGs9t1FIpUWjNUspSlNLZS5UXG1rOWpDa/FIibTvSlZkZjxqdwxap2FUKvR9EuIl6y7IrdVdq66K5a0WoyKa6+6bklEGS6oktNrMzwlxp0mz6lnJgL+oNSdrNDp1XfgvwnJ0RmSuM+g0OsKWglG2tJ9SUnODI+4yHfHFtJoQlClms0kRGo8ZV6Tx0HIAAAAAAAAAAAAAABCvgn+gSIV8E/0AKfY/eW/wCKX9Q8LUCj1av2bVaLQ3G0TJrJMoNxe1O01FvIz9Kdxfyj3Wf3lv8Ail/UOYDxLJt8rWtKlUDYhLkSMhL2w8pN0yy4ZH6Vmo/5R7Y1yuLUrUumXrV4jlcqLVBp9TWy67FpjDpsMmozQkjUjG7b3bj8meoy2Vr+xUmk0zT+2KrWKmtOxBvs4Qk8fCUSDM1en4JekgGa02/G6lqHU7DapxEVMiJkrlk/klKPl+Js29P3zv3H3dwysYFpTYVQtWLOrlyvlIuCtuc+YvJK5ZZMyQRl0zkzM8dM4IuhEYz0Bm1gf3tl/wCdn/ZoGpdxW9cnDrRtYqfqJpUjUrQ/Ue4KtdFYrNvS0pqdIjziLtSJMUzSp1DWzo8y5uQlBrPaeEo20sD+9sv/ADo/7NA1nuThJ1np9TmaRaZa2z6LolezlXk16nHSIL0uiokr3vQob68L5Uk35BEexRskjOVGrJhs/p2VqJ0/tlNhvc62So8IqM5vWvfB5COzq3OeOrLew8q8Y/L1GQjybTtikWTatGsy32Vs0ug0+PTITa1mtSI7DaW20mo+pmSUkWT7x6wAAAAAAAAAAAAAAAAAAAAAAAAnAYEgAjAEXUSACMBgSACMBgSACMBgSACMBgSACMBgSACMBgSACMBgSACMBgSACMBgSACDLqIUXin+gcg7wFOsl+Rb/iF/UOeBmR6V2WZmaYMxBGeSSipSUpL0EROYIvQQfuV2Z8Un+1JP2gDCGIcaKbpxmG2jecN1w0pIjWs+9R+c+hFn0EPohpDZbW0JSXfgiwMz/crsz4pP9qSftA/crsz4pP8Aakn7QBhuAwMy/crsz4pP9qSftA/crsz4pP8Aakn7QB9LAL/k2X/nR/2aBlGB59Dt+lW5EVBpDC2mluG6re6txSlGRFk1LMzPoRF3+QeiA86vwp0+kSIlNdQ3JWSeWpSzQWSUR9VERmXQsdxjrdpvD5Co/tV37uPaAB4vabw+Q6P7Vd+7h2m8PkKj+1Xfu49oAHi9pvD5Do/tV37uHabw+QqP7Vd+7j2gAeL2m8PkOj+1Xfu4dpvD5Do/tV37uPaAB4vabw+QqP7Vd+7h2m8PkOj+1Xfu49oAHi9pvD5Do/tV37uHabw+Q6P7Vd+7j2gAY3VUXpUaZMp7NMpMZySw4yl5NVdM2zUkyJRf3OXUs57y7hkWByABGAwJAAASGAEAKK1Z4o6ho6io1K5uHzUV+hQJ7NPRWYjlJVGkrefSyyptKpqXdq3HEEW5CTLd1IuosLTi/bjvgqgdwaSXVZHYja5RV12Avte/fu5fZJL2Nm0t2/b8NOM9cBmYCQAQAnAAIAT5AAQAkVvE1f8AD3Takal6EUNN9QKvUm4rZKknTMRkyzjy5H90ISr8jsdVsNJGvZhPeRgLHASACAEiqtZtf6do7cdl2f4CXLddcvx+bGpMGiFFJalxWkuu71SX2kJ8RRmXjfwT9GQtQBX+nupl2XpWH6ZXtDb1sthmMp9M6tvUxbDqyUlJNJKLLeXvMlGrqkk4QrrnBHYPkAQAkMAIASACAEmACAE4ABAAJAQAkAEAMS1Q1Ipml1st3BPpVQqz8yoQ6RTqbTyb7TOmynksssoN1aG05UsjNS1pSlJKMz6Dw7M16s+5qHNqdeiVC0KhSrjatKo0mtJbKVGqrqmSYYI2VuNu81MhhaFtLWk0OEZmW1W0LJHRr1YjW9Q6jX5iHFx6ZEemOpbIjWpDaDWokkZkWcEeMmQ74xjVD/Bndv8A7Cn/AOrrAZMR7iI/OWQGr8zjWqLNNqGplL0IuGo6N0aY7Cm3y1UopLNLL5x3ZbFOzznoqHCPLhGStpKMkHtPGzkSVHnRWpsN5DzEhtLrTiDylaFERkoj8pGRkYD6AKBpPExfN/XVIZ0Y0CqV5WTTay5Q592KuGFT2lPtOEiQ5EYdM1ymmzMyNwjQSjQokbsC/wAi6gIASACAEgAgBIAIASACAEiAHPAYAAGvHHoX/i6S/wD/AE1s/wD3mIMc4848mou6E0Bms1WmM1vVikUyW9TJrkSQcd5mQhxKXWzJaDNKjwojIyPqRkZEY2C1I03tbVe1l2beUV6RTHJcSapDLymlc2NIQ+0e5PXBONIMy8pFgdfULSizdUJVqzLuhyH3bNr8a5aSbUhTRNzmCUTalbfhpLerKT6GA131tsrSK3J+mXDZQLOv65mIrFSq0SwKBWiYiToyT3Kk1OZLfQs2m3lqNCTf8ZxeDSrxSKj6rVrktvhZ4rrFZgV+2KfZ1Vg+4lFqFZTPkURuQ3FeXHbkNuOJ5e8zUlKVntJZkfXcN3NVeHyw9W6/Q7vrMy4qLcVutvR4FZt6sv0ya3HexzWDcaMjU2raXQ+7rgyyefDj8IOh0Ozb3sGHQagzRdQ+yqrzPum+tchxhCUk7zVqNzmLNBKcWajUtZqUozNRmYVDqjpjb2gevuhl4acTq7Gq933U9b1zSZdZlSzrkd6K4tSpSXVqQpZLRvSaUpJJmWCIkpJNY3/YjlCqupmquscO77kp67qfqFC1asO50ynbRp6HUobiLgE+lTZRDQ4Tuxp0jJa9xGaSMbz3vpbaGoVatOv3NEfemWXVSrVIU2+psm5RNqb3KIvhltUfQ+gre4ODHRi4anXH3XLsgUa6KguqV626dccuLRqpLWaTcdfiIWSTNZoSa9u0lYLJGArrXI7F1Y1Xtmznba1A1ffhWeiveDVHqcal0Jtl93Y1VJTy3Y++Q4RLS03zFklCVqJtPVR0db+pmpEfhfb0393bgo8Wp6/Fpa5IdqZvVOh0Bb5KVHTMQpWVoIjZ5u5RbVGSTxtxuhfnDDpnft4QL7XJue3K1BpKKAqTbNflUk5NMSs1phulHWnLRKUZlt2n3dehY40bhR0NoWl9zaNQbP8A/A+66m/V59NXKdNKJLhtq3Mr3b2timW1I2mW00kZAMYoXC3o1ZF8TLat24nqdb92W0/DqVgu1iQ43UTafZMqk1vf5yFtkZNLWjoonU5Mj+FqlpTaVCtD8H9p/ddtRXoFVuTUOkJqkluU6ZyEs3O8y2WDUaUkTfimSSLPlyfUby6acPljaY3NMveHUrmuC5ZsFNKOs3JW36nLagpc5hRWluqPltb8KMkkW5REajMyIeFROEbSG37Wl2NATcJ22/XotxxaS9Wn3ItOlsSTkoKKhRnyWzeUa1JL4R9+QFYxdO7a4l+JzWWg6zHUqtR9Ok0Sk29Qk1ORFjw0S4XaHpu1haNzzizMkuGeUpRgu4sUxLrN03TZ+kGn9fve46lDoWv1SsVivpqbjM6r0iP2lptxUlo0rNRtqNs3EqJX5PJK3eMNytQuG7T7UK7jv9VRui2bldhJpsyq2vXZFKkToiTylmQbKiJxKT7jMtxeRRYIc4/DTo7At6wbUpNrnTqTppVW6zb0aLIcQlmWgl/lHDMzU6ajdWpRrMzUpRqMzM8gKg0stCiaJ8b9W0j04KdTbPr+mCLqk0hye/JYRU2qoUXntk8tRoNTSsKwfUyIzHV4yGr3e4iuGhvTiZRItxqqtydhercd1+ElXucjdzUMrQtRbN5FtUXjYPuyQ2OPS+0T1XTrScR/woTbx2uT/PVyuwHJKSaOX8HdzSI93fjoOF16V2del62dqBXoj7tZsR+ZIoriH1IQ0uSzyXTWkui8o6Fnu7wGuvEpefFVpdwvai3Nd9z2UdaX7l0+jTrPhSoDkFMmYiPJdcclPuEStjqCbWk07FZUZ9xli+jeleuGnuudm3BZPDvW9O7MTT6jCvhM6/o9bKtf3PvhPqaJ5RlITISZG6lG4yeUR4Tkbk3haFs3/a9Tsu8qNHqtErMZcSbDfIzQ80oupdOpH3GSiMjIyIyMjIjGB6d8Odo6bV2HXqdeF/1dVMjri02JW7smzocFlSSSaG2Fr2HhJEkjWSjIiLBljIDQOwbd4k9ZtH4WuFjaJXFVNV63U11qm6iq1BjMNMqbnKSqIinreSSYqWW3I5x1p2nlRmXcRfqYwbq2G1PtkhxSCNaSPO1WOpClvxQ9Ko1YmzqHVr3oNKqVQVVJtvUa6psGkSJS1EpbhxmnEkncoiNSUGlJ47hdoBgMAAAGAAAwGAAADAAAYDAAAxTUvTehap2x4M12XUIRNTI1Shzqc+TMuDMjupdYfZWZKIlpWkj8ZKkmWSMjIzIagW3NhUPWWJLsq2rm1Oa93K3It9c6qR2nbhr8VpqPV63IedS0ylEVBs06MhpBI3JfNJEk0rG9KkpWk0LSSkqLBkfcZCubt0B09uml21TITVStY7Oacj0GTbU5dNep8dxtLbrDZtdCbWhCCNJkZeIkywZEYD29KdSbe1g07oOpdrFJRTK/ETJaakt7HmVZNLjTiepEtC0rQrBmWUngzLBn9NUummV3Y+QZ/wDq6x9LXtyydIrGpVp0JqHQrboEZmBEQ68SG2kZJCCUtZ+MtSlFlSjNSlKyZmZidSY0iZp1dMOGw4++/RZzbTTaDUtxamFkSUkXUzMzIiIhXE4ypzRM8ud2lemE6HSfwRNZYqkpqM7Ds+5abIS6siNqWqXLaJlWe5ZuLSkiPrlRecbm6TxZUHS2zoU5pbcmPQKc08hZYUlaY6CUR+kjIxgk/hB4d6veLl9z9O2lz5VQTWJMVM+UinSagXUpTsFLhRnHc9TWpszM+p5PqM/TptZaNSV6upo6iuxyiFbqp/ansHTyf55M8nfyv33xt+zf5N2Ogoq0A0Ytm8rX4DJmsNvcQ11WvcGnia/LYoyXYyKTHkxahJcVAlRVNkby31dMuLNW6Q3tLBEg/wBDLLrUy5bOoNx1GnLp8qq0yLNfiL+FHcdaStTZ58qTUZfyCtLk4P8Ah0u68ZV8XBpwxJn1CY3UahGKdKbp8+Ug8pfkwkuFGfcyZmanG1GeeuRchERFgi6AGAwAAAYAADAYAADAYHyly4lPiPT58pqNGjNqeeeeWSG220llSlKPoRERGZmfQiIfRC0OIS42olJURGlRHkjI/KQricZUzGcd6cAACioA5YPzmGPSA4gPPrtZbocVuS4yp3mOE0lJHjrgz/qSY8Tw/Z+THPWl9QDKwGKeH7Pya560vqDw/Z+TXPWl9QDKwGKeH7PyY560vqDw/Z+TXPWl9QDKwGKeH7PyY560vqDw/Z+TXPWl9QDKwGKeH7Pya560vqDw/Z+TXPWl9QDKwGKeH7Pya560vqDw/Z+TXPWl9QDKwGKeH7Pya560vqDw/Z+TXPWl9QDKwGKeH7Pya560vqDw/Z+THPWl9QDKwGKeH7Pya560vqDw/Z+THPWl9QDKwGKeH7Pya560vqDw/Z+TXPWl9QDKwGKeH7PyY560vqDw/Z+TXPWl9QDKwGKeH7PyY560vqDw/Z+TXPWl9QDKwGKeH7Pya560vqDw/Z+TXPWl9QDKwGKeH7PyY563/cHh+z8muetL6gGVgMU8P2fk1z1pfUHh+z8muetL6gH11Is56/rOm2tHqxUx2U5GdRLOPz+Wpl9t4vE3J3ZNvHeXf/IMc8CtbPpwhf0TZ+2HveH7Pya560vqDw/Z+THPWl9Qu7Wtu2bfkqcTGZnemmrecZ/aifCGO1PCtNqr3l6+aKsRGaa66MxEzMZimqInEzPr3eF4F62fTfB/om19sHgXrb9N8H+ibX2w93w/Z+TXPWl9QeH7PyY560vqEnnG96NH2dH4UPmTTelc+2vfjeF4F62fTfB/om19sHgXrb9N8H+ibX2w93w/Z+TXPWl9QeH7PyY560vqDzje9Gj7Oj8J5k03pXPtr343heBetn03wf6JtfbB4F62fTfB/om19sPd8P2fk1z1pfUHh+z8muetL6g843vRo+zo/CeZNN6Vz7a9+N4XgXrb9N8H+ibX2weBetn03wf6JtfbD3fD9n5Mc9aX1B4fs/JrnrS+oPON70aPs6PwnmTTelc+2vfjeF4F62fTfB/om19sHgXrZ9N8H+ibX2w93w/Z+TXPWl9QeH7Pya560vqFPON70aPs6PwnmTTelc+2vfjYrWtNNX6/R59BqetsNyHUozsSQlNqtJNTTiDSoiMnsl0M+otCIx2WKzG37uS2lvdjGcFjOBjCtQY6EmpdNcJJFk8OF3fqGWl1LOTEV/V3NRTFNeMR4U009fqxHgudJw6xoq6rlvmmZiImaq669ozj9qqcdZ6IAcsH5zDB+cWy+SAAAxbUH+9kT/Oy/s1jCBnGoP8AeuJ/nZf2axg4AAAAAAAAAAAAAAAAAAAOhX65TrZoVSuSsPcmBSYj06U5jOxlpBrWr+RKTMB3wGudK1M4o7p0wXrZb9tWLGpcmMdapdqS40x2qS6WSScQSpjbxNIkOtkakJJhSSNSCM85xZNR1306tiw7cvy/60i1WLliMSIsKopUUsnHGkrUzyUkbilo3YURJ6H34AWGA1+4i9eG43CndWsehl8w334SYpQapDS1IS0tU1hpxKkOpUklbVqI0rTks9xHgxZV9azaZ6VxKa5qLecCju1NBnFZd3Lef2pI1qQ02SlmlOSyoiwWSyZZIBm4DEv3WdNjpVt11u8qa7T7vmNU+hyWXeY3OkuErY22pOS3HtV0PGDSZHgyH0uO+aDAqFRs6NW2W7naoMiuswsGbhRUK5fPwZbdpOGlPXy+QBlICl9K9bqVTuG6yNVNZ71hw3qvS4rkufKSho5MpwvgobbSW5Z4MyQhPkPp0HrVPiT0ka0rrmrVv3dT6zSKIl1tzkuKSrtaU5RGcLaa2lrVtLxkdNxHjAC0gFVWPxJaXXbo/E1lqFy0+i0ns8f3T7Q+e2BNcZbcVE3qSk3VpN1KS2p8Y+4vIMs0/wBULA1Tpj9X0/umHWo0R7s8g2DUlbDuM7XG1ES0Hg8luIsl3AMpAU7qjqBqjA1dtDSzTd+1oirgpFTqkmXXKfIlkjsq2EpQhLL7WM848mZn3EOvaWq2pFB1YmaT6zxLYUbtvvXLSq5QUPsMOR2HUNvsvR3luLQ4k1kslEs0mn09AF1AK/trX7Rm8HZ7dt6jUacVJpaKzPdQ/taiQlp3E664oiQ2W08mSjIyLqZEQ+dmcQui2oTs+PZuodLqT1MiqnSGUGtDhRk/CeShaSU42X+MgjLqXXqQCxAGmlg8QFV1bu3UG8n+JVNn2zZNedTGo0OhRnmH6FFcZSuW88+0p3L/ADNviqI0GeSIywRW/dXFbp3aet1E0ZnyWOZVYRvv1A3lkUV9RNqjsG2TZ7zdS6kyUSiIvKAuwAAAAAAAAAAAAAAAAAAAHzkfvDn8Q/6hcafgl+gU5I/eHP4h/wBQuNPcX6AEgAAGAwOQAMV1BL/kyJ/nZf2axg4znUL+9cT/ADsv7NYwYAAAAAAAAAAAAAAAAAAYnq3bc+8tKb0tClEk5tct6o02NuPBc16M42jJ+TxlEMsABrXphxN6T2dw2USbWbmgRK9aNvsUmdbcuSliqe6cRhLKohRzy7vU6janCDySiVjGceVqLrNWXtUtOaTVYFj6Y1aZZb9yKuK9IvbPc155TaHaXEWbsYuekiy74xZSSfF6ddkHrMs+TXEXPItSju1lvGyorgtKkpwWCw6ad5YL0j61y17ZudDDdyW7TKsiMvmMJnRG3yaX/jJJZHtP0kA/PKu1VVX4ROJ6Z7vQ6wmRfEeUU2FAXBjyjcepxm+2wtSzQleNxeMrcXXJ5Gw8a4bXsLjDuCtanVeDRkVmxaaza9SqklEeMbDLyzmx23XDJPM5imnDQR7tvXuGwz1r2zJYmxpFu0x1mpKSua2uI2pMlScbTcIywsywWDVnGCE1y2bbueIiBctv02rRm1k4hmdEbfbSouhKJKyMiP0gNQNTqrpaVk6Q6g6Z0d2iWFB1lj1CXNkJUzDShbr6HZyTWoyaiLdPKVeIgiUWEpyRDJ5N7WjfHF/WpdnXHArcWDo3UIr8mA+l9hL3uk0s0E4nKFKJK0mZEZ4yRHgxs/Ko9Im0tVEmUqG/TltEyqG6wlbCmyLBINBltNOCLpjA61OtS16OlpFItulQUsx1RGyjQ22iQwpW5TSdpFhBq6mkuhn1Aaa27f7dq6O8MVvpRZVIk1mmyH492XbE7REoao8Ujw0nmNET7vMJKTN1JYSoupmWOvpFV5d2XrxZyWrwpd4PTbbpiE1OjQFRIk5wqZKbyyybjuSIy2biWolmW4jwohuhOtC06pR2reqVr0mXSo+02oL8JpyO3t+DtbUk0ljJ4wXQdmDQ6JTJDsum0eDEfebbZddYjobWtttO1tKjIiM0pLoRH0IuhANEbzqzlw6PcK9w2vqRSKRbltJgwK5WlsNVOFRauVMYRFOWwa0pSpDnMRlak8o3CUZlks3rw8W203qtfF5u8Qts6j1mp0ylx6u1QaOxDQxy1P8AZnXlMvupW4aSdRg8KJKU56bReEO0LTp9MlUWBa9JjU6ctbkqIzCaQy+tRESlLQSdqjMiLJmR5wQ+1Ctu3bXhnT7aoNOpMVSzcNiDFQw2aj71bUERZ6F1AUJrJbc26uKbTOlU+8K5bTvgvcDnbqOccpGCdh+J+XadRtPPXxc9CwZDKWtDqDY7N46hzbpua67oqNuyaYdVr8xp11iESDX2dlDLbTTaDWRLMiRk1FnIttynU92a1U3YMdcyOhTbUhTSTcbQrG5KVYyRHgskXfgh9nG23m1NOoStCyNKkqLJKI+8jLykA0lqFDjo/Bv2f2WguSKOzGolVuGHAY/KSaeia07MVhGDM9pKWpXmSozPvMZ9qBeFiaka7aGtaO3FRq3WKVOmVGZKpDzchEKhHDUh5Lym8k2hxSmkISrGVYwWRsvCgQabDap9OhsRYrCCbaYZbJDaE+ZKS6EXoIdCh2latsKkLtu2aVSVS1EqQcGE2wbyi8q9hFuPqff5wGlkn/8Aa9xbf+8e6P8A6oos27atS7d4qtFqnX6lFpsOZZtVgR5Et5LTbsk+z4aSpRkRrPJYT3nksd42LO3bfOJNp50KnnFqTq35rHZUcuS4vG5bicYWo8FkzyZ4IKpblvVtMVNZoNOnpgupfilKiodJhxPctG4j2qLyGWDAeiAAAAAAAAAAAAAAAAAAAD5v/vDn8Q/6hcaS6F+gU4/+8OfxD/qFyp+CX6AEYDA5AAAJwGAGL6gMTn6VG7DTpExSJSVLQwRGpKdiy3YMyyWTIunXqMG7FXPm1VfUF9YuHAYAU92KufNqq+oL6w7FXPm1VfUF9YuHAYAU92KufNqq+oL6w7FXPm1VfUF9YuHAYAU92KufNqq+oL6w7FXPm1VfUF9YuHAYAU92KufNqq+oL6w7FXPm1VfUF9YuHAYAU92KufNqq+oL6w7FXPm1VfUF9YuHAYAU92KufNqq+oL6w7FXPm1VfUF9YuHAYAU92KufNqq+oL6w7FXPm1VfUF9YuHAYAU92KufNqq+oL6w7FXPm1VfUF9YuHAYAU92KufNqq+oL6w7FXPm1VfUF9YuHAYAU92KufNqq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width="304px" alt="mining rewards"/></p>
<p>Identifying perfect circumstances to sell crypto in order to make profit can be extremely difficult. One of the most important things to remember is that realizing crypto gains is far from being a hard science. Everyone has different goals, so the optimal exit strategy could differ significantly depending on each individual. As a very general rule of thumb, taking profits in crypto should be done in increments &#8211; this way, a part of profits is secured, while exposure to the potential further market upside is retained. For example, a trader may sell a part of the position when it profits 20% to 25%.</p>
<ul>
<li>A down candle, for example, is usually shaded red, and an up candle is shaded green.</li>
<li>Enter a number into the multiplier input to multiply the new price, new market cap, new value, and so forth by the factor.</li>
<li>Now you own digital assets and can trade, exchange or sell them as soon as the price is lucrative.</li>
<li>The asset price will often go up and down, so you may get fewer tokens for your money on some occasions.</li>
<li>If you invested $100 in Bitcoin a year ago then then your $100 would have become $55.074 now.</li>
</ul>
<p>And in turn the  mining pool charges a small fee, typically 1% to 4%. Typically, the configuration consists of setting the Bitcoin mining pool, user name, and password. At this point you should determine your available power capacity in wattage at the location where you&#8217;ll be mining. When a Bitcoin miner finds the correct hash to solve the next Bitcoin block, the miner is rewarded with Bitcoin.</p>
<p><a href="bitcoin litecoin ratio"><img 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' alt='https://www.beaxy.com/exchange/ltc-btc/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'/></a></p>
<p>The website features a collection of graphs that will help you better understand what’s going on with Bitcoin fees and unconfirmed transactions. Information provided on Forbes Advisor is for educational purposes only. Your financial situation is unique and the products and services we review may not be right for your circumstances.</p>
<p>To calculate the fees per transaction, we consider that XRP the average Bitcoin transaction is about bytes big. This site keeps a record of how Bitcoin transaction fees evolve over time. Upon clicking the target coin, the new market cap input will be replaced by the target coin’s market cap.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">I&#8217;m beginning to think that a &#8216;bitcoin mining calculator&#8217; should actually be a &#8216;treasury management simulator&#8217;</p>
<p>We can&#8217;t accurately project forward the price of btc &#8211; but we CAN calculate the break-even price of bitcoin that would ruin a given mining operation with given assets</p>
<p>&mdash; Plebeius Garagicus (@PlebeiusG) <a href="https://twitter.com/PlebeiusG/status/1574113278628081664?ref_src=twsrc%5Etfw">September 25, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Bitcoin fees are a fascinating component of the network’s game theory and an indispensable element without which the whole project’s economic sustainability becomes questionable. The fees shown at the historic charts and tables are in US dollars per transaction and in satoshis per byte. Open the settings and click on one of the options to save your crypto calculator inputs within your browser’s local storage. Enter a number into the multiplier input to multiply the new price, new market cap, new value, and so forth by the factor. While Bitcoin is an immense challenge for long-term investors, it is an even more difficult beast to tame for traders.</p>
<div style='border: grey solid 1px;padding: 12px;'>
<h3>Is Bitcoin Mining Profitable in 2022 – Forbes Advisor &#8211; Forbes</h3>
<p>Is Bitcoin Mining Profitable in 2022 – Forbes Advisor.</p>
<p>Posted: Tue, 30 Aug 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiVWh0dHBzOi8vd3d3LmZvcmJlcy5jb20vYWR2aXNvci9pbnZlc3RpbmcvY3J5cHRvY3VycmVuY3kvaXMtYml0Y29pbi1taW5pbmctcHJvZml0YWJsZS_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>In the long run, fees also guarantee more security for the Bitcoin network and the elimination of spam transactions. The crypto profit calculator determines your profit from your coin’s scenario value and current value. Look under Scenario Results, and you will see your profit, new value, current value, as well as related data. Well, short-term trading in BTC is only suitable for experienced traders. Stop loss and take profit orders are essential, as the market can move in the blink of an eye.</p>
<p>In order to calculate your crypto taxes, you&#8217;ll need to keep track of all your transactions throughout the year and figure out what capital gains or losses you have on each transaction. For example, if you purchase 1 bitcoin for $10,000 and sell it for $15,000 six months later, you would have made $5,000 in profit. Additionally, the crypto loan is a smart solution for business as well as trading and investment strategy. Startups and self-employed persons can use a loan to cover operational and growth costs. A crypto-backed lender can improve the liquidity inflow to the platform.</p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/bitcoin-cryptocurrency-calculator-and-converter/">Bitcoin &#038; Cryptocurrency Calculator and Converter Tool</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Hive HIVE Exchange rate, Price Index, Exchange Hive on LetsExchange</title>
		<link>https://re-view.pt/crypto-news/hive-hive-exchange-rate-price-index-exchange-hive/</link>
					<comments>https://re-view.pt/crypto-news/hive-hive-exchange-rate-price-index-exchange-hive/#respond</comments>
		
		<dc:creator><![CDATA[António Mota]]></dc:creator>
		<pubDate>Mon, 20 Jun 2022 07:58:04 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://re-view.pt/?p=117173</guid>

					<description><![CDATA[<p>You can buy Hive Token with a credit card on Binance and other exchanges like Huobi Global, gate.io and ProBit Global. The most popular Hive Token exchanges are Indodax, Bithumb, Bittrex and HitBTC. There are many other crypto exchanges where you can trade Hive Token, but make sure to do your own research before making [...]</p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/hive-hive-exchange-rate-price-index-exchange-hive/">Hive HIVE Exchange rate, Price Index, Exchange Hive on LetsExchange</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
]]></description>
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" width="305px" alt="crypto exchange"/></p>
<p><p>You can buy Hive Token with a credit card on Binance and other exchanges like Huobi Global, gate.io and ProBit Global. The most popular Hive Token exchanges are Indodax, Bithumb, Bittrex and HitBTC. There are many other crypto exchanges where you can trade Hive Token, but make sure to do your own research before making your choice. Also, make sure to check out ourcryptocurrency exchange reviews. Crypto exchanges are where users can buy, sell, and convert different cryptocurrencies.</p>
</p>
<div style='border: grey dashed 1px;padding: 15px;'>
<h3>RETRANSMISSION: HIVE Blockchain Provides February 2023 Production Update &#8211; Yahoo Finance</h3>
<p>RETRANSMISSION: HIVE Blockchain Provides February 2023 Production Update.</p>
<p>Posted: Fri, 03 Mar 2023 11:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiXmh0dHBzOi8vZmluYW5jZS55YWhvby5jb20vbmV3cy9yZXRyYW5zbWlzc2lvbi1oaXZlLWJsb2NrY2hhaW4tcHJvdmlkZXMtZmVicnVhcnktMTEwMDAwOTI1Lmh0bWzSAWZodHRwczovL2ZpbmFuY2UueWFob28uY29tL2FtcGh0bWwvbmV3cy9yZXRyYW5zbWlzc2lvbi1oaXZlLWJsb2NrY2hhaW4tcHJvdmlkZXMtZmVicnVhcnktMTEwMDAwOTI1Lmh0bWw?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Binance is currently one of the biggest and most popular cryptocurrency exchanges. Originally coming from Hong Kong, the company has recently moved its headquarters to Malta. Back at the beginning of its path the company had an ICO and gathered 15 mln USD.</p>
</p>
<p><h2>HIVE Pairs By 24-Hour Trading Volume</h2>
</p>
<p><p>This included two project managers, front- and backend developers, and UI/UX designers. Students grow their collaboration and communication skills, intercultural understanding, and civic and global engagement by working WAVES together on small projects. IIE draws on their extensive experience and networks in the United States and MENA to launch HIVE. Questions and responses on finder.com are not provided, paid for or otherwise endorsed by any bank or brand. These banks and brands are not responsible for ensuring that comments are answered or accurate.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Is HIVE built on Ethereum?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>HIVE has successfully used its Ethereum operations to fund and help build out our company&apos;s global Bitcoin mining operations. Our plans are to continue expanding our sustainable green energy Bitcoin mining and seek out new growth opportunities throughout this bear cycle.</p>
</div></div>
</div>
<p><p>This guide provides step-by-step instructions on how to buy UMA, lists some exchanges where you can get it and provides daily price data on UMA. This guide provides step-by-step instructions on how to buy Sushi, lists some exchanges where you can get it and provides daily price data on SUSHI. This guide provides step-by-step instructions on how to buy FTX, lists some exchanges where you can get it and provides daily price data on FTT.</p>
</p>
<p><h2>Best Hive wallet</h2>
</p>
<p><p>Taking into account the BTC reputation of the service when choosing a place to exchange Hive is absolutely necessary if you do not want to lose your investment. It serves as a marketplace that allows users to buy and trade different assets. Users can also collect data on sales, inventory, and market metrics. In addition to their development work, they created a logo that could be displayed in the apps. At this point, we’ve launched the deliverables, making tweaks and updates as needed. The concerns over network centralization pushed the Steem community to move to a new chain free of any Tron influence.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Hive point bisa exchange item nder</p>
<p>&mdash; Vivi (@elzenmoa) <a href="https://twitter.com/elzenmoa/status/1628307597987303425?ref_src=twsrc%5Etfw">February 22, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p><p>Hive Token is listed on 16 exchanges across 26 trading pairs. You can trade HIVE with stablecoins on 13 Hive Token exchanges. The majority of Hive Token trading with stablecoins is done on Binance. Binance is the best choice when it comes to trading Hive Token with stablecoins. We list the top 4 brokers that offer the ability to buy Hive with a credit card, debit card, or Bitcoin . Securities.io is committed to rigorous editorial standards.</p>
</p>
<p><h2>How to swap btc to hive</h2>
</p>
<p><p>It is one of the most reputable exchanges to currently offer Hive trading opportunities and currently accept clients from all over the world. This exchange is part of the Binance Group, which ensures a high standard of quality. To create an account on any cryptocurrency exchange you will need an email address. Some exchanges may also ask for a phone number and photo ID, so it&#8217;s a good idea to have those ready. Find an exchange to buy, sell and trade HIVE by comparing deposit methods, supported fiat currencies and fees. The easiest way to buy Hive is from a cryptocurrency exchange.</p>
</p>
<ul>
<li>Their prices may fluctuate significantly within a short time.</li>
<li>So if you are planning on purchasing HIVE with your local currency then you will need to pass KYC.</li>
<li>Resolve if you are going to purchase your asset at a fixed or a floating rate and pick one.</li>
<li>We carry a full line of hive woodenware from Forest Hill Woodworking in Pennsylvania.</li>
</ul>
<p><p>Once you have verified your identity, it is a good idea to enable 2-factor authentication before depositing any funds. This will increase the security of your account and help keep your funds safe. To create an account on an exchange, you will need to verify your email address and identity. Hive is in the top 1,000 cryptocurrencies by market cap, valued at $157,639,096. Percentage of transactions for selected trading pair to all transactions on selected marketplace during last 24 hours. Volume of trade &#8211; total sum in US dollars for all deals with selected trading pair bought and sold on selected marketplace during last 24 hours.</p>
</p>
<p><h2>Microsoft: Here&#8217;s how our technology disrupts ransomware and phishing attacks</h2>
</p>
<p><p>Currently, the best  Token exchange to buy HIVE is Binance, which saw $ 783,150 worth of Hive Token trading volume in the last 24 hours. However, you can also choose from other exchanges that list HIVE, such as Huobi Global, gate.io, CoinEx, UPbit and BITCOIVA. Enjoy safe investment on a decentralized stable coin powered by Hive blockchain. HBD is backed by HIVE and currently provides one of the highest interest rates in the crypto space. This governance change aims to discourage attacks on the network like the one Tron reportedly attempted when trying to reverse previous governance decisions. Hardware wallets are typically considered to be the safest type of cryptocurrency wallet, as they use a physical device to enhance security in a number of ways.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>What is the future of HIVE coin?</h2>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>According to our current Hive Token price prediction, the value of Hive Token is predicted to drop by -2.54% and reach &#x24; 0.443342 by March 4, 2023. According to our technical indicators, the current sentiment is Bearish while the Fear &amp; Greed Index is showing 50 (Neutral).</p>
</div></div>
</div>
<p><p>Look at our list of best places where you can <a href="https://www.beaxy.com/buy-sell/hive-btc/">hive exchange</a> Hive for some other currency. Remember, different platforms are available in different countries. You can select the country you need in the table of settings on the right. You can also choose the currency you want to exchange Hive for. Finder.com is an independent comparison platform and information service that aims to provide you with information to help you make better decisions. We may receive payment from our affiliates for featured placement of their products or services.</p>
</p>
<p><h2>Hive Blockchain Historical Markets</h2>
</p>
<p><p>Hotbit is one of the youngest <a href="https://www.beaxy.com/">https://www.beaxy.com/</a>s opened in early 2018. Hotbit has also adopted some advanced technologies such as GSLB, distributed server clusters, and storage. It goes with a high-speed memory-based trading engine all backed up in multiple machines, cold storage locations, and hot wallets with offline private keys. The process of buying and selling is actually very simple. If you store your Hive in a digital wallet, compare crypto exchanges to convert or sell it on. Our exchange algorithms will check deals available across leading exchanges and opt for the best offer for you.</p>
</p>
<p><p>KuCoin is a relatively new exchange that started to operate in the mid-2017. The team behind the project is claimed to be experienced in the blockchain research since 2013. KuCoin has more than a hundred coins listed as well as about 400 active Markets.</p>
</p>
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" width="309px" alt="risk"/></p>
<p><p>There are articles about various exchange options, pairs, and how to initiate an exchange in the Exchange section. Of course, we have a customer support centre on our mobile app and website if you can&#8217;t find your answer on the website. Users hold and own their private keys, and their wallet security remains anonymous. Atomic has no access to your wallet, neither do we monitor your operations.</p>
</p>
<div style='border: grey dotted 1px;padding: 14px;'>
<h3>Bitcoin Miner Hive Delays Latest Financial Filings Till End of February &#8211; Yahoo Finance</h3>
<p>Bitcoin Miner Hive Delays Latest Financial Filings Till End of February.</p>
<p>Posted: Wed, 15 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiTmh0dHBzOi8vZmluYW5jZS55YWhvby5jb20vbmV3cy9iaXRjb2luLW1pbmVyLWhpdmUtZGVsYXlzLWxhdGVzdC0xMTQ3NDU4MjUuaHRtbNIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>We expend lots of effort to make the exchange experience straightforward. But if you are after digital currencies that offer a good return, HIVE may not be much of an exciting, high-risk, 12-month investment option in a crypto slump. However, Hive investors may benefit from a crypto rally whenever that happens. Click on the ‘Exchange’ button that leads you to an exchange platform, and type in the address where you want to send the HIVE coins. Hive uses Ethereum blockchain technology and smart contracts to give a unique fingerprint to every invoice. Invoice factoring is a type of invoice financing that allows businesses to sell their debtors and increase their working capital.</p>
</p>
<p><a href="ltc to btc ratio"><img 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' alt='https://www.beaxy.com/exchange/ltc-btc/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='409px'/></a></p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/hive-hive-exchange-rate-price-index-exchange-hive/">Hive HIVE Exchange rate, Price Index, Exchange Hive on LetsExchange</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://re-view.pt/crypto-news/hive-hive-exchange-rate-price-index-exchange-hive/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>How Much to Invest in BTC &#038; 5 Factors to Consider 2023</title>
		<link>https://re-view.pt/crypto-news/how-much-to-invest-in-btc-5-factors-to-consider/</link>
					<comments>https://re-view.pt/crypto-news/how-much-to-invest-in-btc-5-factors-to-consider/#respond</comments>
		
		<dc:creator><![CDATA[António Mota]]></dc:creator>
		<pubDate>Fri, 17 Jun 2022 08:03:52 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://re-view.pt/?p=117211</guid>

					<description><![CDATA[<p>In most cases, if there is a trend towards a certain direction, the chances are good that it will keep going the same way. Experts have used Fibonacci extensions, the Mayer Multiple approach, as well as the NVT, to come to this conclusion. Of course, there's always space for inaccuracies when it comes to the [...]</p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/how-much-to-invest-in-btc-5-factors-to-consider/">How Much to Invest in BTC &#038; 5 Factors to Consider 2023</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
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										<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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width="306px" alt="funds"/></p>
<p><p>In most cases, if there is a trend towards a certain direction, the chances are good that it will keep going the same way. Experts have used Fibonacci extensions, the Mayer Multiple approach, as well as the NVT, to come to this conclusion. Of course, there&#8217;s always space for inaccuracies when it comes to the BTC price prediction for 2025, so always keep that in mind. Because of the fears of inflation and a reduction of the US dollar&#8217;s value, many institutions also decided to buy into Bitcoin, propelling it to never-before-seen heights. In fact, in December 2020, Bitcoin&#8217;s value was just under $24,000. From the beginning of the year, that meant it increased in value by 224%.</p>
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<p><p>Miners resolved the split by downgrading to version 0.7, putting them back on track with the canonical blockchain. User funds largely remained unaffected and were available when network consensus was restored. The network reached consensus and continued to operate as normal a few hours after the split. Until 2013, almost all market with bitcoins were in United States dollars (US$). On 22 January 2018, South Korea brought in a regulation that requires all the bitcoin traders to reveal their identity, thus putting a ban on anonymous trading of bitcoins.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Much still not real clear but we know David was involved at one point but how much we don&#8217;t know.  CSW is saying the Bitcoin idea stem from him originally, but a project like this involved many others and a company of under 100 employees if memory serves.</p>
<p>&mdash; Tyrael🧢 (@007_Xia) <a href="https://twitter.com/007_Xia/status/1166427227120185352?ref_src=twsrc%5Etfw">August 27, 2019</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
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<p><p>Twitter is turning on the ability to ask for tips in Bitcoin through its app, making LINK it the first major social network to encourage use of the cryptocurrency as a method of payment. Besides Bitcoin, Twitter lets users connect nine traditional payment providers, including Venmo and Cash App, to their profiles to accept tips. The Bitcoin tips are facilitated by Strike, a Bitcoin wallet app that runs on the Lightning Network protocol.</p>
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<p><h2>New Zealand Police Seize $91 Million From Russian Bitcoin Exchange Operator &#8211; June 22, 2020</h2>
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<p><p>This was the first time since July 2021 that Bitcoin closed under $30,000. Bitcoin dropped below $23,000 for the first time since December 2020. The cryptocurrency has undergone several rallies and crashes since it became available. This article offers insight into Bitcoin&#8217;s volatility and some reasons why its price acts the way it does.</p>
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<p><p><a href="https://www.beaxy.com/exchange/btc-usd/">how much was bitcoin originally</a>s company Square Inc (SQ.N) confirmed they will make a hardware wallet for Bitcoin. The firm decided to build a hardware wallet and service to make bitcoin custody more mainstream. The first bitcoin upgrade in four years is called Taproot was activated. The Taproot update means greater transaction privacy and efficiency – and crucially, it will unlock the potential for smart contracts, which can be used to eliminate middlemen from transactions. Authorities accuse the pair of trying to launder the proceeds of 119,754 bitcoin that were stolen from Bitfinex’s platform after a hacker breached Bitfinex’s systems and initiated more than 2,000 unauthorized transactions. The Department of Justice announced it seized more than $3.6 billion in allegedly stolen bitcoin linked to the 2016 hack of Bitfinex.</p>
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<p><p>Now, this st<a href="https://www.beaxy.com/">https://www.beaxy.com/</a>gy actually coincides with dollar-cost averaging. For those unaware, dollar-cost averaging is the process of investing in an asset on a set day each month, rather than going &#8216;gung ho&#8217; and injecting one lump sum. The value of Bitcoin has been on a wild ride from the very start. The current value of Bitcoin is derived from the balance of supply and demand in the markets, and it constantly changes. To start your crypto journey with the simplest trading experience on the internet, register at Kriptomat today. There is no better place to create a portfolio and explore the fascinating world of crypto.</p>
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<p><h2>BTC Price Prediction for 2028</h2>
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<p><p>Katie Stockton, founder and managing partner of Fairlead Strategies LLC, said they are bullish on Bitcoin long-term. In an e-mail to clients, Stockton noted that according to their trend-following gauges, the current downtrend might exhaust itself and turn positive. If there is a decisive breakout, the projection of approximately $90,000 will be the next measured move. In this section, we&#8217;ll bring you what experts think BTC&#8217;s value will be in the long run. Even if we can&#8217;t use some form of an automated algorithm to make Bitcoin price predictions, we can still make educated guesses. Or, we can take the educated guesses of experts in the field and use them as a stepping stone towards making our own.</p>
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<p><a href="sats bitcoin"><img 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alt='https://www.beaxy.com/glossary/satoshi-sats/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a></p>
<p><p>Bitcoin hit another all-time high over $68,000 in November 2021, but by January 2022 had dropped back below $35,000. At the start of 2020 when the coronavirus pandemic shut down the economy, Bitcoin’s price started to accelerate in its upward climb. By December 2020, Bitcoin’s price had increased by over 300% since January. The year ended at a price of about $29,374 — the highest it had ever been. If there’s one cryptocurrency you should know about, it’s Bitcoin. Any copying, republication or redistribution of Lipper content, including by caching, framing or similar means, is expressly prohibited without the prior written consent of Lipper.</p>
</p>
<p><p>We pored over the data and user reviews to find the select rare picks that landed a spot on our list of the best stock brokers. Some of these best-in-class picks pack in valuable perks, including $0 stock and ETF commissions. After the huge melt-up of 2017, Bitcoin spent most of 2018 in a downtrend, falling throughout the year, following a brief surge to start the year. By the end of the first quarter, Bitcoin was down nearly 50 percent from where it had started the year. It spent much of the year bouncing between $6,000 and $8,000 before closing 2018 at $3,709 – down 73 percent for the year. The first half of 2016 continued the same, with relatively muted volatility and price consolidation.</p>
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<h2>How much would you have if you invested $10 in Bitcoin 2010?</h2>
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<p>Based on the &#x24;0.003 per-coin price at the time, your &#x24;10 would have purchased 3,333 bitcoins. Now, using the &#x24;3,722 current value of a bitcoin and the &#x24;445 value of one bitcoin cash, your original investment would be worth a total of nearly &#x24;13.9 million.</p>
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<p><p>How would the system be able to determine that she has enough bitcoin to execute the transaction and also to ensure she does not double spend that same amount. Live tracking and notifications + flexible delivery and payment options. If you are new to crypto, use the Crypto.com University and our Help Center to learn how to start buying Bitcoin, Ethereum and other cryptocurrencies.</p>
</p>
<p><p>The year 2021 has been a whirlwind for the flagship cryptocurrency, Bitcoin. Investing in Bitcoin is simpler in some ways than fiat currency investing. Simply visit a crypto exchange, create an account, and make your purchase – all without listening to the tiresome  generic investment advice you must endure at a bank or fiat investment house. It’s as simple as ordering a pizza – and the transaction fees are likely to be lower. Simply define your investment objectives and trading purposes, then make your transactions. You’ll be pleased with the low trading fee for crypto funds compared to what financial asset managers and bankers charge.</p>
</p>
<p><p>Bitcoin first made its debut for trading at the beginning of July 2010 at a price of $0.0008 per token. If we make the hypothetical assumption that there were no transaction fees, a $100 investment on its debut day could have purchased 125,000 Bitcoin. In December, Bitcoin futures began trading on the Chicago Board Options Exchange, helping drive further interest and dollars to the cryptocurrency. After months of consolidating from its rise earlier in the year, Bitcoin reached new heights in November 2013. Priced at $213 entering the month, Bitcoin doubled to nearly $435 just 12 days later. By the end of the month, it had nearly tripled from there, up to more than $1,200, before ending the year at $805, a real downdraft, but still up from just $541 a couple of weeks before.</p>
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<p><h2>First Bitcoin ETF Launches in the U.S. &#8211; October 19, 2021</h2>
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<p><p><a href="https://www.beaxy.com/exchange/btc-usd/">how much was bitcoin originally</a> on these figures, investors can expect a change rate of 17.93% in April. Speaking of competition, Bitcoin&#8217;s market capitalisation has led to many other altcoins coming out. There are hundreds of alternate cryptos, which is a good thing because investors get to pick and spread their investments across many products. However, since BTC is still the undisputed leader when it comes to market capitalisation, most revenue goes to it. Next up we have IMPT &#8211; which is perhaps the most sustainable cryptocurrency to invest in.</p>
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<ul>
<li>Cryptocurrency brokerage Coinbase has filed a draft registration statement with the Securities and Exchange Commission, paving the way for plans for an eventual initial public offering.</li>
<li>By mid-August, Bitcoin had powered through $4,000 and then much higher.</li>
<li>Having grown up in a digital world, they may prefer digital assets over land and commodities, meaning that Bitcoin will be even more widely adopted than it is now.</li>
<li>Braintree merchants need only sign up for a Coinbase account and link it to their Braintree account.</li>
<li>People change their minds by nature, even more when they are confronted with an ever-evolving market.</li>
</ul>
<p><p>Crypto presales should, however, be in addition to more established and liquid digital currencies &#8211; such as Bitcoin. It&#8217;s all about diversification and risk management &#8211; which crypto presales can certainly play a part in. Although Bitcoin was inception as recently as 2009, the digital currency has already gone through several bear markets. For example, some investing money into the S&#038;P 500 every month for several decades can be somewhat confident that over the course of time, the value of the portfolio will be healthy at the point of retirement.</p>
</p>
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" width="309px" alt="july"/></p>
<p><p>But by the end of May, the price was picking up and by mid-June, Bitcoin was hitting $700. It didn’t last, though, and Bitcoin was back in the $600s until November 2016. As the year ended, Bitcoin was flirting with $1,000, a level it broke through in early 2017, a watershed year for Bitcoin when it came to national awareness. The year 2015 started with Bitcoin declining, but most of the year was a slow uptrend, unusual for Bitcoin, and it ended the year at $430. We’re transparent about how we are able to bring quality content, competitive rates, and useful tools to you by explaining how we make money. Bankrate follows a stricteditorial policy, so you can trust that our content is honest and accurate.</p>
</p>
<p><p>The trust tracks the performance of bitcoin, offering direct exposure to the price of the digital currency, BlackRock said. The move comes a week after cryptocurrency exchange Coinbase Global Inc said it had partnered with BlackRock to provide its institutional clients with access to crypto trading and custody services. Late in 2021, the Federal Reserve announced that it would begin to taper its bond purchases, slowly draining liquidity from financial markets. With inflation roaring at multi-decade highs, the central bank wanted to tamp down rising prices.</p>
</p>
<p><p>Bitcoin’s unstable value has also made it an unviable medium of exchange. It is as though your $10 bill could buy you a beer on one day and a bottle of fine wine on another. An algorithm generates a new batch of bitcoins every ten minutes or so. Users worldwide compete to solve a complex maths problem to receive a reward for this batch of coins. This process is called mining, and the more people are involved, the harder it gets to win that batch of coins.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="assets"/></p>
<p><p>Founder Michael Dell announces on Twitter that dell.com now accepts Bitcoin. Customers in the United States can purchase any product listed on Dell&#8217;s online marketplace using Bitcoin. All Bitcoin transactions are to be handled by Coinbase, a Bitcoin payment processor. At a yearly revenue of $56 billion, Dell becomes the largest company to accept Bitcoin. Bridges is charged with money laundering and obstruction of justice for stealing $820,000 worth of Bitcoin in a similar manner. Cameron and Tyler Winklevoss released their own US based Bitcoin exchange dubbed &#8220;Gemini&#8221;.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="currency"/></p>
<p><p>Bitcoin’s price tumbled to just below $38,000 Tuesday afternoon, after rebounding briefly above the $40,000 mark earlier in the day. The most recent halving occurred on 11 May 2020 and the next one is expected to happen in the spring of 2024. Historically, halving has had little or no impact on Bitcoin’s value or market cap. The differences are usually small, so there is rarely a reason to change where you sell or buy Bitcoin. Other cryptocurrencies have been environmentally friendly from the start.</p>
</p>
<p><p>In addition to inflation, the tenuous geopolitical climate has impacted markets, with the energy crisis stemming from the war in Ukraine putting strain on economies. The first real-world transaction was when two Papa John’s pizzas were purchased for 10,000 Bitcoins in May 2012, valuing each Bitcoin at four-tenths of a cent. Bitcoin has been in freefall since early this year amid the crypto winter.</p>
</p>
<div style='border: grey dotted 1px;padding: 13px;'>
<h3>Big Eyes Makes Crypto New And Exciting Whilst Competitors Like &#8230; &#8211; Atalayar</h3>
<p>Big Eyes Makes Crypto New And Exciting Whilst Competitors Like &#8230;.</p>
<p>Posted: Sat, 11 Mar 2023 00:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMieGh0dHBzOi8vYXRhbGF5YXIuY29tL2VuL2NvbnRlbnQvYmlnLWV5ZXMtbWFrZXMtY3J5cHRvLW5ldy1hbmQtZXhjaXRpbmctd2hpbHN0LWNvbXBldGl0b3JzLWFwZWNvaW4tYW5kLWRvZ2Vjb2luLWFyZS1zdHVja9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>The presale is being conducted on the Dash 2 Trade website, so it&#8217;s just a case of connecting a crypto wallet like MetaMask and confirming the swap. As noted above, one of the best options in the crypto market right now &#8211; especially for those on budget, is to target presale campaigns. This offers an attractive upside potential without needing to risk significant amounts of money.</p></p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/how-much-to-invest-in-btc-5-factors-to-consider/">How Much to Invest in BTC &#038; 5 Factors to Consider 2023</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
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		<item>
		<title>Convert 1 BTC to USD 1 Bitcoin to United States Dollar</title>
		<link>https://re-view.pt/crypto-news/convert-1-btc-to-usd-1-bitcoin-to-united-states/</link>
					<comments>https://re-view.pt/crypto-news/convert-1-btc-to-usd-1-bitcoin-to-united-states/#respond</comments>
		
		<dc:creator><![CDATA[António Mota]]></dc:creator>
		<pubDate>Tue, 14 Jun 2022 15:15:20 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://re-view.pt/?p=117185</guid>

					<description><![CDATA[<p>In fact, Bitcoin solves the issue of double-spending, a loophole in traditional digital cash that allows a user to spend the same amount of funds twice. Bitcoin is one of the most popular cryptocurrencies in the market. First introduced in 2009 by Satoshi Nakamoto, Bitcoin has held the crypto market’s number one spot according to [...]</p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/convert-1-btc-to-usd-1-bitcoin-to-united-states/">Convert 1 BTC to USD 1 Bitcoin to United States Dollar</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
]]></description>
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" width="303px" alt="convert"/></p>
<p><p>In fact, Bitcoin solves the issue of double-spending, a loophole in traditional digital cash that allows a user to spend the same amount of funds twice. Bitcoin is one of the most popular cryptocurrencies in the market. First introduced in 2009 by Satoshi Nakamoto, Bitcoin has held the crypto market’s number one spot according to market capitalization. Bitcoin paved the way for many existing altcoins in the market and marked a pivotal moment for digital payment solutions.</p>
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<p><p>User funds largely remained unaffected and were available when network consensus was restored. The network reached consensus and continued to operate as normal a few hours after the split. Until 2013, almost all market with bitcoins were in United States dollars (US$). From February 2021, the Swiss canton of Zug allows for tax payments in bitcoin and other cryptocurrencies.</p>
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<p><h2>Find the Best Currency ExchangeBitcoin to Dollar &#8211; BTC/USD	 Invert</h2>
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<p><p>Also, the academic journal Ledger published its first issue. In February 2015, the LTC number of merchants accepting bitcoin exceeded 100,000. In July 2014, Newegg and Dell started accepting bitcoin.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="october"/></p>
<p><p>The Xe <a href="https://www.beaxy.com/exchange/btc-usd/">how much is 1 dollar of bitcoin worth</a> Alerts will let you know when the rate you ETH need is triggered on your selected currency pairs. Bitcoin Price Predictionpage — when deciding on your own price targets. Data displayed are based on user input and not Binance&#8217;s opinion. Alternatively, you can store your BTC in an external BTC wallet.</p>
</p>
<p><h2>Newsletter</h2>
</p>
<p><p>Bitcoin passed US$1,000 on 28 November 2013 at Mt. Gox. On 1 September 2020, the Wiener Börse listed its first 21 titles denominated in cryptocurrencies like bitcoin, including the services of real-time quotation and securities settlement. In May 2013, Ted Nelson speculated that Japanese mathematician Shinichi Mochizuki is Satoshi Nakamoto. Later in 2013 the Israeli researchers Dorit Ron and Adi Shamir pointed to Silk Road-linked Ross William Ulbricht as the possible person behind the cover. The two researchers based their suspicion on an analysis of the network of bitcoin transactions. These allegations were contested and Ron and Shamir later retracted their claim.</p>
</p>
<div style='border: grey dotted 1px;padding: 15px;'>
<h3>This Week in Coins: After Silvergate and Silicon Valley Bank &#8230; &#8211; Decrypt</h3>
<p>This Week in Coins: After Silvergate and Silicon Valley Bank &#8230;.</p>
<p>Posted: Sat, 11 Mar 2023 12:56:15 GMT [<a href='https://news.google.com/rss/articles/CBMifmh0dHBzOi8vZGVjcnlwdC5jby8xMjMyMDMvdGhpcy13ZWVrLWluLWNvaW5zLXRoaXJkLXdlZWstb2YtbG9zc2VzLXNwdXJyZWQtb24tYnktc2lsdmVyZ2F0ZS1jb2xsYXBzZS1iaXRjb2luLWFuZC1ldGhlcmV1bS1jcmFzaNIBhAFodHRwczovL2RlY3J5cHQuY28vMTIzMjAzL3RoaXMtd2Vlay1pbi1jb2lucy10aGlyZC13ZWVrLW9mLWxvc3Nlcy1zcHVycmVkLW9uLWJ5LXNpbHZlcmdhdGUtY29sbGFwc2UtYml0Y29pbi1hbmQtZXRoZXJldW0tY3Jhc2g_YW1wPTE?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>In March, the bitcoin transaction log, called the blockchain, temporarily split into two independent chains with differing rules on how transactions were accepted. For six hours two bitcoin networks operated at the same time, each with its own version of the transaction history. The core developers called for a temporary halt to transactions, sparking a sharp sell-off. Normal operation was restored when the majority of the network downgraded to version 0.7 of the bitcoin software. The Mt. Gox exchange briefly halted bitcoin deposits and the exchange rate briefly dipped by 23% to $37 as the event occurred before recovering to previous level of approximately $48 in the following hours. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets.</p>
</p>
<p><p>Popularity is based on the relative market cap of assets. The percent change in trading volume for this asset compared to 1 hour ago. There were also a range of other developers including Pieter Wuille and Peter Todd who contributed to the development of Bitcoin Core – the first client on the Bitcoin network.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="bit gold"/></p>
<p><p>If BTC is worth $10,000 and the price increases $1,000 to $11,000, but you have 0.1 BTC, you have not made a $1,000 profit, because you do not have one whole bitcoin. The truth is that you can buy as little as $30 worth of bitcoin . Whether you have 1 bitcoin, 15 bitcoins, or 0.01 bitcoins, you own bitcoin, and you are equally exposed to the ups and downs. What matters is that there are only 21 million bitcoin, and you have a piece of that very limited pie.</p>
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<p><h2>btc/usd exchange rate in the last 90 days</h2>
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<p><p>The Internet Archive announced that it was ready to accept donations as bitcoins and that it intends to give employees the option to receive portions of their salaries in bitcoin currency. The price of Bitcoin is determined by the market forces of supply and demand on cryptocurrency exchanges. Changes in demand are influenced by various factors such as news, adoption, regulations, and investor sentiment. These factors can cause the price to fluctuate up or down. The live price of Bitcoin is $ 22,123.74 per (BTC / USD) today with a current market cap of $ 427.34B USD. The Markets Insider currency calculator offers a currency conversion from Bitcoin to United States dollar within seconds.</p>
</p>
<p><p>As the <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> of new bitcoin entering the market gets smaller, it will make buying bitcoin more competitive – assuming demand for bitcoin remains high. The Bitcoin price page is just one in Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. The new software has all the history of the old platform; however, bitcoin cash blocks have a capacity 8 megabytes. Check the currency rates against all the world currencies here. The currency converter below is easy to use and the currency rates are updated frequently. This is very much needed given the extreme volatility in global currencies lately.</p>
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<p><p>In the early days, Nakamoto is estimated to have mined 1 million bitcoins. In February of 2011, BTC reached $1.00 for the first time, achieving parity with the U.S. dollar. Months later, the price of BTC reached $10 and then quickly soared to $30 on the Mt. You should invest in Bitcoin somewhere around 5% to 30% of your investment capital. I consider 5% to be very safe and 30% to be pretty risky. Personally, I sit most of the time between 15% and 50%.</p>
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<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">If Bitcoin goes up 1 dollar how much is your .50 of bitcoin worth? <br />if Doge goes up 1 dollar your Doge is now worth 1.50.</p>
<p>&mdash; MAGA! DONALD J TRUMP 2024! (@Qbenomics) <a href="https://twitter.com/Qbenomics/status/1394016922648317961?ref_src=twsrc%5Etfw">May 16, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
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<p><p>That same <a href="https://www.beaxy.com/exchange/btc-usd/">how much is 1 dollar of bitcoin worth</a>, The D Las Vegas Casino Hotel and Golden Gate Hotel &#038; Casino properties in downtown Las Vegas announced they would also begin accepting bitcoin, according to an article by USA Today. The article also stated the currency would be accepted in five locations, including the front desk and certain restaurants. TigerDirect and Overstock.com started accepting bitcoin. In December 2013, Overstock.com announced plans to accept bitcoin in the second half of 2014.</p>
</p>
<p><p>As the market valuation of the total stock of bitcoins approached US$1 billion, some commentators called bitcoin prices a bubble. In early April 2013, the price per bitcoin dropped from $266 to around $50 and then rose to around $100. Over two weeks starting late June 2013 the price dropped steadily to $70. The price began to recover, peaking once again on 1 October at $140. The price quickly rebounded, returning to $200 several weeks later. The latest run went from $200 on 3 November to $900 on 18 November.</p>
</p>
<p><p>The first proposals for distributed digital scarcity-based cryptocurrencies were Wei Dai&#8217;s b-money and Nick Szabo&#8217;s bit gold. Hal Finney developed reusable proof of work using hashcash as its proof of work algorithm. Bitcoin is a form of digital currency that aims to eliminate the need for central authorities such as banks or governments. Instead, Bitcoin uses blockchain technology to support peer-to-peer transactions between users on a decentralized network.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>How can I convert Bitcoin to USD?</h2>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>The most common way of converting BTC to USD is by using a Crypto Exchange or a P2P (person-to-person) exchange platform like LocalBitcoins, etc.</p>
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</div>
<p><p>Securities and Exchange Commission had reportedly started an investigation on the case. In early August 2012, a lawsuit was filed in San Francisco court against Bitcoinica – a bitcoin trading venue – claiming about US$460,000 from the company. Bitcoinica was hacked twice in 2012, which led to allegations that the venue neglected the safety of customers&#8217; money and cheated them out of withdrawal requests. On 22 January 2018, South Korea brought in a regulation that requires all the bitcoin traders to reveal their identity, thus putting a ban on anonymous trading of bitcoins. Bitcoin generates more academic interest year after year; the number of Google Scholar articles published mentioning bitcoin grew from 83 in 2009, to 424 in 2012, and 3580 in 2016.</p>
</p>
<ul>
<li>These allegations were contested and Ron and Shamir later retracted their claim.</li>
<li>The exchange remained offline for several days amid speculation that customers had lost their funds.</li>
<li>Bitcoinica was hacked twice in 2012, which led to allegations that the venue neglected the safety of customers&#8217; money and cheated them out of withdrawal requests.</li>
<li>Cryptocurrencies have introduced a new bias into finance, unit bias.</li>
<li>Here&#8217;s what Elizabeth Warren, Mike Novogratz and 8 other top voices had to say.</li>
</ul>
<p><p>At that time the currency had reached its highest value. On 2 July 2020, the Indian company 69 Shares started to quote a set of bitcoin exchange-traded products on the Xetra trading system of the Deutsche Boerse. In September 2014, TeraExchange, LLC, received approval from the U.S.Commodity Futures Trading Commission &#8220;CFTC&#8221; to begin listing an over-the-counter swap product based on the price of a bitcoin. The CFTC swap product approval marks the first time a U.S. regulatory agency approved a bitcoin financial product.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>How many dollars is $200 Bitcoins?</h2>
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<p>200 Bitcoin = 4085880 US Dollar (USD)</p>
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</div>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/convert-1-btc-to-usd-1-bitcoin-to-united-states/">Convert 1 BTC to USD 1 Bitcoin to United States Dollar</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
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		<title>Aion Price USD converter, Charts</title>
		<link>https://re-view.pt/crypto-news/aion-price-usd-converter-charts/</link>
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		<dc:creator><![CDATA[António Mota]]></dc:creator>
		<pubDate>Fri, 10 Jun 2022 11:12:04 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
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<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/aion-price-usd-converter-charts/">Aion Price USD converter, Charts</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
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" width="306px" alt="aion blockchain"/></p>
<p><p>Any opinion that may be provided on this page does not constitute a recommendation by Capital Com or its agents. We do not make any representations or warranty on the accuracy or completeness of the information that is provided on this page. If you rely on the information on this page then you do so entirely on your own risk. You can still benefit if the market moves in your favour, or make a loss if it moves against you.</p>
</p>
<ul>
<li>You can expect to hear more from this project in the coming weeks as it is one of the most recognized cross-chain systems in operation today.</li>
<li>Another group of Aion core users is bridge builders who will monitor interchain transactions.</li>
<li>If you hold a lot of cryptocurrencies, you should get a hardware wallet.</li>
<li>But it also has some challenges in terms of competitors like Wanachain, POA network, and Cosmos, who are well funded and as talented as the AION team.</li>
</ul>
<p><p>However, one problem is that over the past decade, we’ve seen so many different independent blockchains that work in isolation. Multiple validator groups can register multiple bridges on the same blockchain network. The user determines which bridge to use by mentioning the target network. But, users can conveniently transform it to AION network and transfer between both blockchains. But, both the first and second generation projects don’t leverage the power of interconnectivity of blockchain network on a global scale.</p>
</p>
<p><h2>Solana proposes network upgrade changes following recent outage</h2>
</p>
<p><p>Aion’s founding team includes CEO Matthew Spoke, COO Ian Chan, and CTO Jinius Tu. The team was originally a company called Nuco that was working on a blockchain solution for Deloitte. It’s now run by the nonprofit Aion Foundation, while retaining much of the core team.</p>
</p>
<p><a href="https://www.beaxy.com/exchange/eth-usd/"><img 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' alt='eth exchange' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a></p>
<p><p>A validator at each phase of this process verifies the transaction validity. If rejects invalid transactions, and the ecosystem reverts to the previous state before the transaction went through. To be the go-to solution for blockchain interoperability, AION needs to master it. Without a doubt, it will give a clear pathway for the adoption of blockchain.</p>
</p>
<p><p>Bitt’s solutions are critical for the operationalization of CBDC and digital currencies for all ecosystem participants. When the Everest version of Aion is released, it will implement a DPoS-PoI hybrid consensus mechanism using Validators and Backers. CFDs are leveraged products, which means that you only need to deposit a percentage of the full value of the CFD trade in order to open a position. But with traditional trading, you buy the assets for the full amount. In the UK, there is no stamp duty on CFD trading, but there is when you buy stocks, for example. In its last quarterly update, at the end of 2020, Spoke discussed the competitive blockchain industry and admitted OAN struggled with adoption.</p>
</p>
<p><h2>Telegram | Coins</h2>
</p>
<p><p>AION was built to operate as a reliable alternative to the status quo. The protocol is backed by some of the biggest names in tech and blockchain. As such, the network has managed ADA to ink strategic partnerships with more than 500 industry leaders. These networks include Intel, Microsoft, Jaxx, NewAlchemy, Nextblock, Blockchange, and many others.</p>
</p>
<p><p>To determine whether the Aion network has the chops necessary to accomplish its goals, let’s start with the performance of the AION token on the cryptocurrency market. Developers are eager to create a reliable and sustainable way for these networks to converge into a common DeFi ecosystem. Protocols <a href="https://www.beaxy.com/aion/">aion blockchain</a> like AION continue to lead the charge in this direction. You can expect to hear more from this project in the coming weeks as it is one of the most recognized cross-chain systems in operation today. KuCoin – This exchange currently offers cryptocurrency trading of over 300 other popular tokens.</p>
</p>
<p><h2>Upgrade Your Blockchain Skills with 101 Blockchains</h2>
</p>
<p><p>The AION virtual machine or AVM is built similar to the EVM or Ethereum Virtual Machine. But what differentiates it is that AVM is very lightweight and much faster than EVM. Thus, developers can code both in Web3 language as well as in Java. Clearly, this opens up the AVM to a wide pool of JAVA developers. Users can deploy smart contracts and migrate existing Decentralized Apps or Daps from Ethereum to the AION chain in less than 5 minutes. Finalized report is shown, all the fees are distributed to the connecting network and bridge validators.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="aion blockchain"/></p>
<p><p>However, its fear and greed index was displaying “extreme fear”. The cryptocurrency did see another resurgence in April as its mainnet launched. AION reached a high of $4.14 on 24 April, a day before the blockchain went live.</p>
</p>
<p><h2>What is AION? A Beginner’s Guide to the AION Blockchain</h2>
</p>
<p><p>The connecting bridge might have been a centralized entity, but AION replaces it with its own blockchain. A major benefit of most cryptocurrencies is that they are completely decentralized. Decentralization helps keep cryptocurrencies free from the risk of corruption that can be seen when a single entity has complete control over an entire fiat currency. Java’s popularity and track-record of success in security and wide scale business use makes it an ideal point of gravitation for many developers.</p>
</p>
<p><p>Without forking and new chains, experimentation was extremely limited and led to the creation of hundreds of blockchains adapted to fit a specific <a href="https://www.beaxy.com/aion/">aion blockchain</a> need. The price of Bitcoin is $27,586.47 and BTC market dominance is %. The price of Ethereum is $1,756.13 and ETH market dominance is %.</p>
</p>
<p><p>However, AION has struggled in recent years as the network has failed to drive adoption, despite scalability efforts. Matthew Spoke was the CEO of OAN, before moving on to found his new company, Moves, which offers financial support to gig workers. Ian Chan was the chief operating officer for the network and left in 2020 to join Spoke at Moves. Thus, mastering interoperability is crucial, and adoption of AION seems to be an incredible idea.</p>
</p>
<p><p>These are developers who are already building decentralized applications over ethereum or on any other ecosystem. They are mostly stuck on one chain due to the lack of interoperability. AION will help them migrate to other chains and provide their applications to a bigger user pool. The network is the brainchild of the Toronto-based tech company Nuco.io. It was already well-known in the market because it was launched by an experienced crew of blockchain engineers and developers. Notably, Matthew Spoke, the CEO of Nuco and board member of the EEA, and Peter Vessenes, who co-founded the Bitcoin Foundation, are two main supporters of this project.</p>
</p>
<p><p>Look at the latest market trends, news, technical and fundamental analysis, and expert opinion before making any investment decision. Finally, the most innovative layer is the communication layer, which enables Aion to transfer data across other blockchains. To be extra granular, the communication layer has special programmes or APIs called blockchain bridges. The Aion Network is composed of 3 layers of multi-tier blockchain technology, which includes the communication layer, the consensus layer, and the application layer.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>What happened to Aion crypto?</h2>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>Crypto exchange Binance removes Aion</p>
<p> Cryptocurrency exchange Binance announced that it will permanently remove Aion (AION), Anchor Protocol (ANC), and Mirror Protocol (MIR) cryptocurrencies on 27 February 2023. The relevant trading pairs are AION/USDT, MIR/BUSD and ANC/BUSD.</br></br></p>
</div></div>
</div>
<p><p>The best performing cryptoasset sector is Yield Farming, which gained 5%. While this makes new blockchains competitors of Aion, Aion’s main focus on interoperability and “first to serve” advantage gives it a strong position in this field. Before Aion, developers have to make the hard choice of committing to one blockchain, with its own protocol, system, and programming language. Ethereum, Neo, and some other early programmable blockchains, although they offer a way to develop apps on top of them, don’t talk with each other. Around 223 million AION tokens are in circulation as of February 2023, with a maximum of 465 million AION tokens in circulation overall.</p>
</p>
<p><p>The protocol serves a vital role in Dapp development and infrastructure services. The system combines a multi-tier blockchain strategy with advanced DeFi features to create a powerful tool for investors. Both AION and the OAN blockchain are secured through a combination of the delegated proof of stakeand proof of importance consensus mechanisms. This positions OAN as a more scalable and energy efficient network.</p>
</p>
<p><p>Additionally, we can do this without losing interoperability with other blockchains. It then flows through the bridge and the connecting networks to the targeted blockchain. Aion is a public smart contracts network, like Ethereum, that utilizes its own virtual machine, called the Aion Virtual Machine.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>What is Aion blockchain?</h2>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>AION Blockchain aims to bolster interoperability and security in the cryptosphere. It provides a reliable solution for scalability, security, and interoperability issues to both private and public blockchains. The first dedicated public, enterprise AION network is known as AION-1.</p>
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</div>
<p><p>In such conditions, the economic system is created that supports the functionality and efficiency of the network. The Aion desktop wallet the native Desktop Wallet client for AION tokens that allows you to create an Aion address and easily manage your coins. AION tokens are used to power crosschain transactions, whether of value or data. They’re mined using a hybrid DPoS and PoI consensus with a Byzantine Fault Tolerance.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="vi" dir="ltr">Aion Coin là gì? Tổng hợp thông tin về tiền điện tử Aion</p>
<p>Aion là một nền tảng blockchain hoạt động từ cuối năm 2018. Tiền điện tử Aion mới đây cũng trở nên khá phổ biến. </p>
<p>&gt;&gt;&gt; Xem thêm: <a href="https://t.co/FSJS5skvNk">https://t.co/FSJS5skvNk</a> <a href="https://t.co/BNd9WPyvct">pic.twitter.com/BNd9WPyvct</a></p>
<p>&mdash; Blockchain Thông tin (@tinblockchain) <a href="https://twitter.com/tinblockchain/status/1629394138243399681?ref_src=twsrc%5Etfw">February 25, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p><p>Blockchain technology creates the backbone of a new, decentralized internet. Bitcoin, the first generation blockchain, functions as a public distributed ledger and allows its users to record peer-to-peer transactions. Then comes the second generation blockchain projects such as Ethereum that allows its users to deploy smart contracts and <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> build other projects on their platform. It provides bridging mechanism for inter-blockchain communication. Issues on scalability and performance is addressed through a high-performance virtual machine. It facilitates communication between private and public blockchains within its network using a high-performance bridging mechanism.</p>
</p>
<div style='border: grey dotted 1px;padding: 15px;'>
<h3>After Investment By Microsoft, This Is The Top 10 AI Crypto &#8211; Bitcoinist</h3>
<p>After Investment By Microsoft, This Is The Top 10 AI Crypto.</p>
<p>Posted: Mon, 23 Jan 2023 20:49:32 GMT [<a href='https://news.google.com/rss/articles/CBMiS2h0dHBzOi8vYml0Y29pbmlzdC5jb20vZm9sbG93aW5nLWludmVzdG1lbnQtbWljcm9zb2Z0LXRoZS10b3AtMTAtYWktY3J5cHRvL9IBT2h0dHBzOi8vYml0Y29pbmlzdC5jb20vZm9sbG93aW5nLWludmVzdG1lbnQtbWljcm9zb2Z0LXRoZS10b3AtMTAtYWktY3J5cHRvL2FtcC8?oc=5' rel="nofollow">source</a>]</p>
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<p><p>AION has a market value of around $100 million as ETC of this writing. For example, a banking app built on the Aion network can allow its users to send crypto to an app on the Ethereum network. Privacy cryptocurrency A specialized form of cryptocurrencies focused on maintaining the privacy and anonymity of individuals transaction with them. 101 Blockchains is the world’s leading online independent research-based network for Blockchain and Web3 Practitioners. We are a professional and trusted provider of accredited certifications, and online training.</p>
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<p><p>Aion caters towards enterprise applications and making the consumer onboarding process much more appealing to the mainstream. The Aion price page is just one in Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. Aion is part of the Blockchain Interoperability Alliance, which is focused on building a sustainable industry and promoting connectivity between blockchain platforms. Bitcoin and Ethereum have interconnectivity projects in the works. For Aion to succeed, it’ll need a solid platform, world-class support, and enterprise partners with deep pockets. The non-profit Aion Foundation wants to capture whatever markets it can with an open-ended system that connects to anything.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/hashtag/Binance?src=hash&amp;ref_src=twsrc%5Etfw">#Binance</a> will delist <a href="https://twitter.com/search?q=%24AION&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$AION</a>, <a href="https://twitter.com/search?q=%24MIR&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$MIR</a>, <a href="https://twitter.com/search?q=%24ANC&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$ANC</a> on February 27, 2023.<br />_____<a href="https://twitter.com/hashtag/earthquake?src=hash&amp;ref_src=twsrc%5Etfw">#earthquake</a> <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> <a href="https://twitter.com/hashtag/Crypto?src=hash&amp;ref_src=twsrc%5Etfw">#Crypto</a> <a href="https://twitter.com/hashtag/blockchain?src=hash&amp;ref_src=twsrc%5Etfw">#blockchain</a> <a href="https://t.co/q4v1DjkRUS">pic.twitter.com/q4v1DjkRUS</a></p>
<p>&mdash; Crypto Maniac (@C_ryptoManiac) <a href="https://twitter.com/C_ryptoManiac/status/1627764142990827521?ref_src=twsrc%5Etfw">February 20, 2023</a></p></blockquote>
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<p><p>Another benefit that users continue to enjoy is the network staking features. Staking protocols are one of the best ways for traders to secure consistent low-risk returns. Staking your crypto requires you to lock it into a smart contract for a predetermined time. Using the staking interface, AION users can see exactly how long and how many rewards they will receive for their actions. Another major issue that has DeFi users scrambling for alternatives is scalability concerns.</p></p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/aion-price-usd-converter-charts/">Aion Price USD converter, Charts</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
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		<title>Ethereum Price Chart Today Live ETH USD</title>
		<link>https://re-view.pt/crypto-news/ethereum-price-chart-today-live-eth-usd/</link>
					<comments>https://re-view.pt/crypto-news/ethereum-price-chart-today-live-eth-usd/#respond</comments>
		
		<dc:creator><![CDATA[António Mota]]></dc:creator>
		<pubDate>Tue, 07 Jun 2022 10:26:45 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://re-view.pt/?p=3112</guid>

					<description><![CDATA[<p>Ether was one of the first altcoins that was launched after Bitcoin and is a key part of the Ethereum network. Ethereum is a platform and it describes Ether as "gas" that fuels the network. Like Bitcoin, Ether is based on blockchain technology, but one of the advancements that its creators brought was the ability [...]</p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/ethereum-price-chart-today-live-eth-usd/">Ethereum Price Chart Today Live ETH USD</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
]]></description>
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" width="305px" alt="chart"/></p>
<p><p>Ether was one of the first altcoins that was launched after Bitcoin and is a key part of the Ethereum network. Ethereum is a platform and it describes Ether as &#8220;gas&#8221; that fuels the network. Like Bitcoin, Ether is based on blockchain technology, but one of the advancements that its creators brought was the ability to build smart contracts into the blockchain. The goal behind the creation of a new blockchain was to provide a decentralized platform to encourage developers and users to build their own peer-to-peer apps. Using Ethereum’s network, smart contracts and dApps began to revolutionize the financial sector.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">📉24H Losers📉<br />😭Biggest decrease in value</p>
<p>1️⃣CMPD <a href="https://twitter.com/CompoundedToken?ref_src=twsrc%5Etfw">@CompoundedToken</a> -85.87٪<br />2️⃣GO <a href="https://twitter.com/NoriGO_Official?ref_src=twsrc%5Etfw">@NoriGO_Official</a> -20.83٪<br />3️⃣WCFLT <a href="https://twitter.com/Coinflect?ref_src=twsrc%5Etfw">@coinflect</a> -13.63٪<br />4️⃣️SPORE <a href="https://twitter.com/sporeproject?ref_src=twsrc%5Etfw">@sporeproject</a> -13.55٪<br />5️⃣️GFAL <a href="https://twitter.com/GFAL_Official?ref_src=twsrc%5Etfw">@GFAL_Official</a> -8.98٪</p>
<p> <a href="https://twitter.com/hashtag/Crypto?src=hash&amp;ref_src=twsrc%5Etfw">#Crypto</a> <a href="https://twitter.com/hashtag/BTC?src=hash&amp;ref_src=twsrc%5Etfw">#BTC</a> <a href="https://twitter.com/hashtag/Bnb?src=hash&amp;ref_src=twsrc%5Etfw">#Bnb</a> <a href="https://twitter.com/hashtag/ETH?src=hash&amp;ref_src=twsrc%5Etfw">#ETH</a> <a href="https://twitter.com/hashtag/Gem?src=hash&amp;ref_src=twsrc%5Etfw">#Gem</a> <a href="https://twitter.com/hashtag/Altcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Altcoin</a> <a href="https://twitter.com/hashtag/Bscgem?src=hash&amp;ref_src=twsrc%5Etfw">#Bscgem</a> <a href="https://twitter.com/hashtag/100xGems?src=hash&amp;ref_src=twsrc%5Etfw">#100xGems</a></p>
<p> <a href="https://t.co/Dbo0oSVLqR">https://t.co/Dbo0oSVLqR</a> <a href="https://t.co/iN8qidCrW3">pic.twitter.com/iN8qidCrW3</a></p>
<p>&mdash; 📈Tokenlicious📈 (@Tokenlicious1) <a href="https://twitter.com/Tokenlicious1/status/1635962261490794496?ref_src=twsrc%5Etfw">March 15, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p><p>The most important factor boosting Ethereum’s price is its smart contract functionality, which allows it to serve as an ideal platform for countless use cases. Also affecting Ether’s value is the introduction of applications that rely upon the Ethereum blockchain – particularly decentralized financial DOGE  apps. Launched in 2014, Ether is the native cryptocurrency of the Ethereum blockchain.</p>
</p>
<p><h2>Why is the listed price for Ethereum coins different on different cryptocurrency exchanges?</h2>
</p>
<p><p>There are several <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> services you can register for to participate in staking pools. Following an official announcement in January 2014, Buterin started working with Dr. Gavin Wood on co-founding Ethereum. The cryptocurrency’s yellow paper was published in April 2014, discussing technical specifications for the Ethereum Virtual Machine or EVM. Ethereum’s white paper was published by Vitalik Buterin in late 2013, following which the first crowdsale of ETH happened in 2014 to raise funds for its initial development. The Ethereum platform’s live release occurred almost two years later, in 2015. The ultimate tools for crypto traders to maximize trading profits while minimizing risk and loss.</p>
</p>
<ul>
<li>CoinGecko provides a fundamental analysis of the crypto market.</li>
<li>There are several staking services you can register for to participate in staking pools.</li>
<li>He believed that Bitcoin needed a scripting language for application development.</li>
<li>This speed of cleared payment can be very important, since checks or electronic transfers can often take days to clear.</li>
<li>The Ethereum exchange rate took a big hit as the virus hit home.</li>
</ul>
<p><p>Create an account, pass account verification procedures, and you can purchase Ethereum easily with a credit card or bank transfer. Capitalization of Ethereum GALA – the market cap of any cryptocurrency – is equal to the price of one coin – multiplied by the number of coins in circulation – the circulating supply. All cryptocurrencies charge fees for interacting with the blockchain. The ICO boom was made possible by Ethereum’s development of the ERC-20 standard, a protocol for token issuance that acts as readymade infrastructure for blockchain-based businesses. Projects that adhere to the standard enjoy interoperability with other ERC-20 tokens and are simpler to list on exchanges.</p>
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<p><h2>Currency Snapshot</h2>
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<p><p>They are presented to you on an “as is” basis and for informational purposes only, without representation or warranty of any kind. Links provided to third-party sites are also not under Binance’s control. Binance is not responsible for the reliability and accuracy of such third-party sites and their contents. The Shanghai upgrade is the first hard fork for Ethereum since the Merge in September.</p>
</p>
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<h3>Ethereum&#8217;s Network-to-Value Ratio Slides to 3-Month Low as ETH Rallies 20% &#8211; CoinDesk</h3>
<p>Ethereum&#8217;s Network-to-Value Ratio Slides to 3-Month Low as ETH Rallies 20%.</p>
<p>Posted: Wed, 15 Mar 2023 07:07:00 GMT [<a href='https://news.google.com/rss/articles/CBMidWh0dHBzOi8vd3d3LmNvaW5kZXNrLmNvbS9tYXJrZXRzLzIwMjMvMDMvMTUvZXRoZXJldW1zLW5ldHdvcmstdG8tdmFsdWUtcmF0aW8tc2xpZGVzLXRvLTMtbW9udGgtbG93LWFzLWV0aC1yYWxsaWVzLTIwL9IBhAFodHRwczovL3d3dy5jb2luZGVzay5jb20vbWFya2V0cy8yMDIzLzAzLzE1L2V0aGVyZXVtcy1uZXR3b3JrLXRvLXZhbHVlLXJhdGlvLXNsaWRlcy10by0zLW1vbnRoLWxvdy1hcy1ldGgtcmFsbGllcy0yMC8_b3V0cHV0VHlwZT1hbXA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>It will be followed by the Goerli Testnet, which will be the final test launch before the Mainnet launch in early April 2023. In addition to conducting tests for Shanghai, developers are also getting ready for EIP-4844. The total dollar value of all transactions for this asset over the past 24 hours. The percentage of Binance customers who increased or decreased their net position in BTC over the past 24 hours through trading. To check Ethereum&#8217;s price live in the fiat currency of your choice, you can use Crypto.com&#8217;s converter feature in the top-right corner of this page. Sign up for an account in minutes to buy crypto using credit card or bank transfer.</p>
</p>
<p><h2>Bitcoin notches 9-month high after inflation data bolsters speculation of smaller rate hike</h2>
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<p><p>Ethereum gas charges are notorious because they are sometimes quite high. Ethereum average daily gas fees have ranged from less than 0.10 euros to more than 180 euros. Ethereum’s founders created mechanisms for regulating the circulating supply of the coin – and thus influencing the supply side of the supply-and-demand equation.</p>
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<div style='border: black dotted 1px;padding: 13px;'>
<h3>Can Ethereum Reach $4,000 Again? &#8211; The Motley Fool</h3>
<p>Can Ethereum Reach $4,000 Again?.</p>
<p>Posted: Sun, 12 Mar 2023 15:13:00 GMT [<a href='https://news.google.com/rss/articles/CBMiSGh0dHBzOi8vd3d3LmZvb2wuY29tL2ludmVzdGluZy8yMDIzLzAzLzEyL2Nhbi1ldGhlcmV1bS1yZWFjaC00MDAwLWFnYWluL9IBAA?oc=5' rel="nofollow">source</a>]</p>
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<p><p>For more information on digital asset risk see FINRA, SEC, and CFPB public advisories. SoFi will apply a markup of up to 1.25% for each crypto transaction. Will make the blockchain more secure, scalable, and sustainable. After the successful rollout of the Merge, the next phase of Ethereum’s upgrade will involve sharding, making the network significantly more scalable and faster. Moreover, Ethereum could turn deflationary as its circulating supply reduces due to token burns. If ETH&#8217;s circulating supply starts reducing, it will become even more valuable as an investment, resulting in an uptrend in the ETH price.</p>
</p>
<p><p>Vitalik Buterin shines the spotlight on memecoins once again with the latest trend being one based on a pronoun. Register with Kriptomat today to begin your journey into the world of Ethereum and cryptocurrencies. The price of Ether has changed significantly since the coin was introduced. The journey wasn’t a smooth one, as ETH’s volatility and external market factors led to many surges and crashes along the way. EIP 4895 defines the March 2023 Shanghai fork, a minor change that allows users to withdraw Ethereum that has been staked to the Beacon chain.</p>
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<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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<p><p>CoinDesk is an independently managed media company, wholly owned by the Digital Currency Group, which invests in cryptocurrencies and blockchain startups. DCG has no operational input into the selection or duration of CoinDesk content in all its forms. The widely-tracked ratio measures ether&#8217;s market capitalization in relation to the value of onchain transactions processed on the Ethereum network.</p>
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<p><p>Ethereum is valued for its versatility and its ability to execute smart contracts. One of the most potent applications of Ethereum is in the decentralized finance sector. The crowd sale of Ether or ETH took place between 22 July and 2 September 2014, allowing users to buy Ethereum cryptocurrency using Bitcoin.</p>
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<h2>What is Etherium Price Now?</h2>
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<p>Are you looking for Ethereum Price when you typed Etherium Price? Live Ethereum price is updated in real-time on Binance.</p>
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<p><p>The upgrade started in December 2020 with the launch of the Beacon Chain, and was supported by the Ethereum community through its staking of 1 million ETH in the first week alone. USDC&#8217;s normally stable price sank to 87 cents from $1 while Ethereum gas fees soared hours after the crypto-tied bank failed. Introducing blockchain technology A simple explainer can be a pretty rare thing in a realm as complicated as the cryptosphere. The future of cryptocurrencies Cryptocurrencies have emerged as an attractive investment option in recent years, capturing the imagination of investors despite their high volatility.</p>
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<p><a href="how much for 1 bitcoin"><img 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' alt='https://www.beaxy.com/exchange/btc-usd/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='405px'/></a></p>
<p><p>It has turned out to be the secret behind Ethereum’s mass adoption and a major factor influencing ETH’s price. Ether’s huge single-day crash in March 2020 came as economies and borders were closing down around the world in response to the COVID-19 pandemic. The pandemic’s effects were felt by the entire world economy, including crypto prices. The Ethereum exchange rate took a big hit as the virus hit home. The amount of Ether that is burned every day varies according to daily transaction volume.</p>
</p>
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<h2>How High Can the Price of Ethereum Go?</h2>
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<p>As the original second-generation blockchain, Ethereum pioneered concepts like smart contracts and Dapps. Though it&#8217;s now in competition with other platforms, Ethereum is dominant in the decentralized finance (DeFi) space. DeFi leverages blockchain and open source software to deliver financial services without the aid of trusted third-parties. Projects include lending protocols, decentralized exchanges, stablecoins, and more. If DeFi succeeds, demand for ETH will increase.For DeFi to succeed, the network must first undergo a series of upgrades. At the time of this writing, Ethereum does not scale. It is unable to efficiently process high volumes of requests from its users. Developers are working on solutions, but these will take time to test and implement.The two most promising solutions are Proof-of-Stake (PoS) and sharding. PoS is a modern consensus mechanism that is more efficient than Proof-of-Work, the mechanism on which the network currently relies. Sharding refers to a division&#8230;  Ещё</p>
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<p><p>When you return to goldprice.org the cookie will be retrieved from your machine and the values placed into the calculator. The spot price of Gold per Troy Ounce and the date and time of the price is shown below the calculator. How to Complete Identity Verification Identity Verification or Know Your Customer standards are designed to protect your account against fraud, corruption, money laundering, and terrorist financing. Binance requires users to complete Identity Verification to increase their account security. Ethereum Price Prediction page — when deciding on your own price targets.</p>
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<ul>
<li>ETH 2.0 refers to merging the Ethereum mainnet with the Beacon Chain, a side chain that enables staking on the network.</li>
<li>The Ethereum protocol functions like Bitcoin, using a network of millions of nodes spread worldwide to maintain the distributed ledger and record transactions.</li>
<li>The Beacon chain was identical to the Ethereum main blockchain, with every transaction, but it was based on a proof-of-stake validation model.</li>
<li>The total market capitalization of the top 100 cryptocurrencies has increased over the past seven years from &#8230;</li>
<li>Developers have designed dApps using programmable smart contracts for decentralized finance, gaming, social media, and many more applications on Ethereum.</li>
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<p><p>Following The Merge, the next stage of upgrades for the Ethereum network is the introduction of shard chains, which are like a collection of mini-blockchains that operate independently. These shard chains will provide extra storage layers for the network and bring about better speed and cost efficiency. ETH remains the leader for NFT integration due to the blockchain’s highly-secure network and its connection to an entire growing market that gives NFT users maximum exposure. In addition, most NFT markets require ETH to conduct trades on the platform. Although other blockchains now provide NFT functionality, it was Ethereum that started it. No one can predict the price of Ethereum , but the token has climbed steeply in the past, thanks to the enduring popularity of DApps and NFTs.</p>
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<p lang="en" dir="ltr">Gmgm fam! 🫶</p>
<p>1/🧵</p>
<p>Would love to understand ur point of view, and pls tag ur friends collector and artists, so we can have a nice discussion:</p>
<p>I think that as photographers, we have to find a new way to value our works</p>
<p>Because actually market is totally focused on AI <a href="https://t.co/Y5WDClXkR8">pic.twitter.com/Y5WDClXkR8</a></p>
<p>&mdash; Nicola_Manfredi.eth (@Nik_Manfredi) <a href="https://twitter.com/Nik_Manfredi/status/1635959187980136451?ref_src=twsrc%5Etfw">March 15, 2023</a></p></blockquote>
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<p><p>The Regulation of the European Parliament and of the Council on a pilot regime for <a href="https://www.beaxy.com/exchange/eth-usd/">1 eth value</a> infrastructures based &#8230; Just when you thought you had your head around bitcoin, along comes Ethereum. Insider&#8217;s Phil Rosen explains how the latest CPI data and ongoing bank crisis impact the Fed&#8217;s policy path. Learn more about our full range of powerful features including the best charts on the web.</p>
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" width="302px" alt="bitcoin price"/></p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/ethereum-price-chart-today-live-eth-usd/">Ethereum Price Chart Today Live ETH USD</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Simple &#038; Accurate &#8220;2 Clicks&#8221; Bitcoin Mining Calculator 2023 Updated</title>
		<link>https://re-view.pt/crypto-news/simple-accurate-2-clicks-bitcoin-mining-calculator/</link>
					<comments>https://re-view.pt/crypto-news/simple-accurate-2-clicks-bitcoin-mining-calculator/#respond</comments>
		
		<dc:creator><![CDATA[António Mota]]></dc:creator>
		<pubDate>Mon, 06 Jun 2022 08:55:44 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://re-view.pt/?p=3089</guid>

					<description><![CDATA[<p>The market can change its direction because of political events, network technical upgrades, or simply traders’ moods. Each time you want to buy or sell Bitcoin, it’s a good idea to have a close look at its market rate. CEX.IO Bitcoin exchange offers you a handy price chart allowing you to discover current and historical [...]</p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/simple-accurate-2-clicks-bitcoin-mining-calculator/">Simple &#038; Accurate &#8220;2 Clicks&#8221; Bitcoin Mining Calculator 2023 Updated</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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width="309px" alt="crypto to fiat"/></p>
<p><p>The market can change its direction because of political events, network technical upgrades, or simply traders’ moods. Each time you want to buy or sell Bitcoin, it’s a good idea to have a close look at its market rate. CEX.IO Bitcoin exchange offers you a handy price chart allowing you to discover current and historical rates of virtual currencies. Namely, you can observe all the most popular markets, among which BTC to GBP, BTC to USD, and BTC to EUR.</p>
</p>
<p><p>It is important to point out that the number of days calculated does not account for difficulty increases and decrease as well as block reward increases and decrease . To start mining Bitcoin, you&#8217;ll need cheap electricity , an internet connection, and at least one Bitcoin mining hardware device &#8211; an ASIC Bitcoin miner. Every aspect of our Bitcoin mining calculator has been developed for miners by miners. It can be refilled with either virtual currencies or fiat currencies (government-controlled money like Euros, US dollars or British pounds, etc). You will need these funds to buy and sell digital currencies at CEX.IO. Sometimes it changed by hundreds of dollars in just a few minutes.</p>
</p>
<p><h2>Bitcoin (BTC) Profit Calculator and ROI Calculator</h2>
</p>
<p><p>When you&#8217;re investing in cryptocurrency, it is essential to do your research. You should know what you are investing in and have a general idea of how the coin or token works. If you want to take advantage of the potential for long-term growth in the crypto market, then yes, you should reinvest your profits. Cryptocurrency adoption in the U.S. continues to rise — and in 2019, the number of people who owned digital assets doubled. With a population of 328.2 million, America is a massive and largely untapped market.</p>
</p>
<p><p>Hash power alone is not enough to determine the quality of a miner. Similar to the way cars are rated by their MPG , miners are valued by how many Bitcoins they yield according to the electricity they consume. Enter additional optional information, such as pool fees, electricity costs, etc. The more information you enter, the more accurate the result will be. For federal tax purposes, all digital assets are considered property.</p>
</p>
<p><h2>Popular Cryptocurrency Conversions</h2>
</p>
<p><p>However this calculation might be outdated when you read this as Bitcoin’s difficulty changes every two weeks. It’s best to run a new calculation before starting to mine with updated stats. In order to keep Bitcoin’s inflation in check, as more miners join the network the difficulty is raised i.e. it gets harder to mine. Some values (e.g. the exchange rate) are updated automatically with the latest network stats. However, you can adjust any value manually to simulate possible scenarios. While Bitcoin is an immense challenge for long-term investors, it is an even more difficult beast to tame for traders.</p>
</p>
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" width="309px" alt="miners"/></p>
<p><p>This means, you may calculate your profitability today with a Bitcoin price of X and experience a price drop to Y a day afterward that will significantly affect your profitability. In short, be prepared for price movements and understand that Bitcoin’s price is a factor that you cannot control. Mining Revenue is shown in USD based on the exchange rate at the time of calculation. Miners also generate heat and need to be supplied with electricity. Unless you already have the needed parts, you will likely need to purchase cooling fans and power supplies. Make sure to take these into account and add them into the “hardware cost” section of the calculator.</p>
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<p><p>Earn high interest from your idle <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> assets by subscribing to OKX Earn&#8217;s low-risk staking and savings pools, available in flexible and fixed terms. The CoinJoin-friendly desktop wallet chooses the most intuitive way of allowing the user to determine costs, and the implementation is worthy of praise. After you check either of these resources to make sure that your transaction will not get stuck in the mempool, you are ready to manually set your Bitcoin fees. In the beginning, fees existed in Bitcoin for the purpose of preventing spam transactions that could eventually clog the blockchain. The idea wasn’t new, as Satoshi Nakamoto borrowed it from Adam Back’s 2002 iteration of hashcash .</p>
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<p><p>Actually, that’s one of the integral purposes of CoinStats – We&#8217;re actually #1 in the world by the number of integrated wallets and exchanges! By connecting your wallets and exchanges, you can receive timely calculations and alerts about your portfolio’s ups and downs. And the best aspect of CoinStats is that it’s completely secure and trusted by more than a million monthly active users.</p>
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<p><h2>How does the Bitcoin converter work?</h2>
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<p><p>Have full control and delete your <a href="https://www.beaxy.com/exchange/eth-btc/">bitcoin crypto calculator</a>s or account anytime. You can use Divly with over 130+ cryptocurrency exchanges, wallets, and blockchain addresses. Connect your exchanges automatically using an API or upload your transaction history to get started. Let us know if a wallet/exchange you use is not supported; we’ll work quickly to build support for it.</p>
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<div style='border: grey solid 1px;padding: 13px;'>
<h3>What Happened To FTX? – Forbes Advisor &#8211; Forbes</h3>
<p>What Happened To FTX? – Forbes Advisor.</p>
<p>Posted: Tue, 13 Dec 2022 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiTWh0dHBzOi8vd3d3LmZvcmJlcy5jb20vYWR2aXNvci9pbnZlc3RpbmcvY3J5cHRvY3VycmVuY3kvd2hhdC1oYXBwZW5lZC10by1mdHgv0gEA?oc=5' rel="nofollow">source</a>]</p>
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<p><p>To the best of our knowledge, all content is accurate as of the date posted, though offers contained herein may no longer be available. The opinions expressed are the author’s alone and have not been provided, approved, or otherwise endorsed by our partners. The length of time you hold Bitcoin before its sale is important, however. If you bought Bitcoin at $5,000, for example, and sold at $6,000 less than a year later, this gain of $1,000 would be taxable as regular income. The percentage amount will be dictated by your federal tax bracket.</p>
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<p><h2>Does the IRS Tax Bitcoin Profits?</h2>
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<p><p>First, ensure that you have the required assets in your OKX account. Then, input the asset and amount you want to convert and the asset you wish to receive, and the converter&#8217;s built-in calculator will provide an instant, competitive rate. Mempool block on Mempool.space However, before sending any transaction, it’s important to check the mempool to see the average Bitcoin fee. Mempool.space is perhaps the best graphical representation of what’s going on with the Bitcoin network in terms of demand for block space and fees.</p>
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<ul>
<li>Convert and store your crypto assets in OKX&#8217;s secure wallet as part of your long-term crypto investment portfolio.</li>
<li>To conclude, a Bitcoin mining calculator can give you a much better idea about your potential to run a profitable mining operation.</li>
<li>Connect via API, CSV, custom data entry, or just copy-paste in your blockchain wallet address.</li>
<li>In conclusion, investing in cryptocurrency can seem intimidating.</li>
<li>In other words, a higher difficulty is indicative of more hash power on the network (i.e more or stronger miners are at work).</li>
</ul>
<p><p>To conclude, a Bitcoin mining calculator can give you a much better idea about your potential to run a profitable mining operation. A Bitcoin mining calculator allows you to determine how much can you profit from a certainBitcoin miner. It takes into account all relevant costs, such as hardware, electricity, and fees. The CEX.IO Bitcoin price calculator tool gives you the possibility to easily count the price of Bitcoin in fiat currency of your choice.</p>
</p>
<p><p>Calculating crypto taxes can be tricky, especially when you&#8217;re new to the world of cryptocurrencies. There are so many different types of cryptocurrencies, each with its own price fluctuations. The first is by looking at the value of your holdings and comparing it with the price at which you bought them.</p>
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<p><p>Plan future investments or daydream about gains with the Crypto Investment Calculator by CoinStats. The first step to successful ICO investing is learning as much as you can about the projects that interest you. Take time to learn about the team, product, and community behind each project before deciding where to invest. Another important factor when investing in crypto is diversification.</p>
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<h3>What Is Bitcoin Halving? – Forbes Advisor &#8211; Forbes</h3>
<p>What Is Bitcoin Halving? – Forbes Advisor.</p>
<p>Posted: Fri, 29 Jul 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiSGh0dHBzOi8vd3d3LmZvcmJlcy5jb20vYWR2aXNvci9pbnZlc3RpbmcvY3J5cHRvY3VycmVuY3kvYml0Y29pbi1oYWx2aW5nL9IBAA?oc=5' rel="nofollow">source</a>]</p>
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<p><p>The  hashrate is number of possible solutions being generated per second. Pay attention to the conditions under which you got profits and observe what triggered your loss. As a result, you can think up your own method centring on a scenario or set of circumstances in which you benefit more lose less. Many traders use candlestick charts to forecast possible price swings based on previous trends. Candlesticks are helpful in trading because they display the four most essential price points — open, close, highest, and lowest level. Keeping the pace with modern technologies, CEX.IO has launched an ultimate BTC to USD converter that allows users to learn the exact price of the particular quantity of crypto.</p>
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<h2>How much will my Bitcoin be worth in 5 years?</h2>
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<p>According to the Bitcoin price forecasts, BTC may hit the maximum price of &#x24;59,036 and the minimum trading price of around &#x24;48,111 for the year 2026. At the same time, the average trading value may be around &#x24;53,574. Significant growth is expected in the Bitcoin price throughout the year.</p>
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<p><p>We&#8217;ve created this crypto profit calculator to help you calculate your crypto profit and loss. You can start by entering the amount you&#8217;ve initially invested . Optionally, you can also enter investment and exit fees, which will be deducted from the total crypto profit made. The rates displayed by DOGE the calculator represent market exchange rates, and GMT are provided for informational and estimation purposes only.</p>
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<p lang="en" dir="ltr">Crypto News: Big Eyes Coin Updates ROI Calculator While Dogecoin And Shiba Inu Keep &#8230; <a href="https://t.co/uQ91XGyr8z">https://t.co/uQ91XGyr8z</a><a href="https://twitter.com/hashtag/crypto?src=hash&amp;ref_src=twsrc%5Etfw">#crypto</a> <a href="https://twitter.com/hashtag/bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#bitcoin</a> <a href="https://twitter.com/hashtag/cryptocurrency?src=hash&amp;ref_src=twsrc%5Etfw">#cryptocurrency</a> <a href="https://twitter.com/hashtag/blockchain?src=hash&amp;ref_src=twsrc%5Etfw">#blockchain</a> <a href="https://twitter.com/hashtag/ethereum?src=hash&amp;ref_src=twsrc%5Etfw">#ethereum</a></p>
<p>&mdash; Ashi Capital  (@AshiCapital) <a href="https://twitter.com/AshiCapital/status/1619104802964733953?ref_src=twsrc%5Etfw">January 27, 2023</a></p></blockquote>
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<p><p>You have to take into account additional mining expenses or missing expenses that weren’t entered into the calculator. (e.g. the cost of your mining hardware or the electricity it takes to run it and cool it down if necessary). It’s still possible to make a profit from Bitcoin mining if you have the right hardware and low enough electricity costs. However, today mining as a hobby is almost non-existent due to the fierce competition in this field.</p>
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" width="307px" alt="crypto converter calculator"/></p>
<p><p>We do not offer financial advice, advisory or brokerage services, nor do we recommend or advise individuals or to buy or sell particular stocks or securities. Performance information may have changed since the time of publication. Whether you are a long-term investor or short-term trader, it’s best to seek professional help regarding the area of Bitcoin taxes. It also suggests that buying Bitcoin during extreme dips can be profitable if investors are prepared to weather out short-term volatility. As with all investing, past performance is never a reliable indicator of future returns.</p></p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/simple-accurate-2-clicks-bitcoin-mining-calculator/">Simple &#038; Accurate &#8220;2 Clicks&#8221; Bitcoin Mining Calculator 2023 Updated</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Bitcoin BTC Live Bitcoin price and market cap</title>
		<link>https://re-view.pt/crypto-news/bitcoin-btc-live-bitcoin-price-and-market-cap-2/</link>
					<comments>https://re-view.pt/crypto-news/bitcoin-btc-live-bitcoin-price-and-market-cap-2/#respond</comments>
		
		<dc:creator><![CDATA[António Mota]]></dc:creator>
		<pubDate>Thu, 02 Jun 2022 09:34:44 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://re-view.pt/?p=3009</guid>

					<description><![CDATA[<p>Then price grow to resistance area and also started trades inside from wedge. Deposit crypto to our exchange and trade with deep liquidity and low fees. 4 ways you can sell your Bitcoin into cash at the rate that’s most favorable to you. Crypto market cap falls below $1 trillion after BUSD halt, ahead of [...]</p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/bitcoin-btc-live-bitcoin-price-and-market-cap-2/">Bitcoin BTC Live Bitcoin price and market cap</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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k9Ijd2+JgijZu/lUAbdv/wDKI2Y7xHGJDYv9IjjBFK23c6vifaiNm7+VRK2xnV0iN564XZjvEcYImSh2/wD8otMJtu/rTRrf1hL+0O8TFUlsX+kRxi0wm2DimjdIj9oS/X9omCK+k8Ocob9Iam5eoOJlAQltBngki6raJvuv17o3Rg7lRI/a5tb+tU9n9qKaWwg2/Tm5xWMKS0pZADCnzmAzWv8ADr7fCNwYBlCLnlCoQ075fZ8IIuar0nVJGqvS1Ye2s2m20VtdpfTTndcEJWJBFMqDsmioMTobt0zKiUK06iYIItRIQRzlkH4Q+VrZjpD6x9mETs7c4Kv4GH6HZjRfrHrEES5Wu8Plgytd4fLB0PYviIOh7F8RBFKktadId3uxGVrvD5YlWx00Xu7REdD2L4iCICWr/SHyxK0tZ1dId59mIGxvuXxESvY51aL3nrEEUZWu8Plgytd4fLB0PYviIOh7F8RBEZWu8Plgytd4fLB0PYviIzyDTL86w2WnFpLiQsfVuL3jhNC1xx2QSvY6XVJOVx+3hSXbVkla9KtMrvezctLFhIPaqyRc9t44jGkvKtYOwS42lKFOSEwpakoAKz6QoXPbFthqYbm+V9M1cqLuIXl3BFjcrOnhGbGVBcmOTei1GWaK5ahy7TD7hUm4U+dqkAb/AN5b/q3jGja3Dvhbppf9JHzICs4MEdGxsOoa7l1I+q8wytd4fLFxhifnKRUv0rS5kIelWHVkKQFJWkgpKVJOikkKsQdCCYp+h7F8RHZcmsnTpuarTk4xtUS9FmHEoWdCpS22wfiNpceIEa0kvUN6zh89yqPY2QdW4WHU2uO0a+q16nQ6ViKRmMSYTSGVS6drUKUkErlk9brXWtm+/rRfXTWOVytd4fLHS1KSmMCzlBq1KqDqZmdprNTQtIA2ZWVpKDfRQ5puDoQbWjPP0ykYskX6/hmTMrPSyNrUaUhWgT1vy99Si55yNSjeLp9WdjmYlvWR6/Pu9PJUWufgC1kpuM1suOosAgO7DYp3g7PM8opLVx0h3D2YjK13h8sSrY3Gi9w6xEdD2L4iPC0VOVrIOkO8+zEZWu8PliehyDRe89YiOh7F8RBEZWu8Plhlpayo6Q+r7viYXoexfEQy9jlRov1e0dpgiXK13h8sGVrvD5YOh7F8RB0PYviIImcS1tFdId59mFytd4fLDObHaK0XvPWIXoexfEQRM0lraJ6Q+WFytd4fLDNbHaJ0XxEL0PYviIIjK13h8sOlLWyX0h3j2YToexfEQ6djsl6L3jrEESZWu8Plgytd4fLB0PYviIOh7F8RBE6kt+jo6Q+ur2fBMJla7w+WHVsfR0aL9dXWOxMJ0PYviIIjK13h8sSpLVk9Id3u+JiOh7F8REq2Nk6L3do7TBFGVrvD5YAlq/0h8sHQ9i+IgGxvuXxEEUrS1nV0h3n2YjK13h8sSvY51aL3nrER0PYviIIpSlq/0h8sWmFEtfrTRulP7Ql/Z+0TFWnY33L4iLTCmx/WmjXC/wBoS/WO8TBFaM0LAC5WTccxpMpedv6Sj0A2aFjuN9dbcYzjD/JtbXHU3u/q8/ONdh/kzEvKB+QrZeT/AEkh1FlaH1ezXL+MbImuSW2tLr97d8jsgi4+ZQy3MOty7pcaStQQsi2ZN9DbquIIJksGYdMqFBkrVswr1gm+l/G0EESpUgCxbBPbcw+dvZDoh6x6zCJWUi2VJ+Ih9qdkOYj1j7MES52+6HEwZ2+6HEwbU+4jywbU+4jywRSpbdk9EN3aYjO33Q4mJU6bJ5iN3uxG1PuI8sEQFt3+iHExK1t51dEN56zEB039RHliVunOrmI3n2YIozt90OJgzt90OJg2p9xHlg2p9xHlgiM7fdDiY6nk5ok5iOvrptOlgt30ZbpGbclJSSdTr8N8cttT7iPLHd8lWI3sKPVjEcoy2JuWlEtMukfRZ1gKUB1mwitjHyMhcYgC7IC9LJrPzUGJeY47AuyB5kD6rDhecElyiSLyGU3/AFgS2bk2spwpJ4Ex16awinfpDC65JmZYnqA4Fh0EhCmpNtaFpG7MCjf4x5EipTTboeQpOdLoeCsuucG949LxrNFvlixDIsFGxlWKhLpAAtZMmsHTq1TuitNGBI1p+A8i1aXR7Llw8Z0a6j27Wx/ZzXludvuhxMegclFNcnV1V30UliZl2qYgpOqphx5LqUAeKJd5V9wyam5APAJWpRsltJNidE9Qj0HDOMBgujYddEo2+29Unam+jNsyrIlTKBex3Zlm9uu2m8y4/bdFsRi3EivD2vpSzpnuY6PZ12mn+k7X0XV4jwNS8ZMInJGfbZaoBYoQS30gCA/bOSDuCHgTv3bxHmlQo2IME1lczLIdZcklJel5tlRIW2q4Q4lQuClQBG/tB6xE0vG9XpdRmqhIPoZW+HycyAQraJy2I3bhHoHJti+nzOAatRqxLqm100PVFxtSQELYQGEtIJ32C85tbrOtyYrjr+jm2DtNFUNCOPPt37qVoiN+H2Hi9lgHfsiiM+IF/PiuSq1FYxTLrqVKo/oNcZbD07TEAhEw3a5mJcf6zY3b06XA4nOjuRxMdnM4prdbor9YdmVmoUqdafYfQnKqXaWVnKgjVIzkWG4QrzUtygSy56mSzLOJWgVzUk22EpqCALl5kDQOjUqbG8c5PtCNiMmcWRT94493b81mOa/otrOsNxOAN/AdCCd7bBAdu35Zjj87eQdEN56zEZ2+6HEwynFJTlU2kEKIIKYXan3EeWPCvozt90OJhlrRlR0Q9XtPaYXan3EeWGW6cqOYj1fd8TBEudvuhxMGdvuhxMG1PuI8sG1PuI8sETOLRtFdEN56zC52+6HEwzjp2iuYjefZhdqfcR5YImaW3tE9EOJhc7fdDiYZp07RPMR5YXan3EeWCIzt90OJh0rb2S+iG8dZhNqfcR5YdLp2S+YjePZgiTO33Q4mDO33Q4mDan3EeWDan3EeWCLIpaPR0dEPXV1nsTGPO33Q4mMinT6OjmI9dXs+CYx7U+4jywRGdvuhxMSpbdk9EN3ae0xG1PuI8sSp02TzEbvd8TBFGdvuhxMAW3f6IcTBtT7iPLAHTf1EeWCKVrbzq6Ibz1mIzt90OJiVunOrmI3n2Yjan3EeWCKUrbv9EOJi0wmtv9aaNdkftCX6z3iYq0um/qI8sWmE3SMU0Y5EftCX9kd4mCK1axXhBErJsr5P5ZTkvfbOelru/oRY33b7/dGYYxwXa3+DeUOn+dr7PhEMY1rbMtJNpwlSlIYF2lmnHpOaoXJHrCxPhpGyOUDEFrDBtHtb+rDutBFxEy429MOusshpta1KS2DcIBOg+6CJmnVvzTz7jaW1OOKWpCRYJJN7AdUEEUIL4T0ee3gIfNM7Mev6x6oxoQ4oXSdP7QEZNk9sxqPWPtj5wRLmmvtOEGaa+04RGye7R5x84Nk92jzj5wROpU1ZP0m7shc019pwiVNPWTqN3vj5wuye7R5x84ImCpq/7zhErVNZj9Jv7IUNPX3jzj5xK2ns6tRvPtj5wRRmmvtOEGaa+04RGye7R5x84Nk92jzj5wRTmmvtOEdVSkzDGAqxPF1aVOTLMqgBJuSSFnXssk8Y5TZPdo84+cd1UKBNUrkgplUE2laa3U1OlsWGQNh1u1763KbxVxb2tDGuOrmged/RV8ULYB/qb/8AQXDZpr7ThHq1US65/KBrba0qU2qdqIIIuCNi7HlGye7R5x8466gVKdPKZK1afmVzDjlRu8tx66ncyiFJUTe+YEg/GOzRF79sbmuHnXotPBSNjnjc/IBzSe4FZOSyTlJ7FK5OuWRLPU2dRtHEXDS1MLShfxCiD90aWOJ2TcqEvS6EiYEjS2TKtrcd2hdIWoqc0SLZiSba27THoOOsFyWCKtWp+mo2EtKyLMnJhxZJefUZYOE3OvRuOK6hcDqFo8efbf2hues+2O2IMK5mLf8Aemk1QryvzzrzWdRdK5rh7h5kC/LTvtBbnApKRnJWARpG5IT9SkETbEpOOIM4yWHMtwFIJBKTpu0jWcRMIcaUixUlA0zD5xGzQ6q1lNqPYsERfIBFFTLpsGSc7PS1blkE5hJZgFX1teOeLdTp80Vy8ytL0q5cLaUQpCknQg79CN8dHgGrPYbqk3Mql2ZjaSxlcjozJu5zQbXG64Oumm4xOOsOTNMxW5MyUktiSqTvpMo3nzcxYCrA6XF1EDTqiNpLZCOOatyNE2HDh+HI+JcfyPeO2tluWXykyy3pcCWxPLNqW82E5UVRItz09SX+0bl3uOdcHj1y040cjy1NrGhQtJBSewi0dVyfUqnzyq4uqzMyw0xTluNOS7iQpKy8ygE3vcDPe2h0GsXddoKsVurlqiVsYilTsGZpWVtmsJBITmJ0S/YEBXqrtY2ULrnbKzEOLB7455A+eY7+/XCaHYBrnjOEGjxYaB/oo/8Aj/L7vmym5tKwlSlWVqFa2jKpiYyJVt9LWvY9p8IJ+TnJdzYvNqaU0S0ptZyqQoGxBB67wqm3fQki4vm94eMeVoggiwkDc2pZQlSiB7WtoYMzSrhDpUR1AHWIbae9Gcsdbi/PG6MQZfJATqT2LHzgupnFTW0Vo5vPVEJ9KUoJGfU23GBxp7aK19o+2PnEstPbVGo9Ye2PnBFmQzMhwDbXIO7X5RgV6WhRSoOXHhFvhqjmtYrp9JeKtnOTaGVFCgVAKVYkC8X2OeTafw9MvOUqfYqcixms408hTqUBWW7iEk5SLpv/AGhETp42yCInMo323FjdRu8/Qric019pwh0qmtmv6TeOqMeye7R5x84tKThqu1mRqE3TZNb7dPbD0wUKByo118es/AE9USEhosp2KszTX2nCDNNfacIjZPdo84+cGye7R5x846iyqVM7BH0l86urwTGPNNfacIdTT2wRqPXV7Y7E+MY9k92jzj5wRTmmvtOEMpU1ZP0m7s8TCbJ7tHnHzhlNPWTqN3vjtPjBFGaa+04RIVNX/ecIXZPdo84+cSGnr7x5x84ImWqazq+k3nqhc019pwiVtPZ1ajefbHzhdk92jzj5wRMlU1f95wi0wmqb/WmjW2l/0hL9X2iYqktPX3jzj5xaYTafOKaMAR+0Jf2x3ifGCLo5GpcrTMlIsyjc+uXDi1yt2ErstQVmtcaHRWnxjeFV5b7aS9Stb/NEdmns7+zxv1xpSmDeUxiRkX5OoKbYnCssJbqSdDlJJISrS4vrG3+qHK2Uk/pl62X+tRut/a7PzbWCLz2dVMqnH1TgImC6ou3Fjnuc2nxvBBOtzDU4+1NqKn0OqS6Sb3WCbm/XrBBFjSgKFy4geBvD7IbMdM36x7flCJS2RdThB7Mt4fKzsx0qvWPs/wAYIl2Q75viflBsh3zfE/KDKz3qvJ/GDKz3qvJ/GCJlNDTpm93aflC7Id83xPyhlJZ06VW73P4wuVnvVeT+MEUhoX+mb4n5RK2hmPTN7/H5RASzf6VXk/jErSzmPSq3+7/GCJdkO+b4n5QbId83xPygys96ryfxgys96ryfxgiNkO+b4n5R6jitsDkFwSFOIGednMp11yvPX4Zhxjy7Kz3qvJ/GPR8YTMmrka5P5ATqS6h2puqaBGYJMwQFFN7gEhQB8DGdj27UmHH+v/Y9QzZho7Ryz+i842Q75viflFmy6mSxIicK0K2E8Hctzrlcvbd4RWZWe9V5P4xtPKlnakt1t9RSt8qScm8FUaJVhvvBez/ylKtLrnpWky06grddM28lKwcvRNNpSoDUG7ZVr2iPFVLSoJUvYqXb1iT+IjseWh5D/KRWEqdUA04hAGXdzE+McSUs2T0qt3ufxjP6KiEOCjaDuB8814oBzjxJPmbTXVtdrt2833/KGCmwcwDIVvvdVuEYcrPeq8n8YMrPeq8n8Y0F1WNLeLc82lS2l7ZxoKuT1KBj1SVxFI8oFNpGHFS0o27RpVqYXUA2dsClSc6SQL5bA6fCPI5FLP6QlelP0rfs+I8YusIYhXhwVQy3OVUZBcmVm6S2CtBKgQd+lvgTFbFROe3aj94ad6njxD4o5I2fiB86NeRNqzapb1AaxdJB1AEvIqbQtJNiE1GVSf7vxi/rXL5iieclpelmTkZJuVRKvMhpJ24F7lRy3F8yt3aY2+VTFFKXTnqHKzAmpx5x9hxxCwtKJYvoeSEgHeVtp17Lx5HsZc2SHV5iL+rp/fFTDQNxbTNiGZk2Lz3AX40oiOpnl6o+yXWPBoHjvHbqvUcT0iUxnMNS6VbOpKk2pqSn1IIbm2V6JbmFAZQ4FAoDu5VgFajMfNJ2UmZBaqbOpDDzC1JdbcBCkLBIIItpHc4OxY4mnS2GUOX2yFyjxKNXJclTiUHXUBRUQNevwjRYm6XjaWZpGIZ1MtWmGwzJVR2yEvpBshmZUezRKXT6osFHKBl1YnOmJZJ7w0PEdvA/NVMTGMAfvEI/cOJ9n4Mmk1/otxFbgLGWQ41sFpWZLzeuhBvY/hD50p1aLKFH2gSeHZGzO0Saps5N06oMTEvNyJKZhlxohTagbEEdVjGhlZ71Xk/jHCKyKsNcHgOabBWVaUWcSXG8xXcHW/8AdGNKAhQUHm7g36/lEuJZ2iulVvPs/wAYgIaJADqrnT1P4wXV1eCH0UmpO4kekW3TJSzr8vmKglToKUBQPXlKwfutGDCinavihuUemUlE+X0lJUqyStBuQPuTwEW2IsTuyWHabgyWl5Rpn0Vh914SiNssLbQopLh51iq5tfs7I5OhVIUSsSlWYmnm1yrocSprmqFuwg6RUiDpQ6Wq2tO7dzJUeBkDZhiiLB2cuwbvmrtvk4qsxSET0nNS7s7tCHKepQbeQ2b5VhKiCq5BFgOztiZSdnsPYQ2bFSEtMT84iZS2lR6VgIcbzKFrEZswsYx4yxlP4hxnP4oTU3UPPvIUlbRIFmwAgjX6oIjDjXEkpiytzFWlZFunSpS22xKNNgIZSBdQFrb1laviqPAZPJsCUCtT2Hh299bs8yF2SPaayjm11nwsgjhWXz1W+7jamTDswuYwpSCioIQieQ0hLQWUotmasjoVZufdGhO8EEiJp6MMYsaepSpKnUSdZlVGSmzNqQ044FN2Q9mBBJQHbKFucpN9BHHZWe9V5P4wZWe9V5P4xYEDG+7l4lWWTbLrcAbvdxry0yrTOtTfRO4CxIjD6K2mT2kv6e7JdGCtRWlCFEgAG6bEc4aRSztLnKbMrk6iyuVfbNltPIUhaT4gi4jo6njuozErhpdLm5mmzOHpFUgy/LuKSs89SioEG4uHLH4QjaWq5geemJpwLm6FNMlt9QO0XLvqczoPUbO2UCdeerfpbxG+YZygVe7vocq8+xIYeuc5oOgcR20SfD2PMjdeXL7Id83xPyhlNCyemb3dp7T4QuRnvVeT+MMpLNk9Krd7nifGLKhS7Id83xPyiQ0L/TN8T8ojKz3qvJ/GJCWb/Sq8n8YIpW0Myumb3nrPyhdkO+b4n5Qy0s5ldKrefY/jC5We9V5P4wRSloX+mb4n5RaYTaBxTRumb/aEv1nvE+EVaUs3+lV5P4xaYTSz+tNGu8r9oS/sfaJ8YIrZjA8u6xKOjHFDT6QNU+kEFrmk869uy339cbP+D2VsT/hCoG6/9JPZ+f4nSNdFD5OVSsk4cbTSXnAfSkKkFANc02ta99bafjGX9Acmdj/l5NXt/V6+z4fnw3wRcfNNBiZdYDqXQ2tSM6TcKsbXHgYIJlDLcw6iWdLjSVqDayLZk30Nuq4ggiVOytzgq/gYe7OzHNX6x6xCJUkCxbB8bmHzo2Y6FPrHrMES3Y91fEQXY91fEQZ0dyniYM6O5TxMEUqLFk81e7tERdj3V8REqWiyehTu7TEZ0dyniYIgFm/qr4iJWWc6uaveesRAWi/0KeJiVrRnV0Kd56zBFF2PdXxEF2PdXxEGdHcp4mDOjuU8TBEXY91fER1OLmDK4dwgxMsPNOCluuZFjKoJXNPOINiNykLSoHrSoEaGOYZSX3UMMywW44oJSkE3JO4R1XKRMy6656K0yr+bWpaluZ9LuyspLy7hGvq52lWPWLXAOkVpLdPGzcLPlQ/3HyVWW3Txt3Dad5UK/wDbkuTux7q+IiUKZC0kBdwQd4iM6O5TxMSlaMw6FO/tMWVaVliaqLrNenalOOPOvvO89arAkgW6h4RWksZU81e7tEZp5aPTpjoU/Sr6z2mMJWjKnoU7u0xxrQ0UNEUXY91fEQXY91fEQZ0dyniYM6O5TxMdRSosXHNXuHWIlLjSdyVGxuLkaRClouOhTuHWYjOjuU8TBFu1GYQ5MqdWlRWvKoq0vcpBjV2rVvUVcC17i8Zp5aNr9En1UdZ9xMa2dHcp4mCK1w1VWaVX5GfWypxLUwhSkmxuL2P4ExZY3wu9ht+XmHGnvRKiHHJZ1VhtEhV7ga2sFJHxBjmA4kEENAEeJj1Cocp1FqmDJBmq4fl5+p010y0ul9BDSZZTacyuaq5WVpX8BbritM6RjmujbYOR7t3PkrAkacOYzqCCPHJ30PcCrTkpr1CxJTajQMcTKmA7KsUlmrmxdZl1LADS1EgFKQgBJN8o09UADjMd4RpNBT6ZJPTLSzMbB6QeayrlVZL2Urcu+8FN0kEEExYYyoT2E8NvssypZkqrPsTDCVqBXsixtEpNjfQOJ1sL3hsIY0otXoa8AY8CEyDgvIVFZVmkXQOjzEAqLV9DYEpSTlB3RHBc73ztcTZFaUQABv8AXd3rMhYej3zRuH7sF2QskENGba1BN2KzsEaEHz5ws7RXNXvPWIucGyEvP4gYzzRlm5RDk666oFWVtlBcVYAXJsg28Y7irSvJ3SKy5W8S0pTM0SkLoUsk7EOKDnSJczFK2LBtQKVXObS4jjkVzD1FdmTQ6dMPrek3pUTEw5k+lbKFnZi+gSpVude9ieyOyySSNfG1hDq38Tu8PLhea9zkyRubCQbGRFEGxYzVZU6l+lqxMVB52YdU86pQU6u6stzYfcI0Lse6viIZpaNonok8TC50dyniYttaGgNG5TtAaKCLse6viIdJZ2S+aveOsQmdHcp4mHStGyX0Sd46zHV1Jdj3V8RBdj3V8RBnR3KeJgzo7lPEwRZFFnYI5q/XV1jsTHWcl9dpdKxB+jqrT/TJKrhMm425YpSoqGRdrG5B4XMckpaPR0dEn11dZ7Ew0nNplJtibSyCWHEuCyiDob7/ALojljErCw71Nh5eplbJw5jePEZL07FzvJ7hRE9hSqYdXP1+kzDMsh1pezYCUyzKXc53rO1S5bTruDuinq/JtMzrE5XsKyrj1NaZk5pEvtdo8lEwjMEiw5+RV0E77jde8cbVKo/V6jM1SdG0fmnVOuKUoklRNz1xEtUJiRmJack1qael1BxpaFqBQoKuCDfTWKsWFkhYNl9uyu7IOl5Xldc14hcI4ereLPs57/ZBHO7PEgLZquHatQz/ADtR5+UTnKAt5pSEqNgdCQL6EH4ERXAsX9VfER1WEKjN1mdnMOzmebFWkn2WkOPn+koQXGCCT6xcSlPjmIjTxBhh6h0qjVdaGVNVVguWS4SpC0qIKVDqNrHs1iw2XZcI5Dmef6oqR0NRNkB1vwIq+8URmqJZZzq5q956xEXY91fERK1ozq6FO89ZiM6B+5HExMoFKSxf1V8RFphMsfrTRrpc/aEv1jvE+EVaVov9CniYvMBy5ncZ0VluU2mWdadWlKjcoQoLXbX3UmOOcGgudoF0AuNBbLDPJgpmXVMT+Jm3SQZhCJZhaUjKbhJKxfnW1IGnVGwJfkgtrU8XdX+85b7/AN5934+EerU7+TjV102nzE7gqnOrdK3FOIxIpkPIyqUBkU0SgADeTrbxi1H8mWf3Hk4kSbj/AI39eun0PWdPutv1jPHS+COkgX2Tv+Hn2nYadgnjy9V8zTAYD7glVLUyFnZlwAKKb6XA0BtBFliqhzGG8RVChzSG0OSb6myht3aJTroAuwzWGl7C8EX2PbI0PabBXyWIw8uEmfBM3Ze0kEHcQaI8CqwLKRbKk/EQ+0OzHNR6x9kQqC8E8zPbwjJmmdmPpPWPbHpQrFtD7qPKINofdR5RD5pn7TgYM0z9pwMEUKcNk81G73RC7Q+6jyiMilTNk/SbuwxGaZ+04GCJQ4b+qjyiJW4c6uajefZESFTN/wB5wMStUznV9JvPUYIse0Puo8og2h91HlEPmmftOBgzTP2nAwRXWCSr9ZpB4tizS1upIFuchBUNfiBGxTnsH1WWcfxbiGtyc8uaddIkqMzOJWlQScxWuZaIVcK0ynqN9bC8pkxSaPyXTc6Zd79Oz7zjEtMlRIQ0VNhxITuByg679Tujgc0z9pwMV8O/blfIW5D2c99XZFHTPkqRjfiC57HFu4EVeRN6gjPuXWCQ5JPaxriwfDCkqf8A+hGRNP5HwQTjjF+n/wBoyn+0Y4/NM/acDADMqIF3NTbri91rfgHP1Uf3Gc/9S/yj/wAa7N+T5H33nHv13xenaKKrfqlKG1zf+sYU07kfyj/LrFv+iUr/ALQjkplqblph2WWpZU0tSCRexINoQqmcqfpOBjgmYRYYOfquv6PxLHFrsS8Edkf+Ndd+jeSD/l1iz/RKV/2hB+jeSH/l3ir/AETlv9oRyGaZ+04GDNM/acDHetb8A5+q8/cZ/wCJf5R/412CqbyR3H+XeKdw/wCKct/7+I/RnJH/AMvMT/6KS/8A7+ORUqZuPpNw6jEZpn7TgYda34Bz9U+4z/xL/KP/ABrsXZDkqcAUcd4kUd1zhZgbgB/nsYDTeS72cb4gPxwyyP8Azkctmmcg+k3nqMRmmftOBh1jfgHP1XRgp/4l/lH/AI105pvJp7ONa4fjhxof+biHKdyd5UZcY1j1evD7Y6z/APUxzOaZ+04GGWqZyo+k9Xx7THOsb8A5+q9DCTfxD/KP+xeiY9q2BMT1dmaRimqstNSEkwltVFQrVuVabKr7cb8l7dV7eMcwZDA/s4sn/voqR/8Auiicem3VBSyskJSnd1AAD8BC5pn7TgYiiDIYxG1ooCt/qpHYaVzi7rnZ56M/sXocjP4CqdP/AFZxNiucUy3cU6eNI58isncqzhzsn2k70+sncUrqK5hGhYfn1SE/ilQVYLbcTTCpt1B3LQoLIUk9RjlHFTO0V9JvPbHSUPELMzIfqtitLzlNUrNKzaEkv05w+0j3mz7bZ0O8WULxZEjZPZcBe45+Rz5/TTPfgp8GTLBI4tJtzQGeLm+zrvLd+o9r3sDdLwsXBlxen76asf8AjGJyl4dS2pTWLZdagCQkyDozHsvaMVZoVXw9UUyk7z0OJDrD7RKmn2juWhXWDY/Agg6iKvNM/acDEbiGmi0c/VXYo3StEjJnEH+T+1JtD7qPKIdLh2S+ajePZEGaZ+04GGSqZ2a/pN47YiV5YtofdR5RBtD7qPKIfNM/acDBmmftOBgilTh9HRzUeur2R2JjHtD7qPKIzKVM7BH0nrq7exMJmmftOBgiTaH3UeUQynDZPNRu90dpic0z9pwMSpUzZP0m7sPaYItzD1cfw/XqdXZdDZdp801MpBQCCUKCrEdYNo7ei4yZx5XnqbjqckZCmTidoVoZQ2hlaF57oJ9VRSXEjqupNxHneaZ+04GAKmb/ALzgYglw7Jc9HVQO8dykZK5lVuvmKPJdG/hSYcxPNUCnNl8EB2WWW9S2opKVKt4K16rx0NSRyZVSpClraqEjPbRNOaVIMNrZCm7oDywtQK85y3AItZR7BGOpVWUkcByFRkJyYFZqTSqe8lCyFNMtOBRUTvObKgAC243vpHABybCgsKdCgb31vftiFrXznaJIrIdulnzFfkVx7gMU5zR7F5DiDsu8Ph468Vnn5SYps69KPNW2Li28ymst7Ei9vujruR5pxvGtPrjzbQkqe8A+pYABLiVIQkX3kkgWjVpeOJ2Zl5mkYpa/SEpNtIbS+6lanpXZpVkLVlAA87W4N42ZPEypuu0DD9Dk0y1Kk5+VShewSmYmlB0EuvKFySSpVkg2SLDW1z6l6yRph2dcid1b/HgFDjG7bdiL8V+Av5kHLtu8hmslys1iUlZeXcotKmVMLKy66Hgp299FZXALC+4AbhG4OWqqj/ipQDu9mZ6v+2/PwjUlMW8qEvKSUvLyTymZZahLFVGacJWc1+cWyVKvm3km+u8RujG/LGAAKc9vTb+YGd+tv3W+9/vibqY/hHktD9p43/vP/qPquAn512ozr88/bO+4VkAkgXO4XJNhu1MELNuPvTTz00LPLcUpwZAmyiddBYDXqgiUCsgqbnF5LnGyUgQoi4I4gQ+RezGo9Y+0IxhIIuVpHxvD5Bsx0ifWPb8oLiXZr7R5hBs19o8wgyDvE/j8oMg7xP4/KCJlNrsnUbveELs19o8wiVIFk9Ind4/KIyDvE/j8oIpDa77x5hErQvOrUbz7QhQgX+kT+PyiVoGdXSJ3nt+UEUbNfaPMIMi+0eYRu0Wizdfq0pRaeptUzOupZaCiQnMT1m2g7TFyMFu0mYDuJqjIyLbEzkdlnHVCYcQDqpDYF8psQCbX37tYifPHGdknPhv/AFkvLnBoJ/WhPMA+SMVpXI06i0BwFL8pINOPp0AC3XHnh8Ts3mgT9W3VHM7NfaPMI369U3K7Wp2rvuIzzbynNx0BOg4WjQyDvE/j8o5h2OZGA7XU95zPNRYZjo4gH66nvOZ5lGzX2jzCGQhedOo3j2hC5B3ifx+UZFS62JgsOqSlba8qk66EGxESk7laa0+9WSz1ZC/0rOaj+kOe0PeMaxQvKnUeYRs1ZA/Ss50if6Q52+8Y1SgZU9In8flHmL3B3KbG/wDMyfzH5qNmvtHmEGzX2jzCDIO8T+PygyDvE/j8o9qsmU2u41G4e0IXZr7R5hEqQLjpE7h2/KIyDvE/j8oIs81KOyqg0paSbJXoodaQf/GMGzX2jzCN6roHpCekT9E1292mNHIO8T+PyjxGS5oJU+KjbFO9jdASOaNmvtHmEOtC8qNR6vvDtMJkHeJ/H5Qy0DKjpE+r49p8I9qBLs19o8wg2a+0eYQZB3ifx+UGQd4n8flBEziF7RWo3n2hC7NfaPMIZxA2iukTvPb8oXIO8T+Pygi6XDlflxKHDGJmzM0d1ZcaWkgvSDxFtsyew2AWj1VgC4zJQpOhiHDNQw9MtoeW2/KzSNtJzbSrtTLV7ZkHwOhG8EEHWKxpA2iekTv8flF7h7EEvKSjuHq8kzdEmnNqppJOeWetbbskjmrsACNygADuFpWuDxsv8D69nyWfJC/DPM+HFg+83j2t4O47nd+a5/Zr7R5hDpQvZL1G8e0ItcRYZeoLjL6Jtmcps6FLkZ5q+zfQDYj6q03AUg6pJHUQTVJQNkvpE7x2xG5paaKuQzMnYJIzYP68CNCNQcik2a+0eYQbNfaPMIMg7xP4/KDIO8T+PyjikWRSF+jo1Hrq9odiYx7NfaPMIyKQPR0dIn11dvYmMeQd4n8flBEbNfaPMIZSF2TqN3vDtMLkHeJ/H5QykCyekTu8e0+EES7NfaPMIkNruNR5hEZB3ifx+UAQL/SJ/H5QRbEy6682ywQAGApI541uom/4xr7NfaPMIlaBnV0id57flEZB3ifx+UEUpbXm3jzCLTCba/1po1iP2hL+0O8TFWlAv9In8flFphRA/WmjdKj9oS/b3ifCCLqabR+WtUhTzSn6/wChrJTJBmfIQOafUAXoMubXQEeBixTQP5Q5AKZjE9tB+01dY0/edn4RysrgN+bl5eZTirDDYmVWCXaq2haBYm60nVI069bkC142hyZzBF/11waN2+ttdcEXKTqZtE4+ifKzMpdUHs5uraXOa56ze8EJMMmXfcly424WlqRnbVmSqxtcEbx2GCCJQE21UR90PZGzHOPrH2Y3JClNTaULmapIyTbisoW+6TrcDVLaVKA1vcgCwNozvSmGmmw2KxOurS5lUpuSSWz2lJU4FEdl0g/CPHWNuvoVwEE0P1p6/PgVVWb98+WCyPfPliwdlqAzp+k5qYUFm+ylwEFHVzlKBv4ZbDtMbDtXo8uf5rw+hpSbZXZh0ur3DWxATe+u6PJkJ90E8vmvBedGi1VvMKZIS6lxBtuUixhS1beFjS/qRcfrdWil1MxNmaD+qvSUpeynddOYHLp2Rrv4mrk08X5mrTjqzf1nbix3i263hujoMm8Dz/Je88uf1Ve20HFhCCokkDRMZZqV2E69KBSlradU3ojeQSIzyFXnZOYZXKzTzBQsG7Ssh3jrSAYtsX4im5jFNWmJRKpBDk6+tDbFkFCVKVpmACiLHr7Y8OfIJA0AVR393YpS39wXAZ2Kz3UfyW01INYQpO1n0J/Ts+82mWZC0lcrLgHOpYCuYtZKAkKsQEqJ0IvQ1+qTtXqb0zUpl1biTskhZzbNCTYIBvuG6N/DlGVV51M1Mh0nbJWouKPSAhaib2uTdP4xpVSmzKKrNtJlnXCmYKCpAJTdRNhe3x4RFAQJXMJt2p+VDsUUEIbFJI4kuDm3wzaSMu4Hmd612pVhdOmJpSl523G0pNtLKCr/AOqIeYpK5elSlVUsluaW4lNgNMpt29oVwj0ub5NqpUaHJy1Lo74St1KFLKgLDnKG/eApZ3DrizluSF1/B1Pla9MOy8w065ZthSVZbqVa5tY7+rjFzA4TG9IlphjIBO8UKo7zlmRuWfP9oejY8KyUuF1RGpvrHC6HYN+6uxePS1MdnGguVzuOKc2aW0ouTzSrTXsG6NqclDOYim5dpyyjMvK5w00Kif7o9apHIvN0qpywbrLK2WphC3M6FBwXaUCAACDru50aaORuqsY1TNenyq5N+ZdUcxUlwIUFXunLbr6jwi0/obpMOcRFoMsxr56ZarbwfS/QU+FgqfOSRu1kaDQBnpr7Zy7sl5XXZcy9ZnWnVEK2y1aC+hNx/fGkQ3lTzzu92PaMdcj8pNz81NUObeE2UhzZPKGRdk662und4j4bx5qrA2JmnQ1NUOdZQCQp3ZlSBa/WNPvj1N0Xi8BEHTsyqyRmO3Pd4rLi6WwvSWIcIXjaLtDkbJy1VBZv3z5YLN++fLEqSlCihaFpUDYgnUfhAEpUCUoWQBc2O78Ipq0M9FZ0KTlZmdQXrqCHGeaU6G60gg9uhisWlsLUAo7z7MXOGij0zRKvXY6/tEwszh99VUn5WVlnj6MVOIRvK0ZwNON4rNkAmc0nh+ua25sIXdGRTsGQLto+Zz8GlLPyaHXZhS1rQqWlWnLFO82bTb/8oqbN++fLHsmJuSuuTL0/Nyj0u487IJvLleRQUFtki5GXcDqSN0eZ1TCGIqK2XqlRZlpob3AQtA+Kk3Ai8zo/GwxB80RAobrrIbx9V89P0ng8Rjp2xSg09wGetHdxVPZv3z5YZYRlRzz6vu+Jjao0tLztVlJV1KsjrqUq16oy1SlOSLYmHEHZl1TQynQGwUNbdivwMVjK0P6s6rRGDlOG+9gexdeOXqq6zfvnywWb98+WOirlCGyVUJRlKGJaWly4kGxupAN93bFEJcGVM37Ac2ds2t7X7I5FM2VocFWDS57425lhIPgkcCNornnefZhbN++fLDOFvaK5qt564G29qSlttaiElRseoC5PARLovJNZlDQRtE888IWzfvnyw7OQuJASon4wnR+6rjBFe4dxGxTWnaNV2VztFnFhUxLCwUhYFg60T6rgG47iNDcQYgw0KM03PyM76fSJ/nyc6hvKF29Ztab9G6ncpB8CCpJSo0V2/dVxi9w5iVNHZmZCekzP0mcKRNSS3MoVvstCrcxwdSh8DcaRK1wcNl/geH5frvoSwPheZ8OLJ95u53aODuB0IyO4torN++fLBZv3z5YtsR0ml0yYZeo9UE/T5xvbS7hIS8gXsW3Ua5FpOh3g6EEgxU3b91XGI3NLTRVuKVszBIzQ+HmDoexZFBHo6OefXV1eCYx2b98+WMii36Ojmq9dXX4Jgal1v32LDiwClJI3Ak2Fz1XMeSQMypmtc87LRZWOzfvnyxKg3ZPPO73fEwKCEqKVJUCDY6wKLdk81W7t8THV5IrIqLN++fLAA3f1z5YdhkzT7csw2pTjqghCcwFyTYb4hTezylbTicwum/WO3dHLF0ulpADiMit+alUt0aVfUR00y8UkJ1sAga/feK6zfvnyx1zVOmH8LtLbknXAlqaXzRmtdbdjuigeoNYl0Jcfo0+2lW5SmVAH8Ijwu3MHULon5qOR0cEpiJoitTxAP1WikN39c+WLTCYb/Wmjc9X7Ql/Z+0T4xWZUoWULQtKhcEE2I/COg5OkMOY6oSVoKh6c0bX7FXEe3u2Glx3L3YGZ0UyWHsHzEtLPTXKCxKuuqIeZXTZhSmU2NiSkEKOg0B698bgwpgAjXlWlRu/4Hm/v9mNOSRyamWlzUZnEyJgqJmEsMS6kJTY2CCVgk3y6kDr0jcDfI9bnTmMr6bpaV+/95HpFyMwhpp9xth8PNoWpKHAkpC0g6KsdRffYwQTGwD7glS4Wc6tmXAArLfS9tL232ggi9e5PeSnD2M8Jy82+VIqLzi0oDUyAtyyt2U3/ALotp/kBoJ2UvK4mRLlvMHC6EKNwBoeenx6o5zkl5Sn+TlhM7T8NYFqE5tVLRMVuWLkw1ewskpWkgC1+3U662ixrfKK/WWKg/N4awEzM1ZLKXJxtrK8VIsVLvmsc+uY5bkka6G+uMVhXxNbJE0uHeN2pIIsrHHR+MZiXSRznYOdGjRJGVFpoZHPtW4jkFoqUOZMVsZhMBaMzaCdmL836Xrvv8BFg5yG4WfnjNv4mSttSAnZjZixGlwc/YOyPNhUHg/tzM4cVdCkFJUi1iUm1t29It9/bDSNUnJHRudw26b80uJbUU62sI8CTAh19UPNx+blDL0bj5HPecQbN1QaKs7qbuql60xyPYCZS8tUylxbr4cSVzTfMSD6qbW0jSnOQ/AcxMOLanyw2rUbOcRcH4G4jzeYqE40lDbjuG21luy8wRmUbnhuH36xTzkm1OPuTKpygoUvehtxKU+qBoOrdxuYlGLwsfuRM8l1vRGJe9rn4hwoNGuta/wBWdr0v/ADQFFLjWLAzuVkWptwp8LhQvraLqc5GcET09PTcxU3iuYIUm841YHrtYXG6PGpeiImJlLTU5SHFKXolDgJOtzYW7NfhCuUdht5STUaRcKIOZ9B7ewfm47Ij+9Yba2+pbfj3qWbojFTR9WMY4C7yA9M/FfSdPwxhGmIlWpRmQIYAGZx5KlaJI7d+sZ3qZSlZ1ImZELdfS6ohxsaC+m/XQmPmE0xFgBVaONDudQOr4QxpKTdQqVGIG8haLDX4eBP3GLUHTAwoqCNre4Us4/ZNrg7rMS5xNZnsaW8e3kvrATEmct5uVOtxd5HzhVPSGTZmalbA6AvI+cfKH6LTb9r0jcP3yfHw/Nx2QfoxIQR+lqRu75F/V7bfk6xJ+3n/AAjmqkf2Fw0bQ3rzlW4bja+rFKp6ndsZ2WzXBHTo6gR2+MK8Ke9MtTRnpULZ3f4wjdxj5YNHAAccqVIyLUcqi4mytRe2kImky2YXqVHGu/bp8fD86R0dPyDMAc1oYf7KQYdrGNlPskEZfy/2819SzLFNmJgPmdlQSlSFf4wjUFJHbv3Rhp8hTpZKtvOSay4lTaxt0kFJO7f4R8v/AKIlrD+cqUdP84R7vw/J4xtzeGJmUabdmV05ptaVFKnFBIIzJ8B2jj46+j9oJSwsIFHvUWI+x8E52hMQbvIL3Sf5MeT6du56DTg4pSlE+kgXKramyvCNBPI9gUMPNpdYYU+koUpmdHqmx9okAix6o8Q/RUv11Gj7hueT2nw/OnZAmjy6uamoUoqNgAH0XJtuGn3fHWKjukont2HQsru/JaTOhZIo9mPFOBDQLs7gATWmYXteG+R7ClEnHZiaqzc20VNqaacfQLFBBBKgrXXqsI7tEpQmng+yqnoUEFF0rbBIJB33vHy9M0JthzZvVCltq7C6jw6rC38DGJNHl8wvWKPv37RNt5jsPSbMOSYYmtvh+rVmfo2TFYUYWecuAFZ+OdaalfVUwmnvqK/TZVOdtTajt0X1t4+EVE/RJB9taBPSbiXea4gvIsUnQi1+yPnBVBSzLtvLn6VkWSElTqQDzert+cYzSZX+sqTuP++EeHh+de2LbPtFMzIAc1Rf9msNJZc/Mm+QH0te3/4HsDtzclNSs+mXMmoqsibQQrnXA5xJ6yLxb1DAuE5ily9PRLUx7ZqzEvPpVc6i97x88/oeWJ/a1IG7e6jTU+EO9QkNJbDtVpKczYUOlTe2v5/HxigzGwRydc2Bm13fqvBaWLwU+LwxwpxDgzaDqs7gAN/YvplijYfRIqkbU1DbrSGlIzNkAJTYdesUUtycYKQh1MxJUdQdVmI2iSLlJFwM2n3R4AaRLC4/StIVr1PIHZu0/OsO1RGn3Q2xP0tayq4CXUKJ1PUBu6/hFn9tWKMbPLTuyWTF9mWxdYW4hwLySTZGo7NeK9YqvIThObdcckq2iSObRKX0OJtr1KVe+7ripl+QwydSCpfE1OcllNuIWXlBJAUkjTKo33+EeeOUeXQ6tK6nSbgkEbdGhseu2v5ML+ipYA5ajSL2NrvoPZ4fnWKc2Jw04IfC3PgXD5UFcPRU4GzHiiBVZgO3cSL7V7ZJcj2GZWfZmlV2WUhAXmabDaM2YJtqVndlPV1wJ5HcDM1VmalnGkNIUHD/AI6k36spBJFuuPGJajl18IaqlIUd+jqLWv8AD87ow/oto+tU6ORYfvUA7j12jxDPhIAWsgbmKzs/OyvZ6NnfOZ34p1nZ0AHu3Xu1x5L1Wr8hGGXlqXSa56OVm42kw24lOvu3Bt/1orXOQJCZR1uXxbILfzpKVOJCE5dexxXgd0eeqpMtr/OVJPZZ9A6h4fnWM7dDCpZ19uepBaQtIUoupIBKjbq++3ZpHuTFYaQZwt8C4fI1ySLo3ER1eKJzs5DPs00XQnkIxUASKvhw2IH9OV/6Ywp5EMWlTyVzFHs2i6FJn0ELVcaakEaX1t1RzqKVL2ANRow/7ZJO4+B/NogUmWIN6nSUnKf3yD1Dw3+Pxiu52HIrYrxP1CuxwSsdbpQewj0r5rtZjkGrWxYRLV6iElS1OF2aKQnRNgLA3Oh/CLjB/Iy/KszkviOu0ppt9TSm/RZjaKzNknXNlA3jtjzpyhNIl2nVVOk5FuLCVbZABtkJ0t2Efdp4RgNHl1G4q1IToNC8nx8Pzcdkeawzm7D2A97j37qU+HOKws5nhmAJDgBsg1tAg63oDWd8bXsVR5EMFzjyHmKmW1K+kAnG0p0AGgseyNGa5B8NKUwuVr2yF0haFvtuDfztxSfvvHlSqPLa/wA7UlXwdQOofn43MZnqE2yUodqlJQrXRS0AjnneP/Dsi2MXhwzq+pbXeb89eayoui8RG4P+9EkVrRGXEGwb35L0eg8h36Kr7U9MYppbkozcpyr6Qki2qSbdZ646RPI5gMvoemZ8vlAWi3pSEJsq9rAHS1+2PD0UeX0/nijp/tOIPb+eEMxQUPOJZZqVLcWoEBKXEqJ06vz4xCyTCsf1ghbemZJ+ZpXupxJjjidPkzaIyaM3bOdgX+Edi+nqXS6DQ6WmkUx6UaYQkp+nSSfEm+sE9LSky6wtFRlUhsWPTp6t3X4R8wu0VlDy0rq1IuCbgOo974fkQv6Jlv6ypPVufR4+H50jUh6ekw4DY2gAaAaLDn+zEeIxT8VLMSXmzefw79fwhe8V7krwTiKeen5x2XaedN9oxNJQTpbUXIJ+6MWG+R/B1FxBJVGRn1urZcbU2hc22czgPhrrpuMeHN0NtzMUVOlKCRckOI05v4fON2gyUlJ1ynTT1Wo6W2Zxpxay8jRIcSSRppoLxTxGPixJLpImkn9ePipj0HKKDMU5rQSaGlEg13AZBbklK0NlDPp/JXNzK0thLpRWFtpWv3gMpKfhcxmmGsMuSzrUvyQzrLykENumuLVkVY2Vlya62NvCPPIIx1tLPOSE3T3QzOsKaWRmCVdkEYIIIr2hYWFbljMGtSEpZZRlfcynq1+Gv4GOtfp9YXho0F/H1Jckw0q7ZcbWEtNKC0oScudJzAmwOtxpvjzWCLTJoWtp0dnvKoy4fEvfbJqHDZC6aj4Dna8+9LU6sUnOzMKlxt5tLQXlFysFVuba+vhGw3ybVczRlm63h/aIShy5qjQTZQWfWJtcZNR9ZPbHJI9b7j/dERWOZyV1oIABXotSoOM8Ty/oFWxjh59mmTCkJC6gwiylNoUSkgArTYgdYBCgOuK13kqrbS2kqrmHbPrytqNVaAUMxGffom4OscZDL3J/sxxdW1Kzk9Qan6TITKUTMspaEuostO4pJFwQQQTGOo1Gdq067Uag+Xph9WZxZAGY/AaRrwQREWNGxFWsPOLdo0+uWU7lz5QCFWva4IIO8xXQQRM64t5xbrhutaipRta5MLBBBFZM4jrTFJdobU8UyLws4zkTZXOzDW19/jFbBBBEbtY6atcpmO8RUhFArOJJmZpyEpSmXKUJRYZLCyQN2zTbst4m/MwQREOw87LPNzDCyhxpQWhQ3hQNwYSCCKyrGJK5X0S7dYqLk0JRORnOBdI06wLncN8VsEEEVu5i3EbtCGGXKq6qmDLaXITlGU3Gtr79d8VEEEERFrWMVV+vy0rJ1ipLmWZJJSwlSEjKPEgAnTTW9gANwEVUEERG5SKxU6DUGqrR5xyVm2b7N1HrJuCDb7iY04IIt6s1yqYgnBP1eZ28wEJbz7NKOancLJAH3xowQQRbtIrVSoU0Z2lTOwfKSjOEJUQDvtmBtujWmZh6bmHJqZcK3XVFa1HrUd5jHBBERvS1cqsnTJqjS02USc6Ul9oITzyDcXNr9Q3GNGCCIggggiulYyxIqjPYfXUiuQfZalltqabUS02sLQkLKcwAULix7RuJEUsEEERFvWcW4hxDKy0lWKiZlmUUpTKS2hOUq36pAJ3de7qioggiI2adUp2kzjdQp75ZmGs2ReUG1wQdCCDoSI1oIIrd6RxPiNTtdXITk9tDd2YbZKk33alIsNx4GMsvhSrszSRVaNPpl0LUl4NJAcTlNlDnaAg9sXeG/wDc0/8A82f73I2Xt7H9uY/1460WQFxxoErclKTM4PmVIoyMTy8zMS4cUGmGHg4nMpIFhm0uhevhxo5/D9KBfnH6ZixBCi66XpNA5ihfMT1a313Wj0DlN/3QSn/RiP8Av5iKTG39Lk/+gZP/ALmLePw7cLiXws0Hos/onFvx+DjxEgouG7vKx4ZwPgGYw9XkYilcXiuBSxRkykmFN2yqLZeTYk5iADYi3UYoZfCdKdQkvUXFqFbXZrySiHAg2vbTW5+A++LTCf7Tnv8Ao5//AFFRMn/TJr/nmf7hFNaK5qrUKmSCWVinYiltqVC03KpRcAJtlN9d+unWIIuah/Rpf4q/uTBBF//Z" width="301px" alt="crypto"/></p>
<p><p>Then price grow to resistance area and also started trades inside from wedge. Deposit crypto to our exchange and trade with deep liquidity and low fees. 4 ways you can sell your Bitcoin into cash at the rate that’s most favorable to you.</p>
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<div style='border: grey dashed 1px;padding: 11px;'>
<h3>Crypto market cap falls below $1 trillion after BUSD halt, ahead of &#8230; &#8211; Yahoo Finance</h3>
<p>Crypto market cap falls below $1 trillion after BUSD halt, ahead of &#8230;.</p>
<p>Posted: Mon, 13 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMifmh0dHBzOi8vZmluYW5jZS55YWhvby5jb20vbmV3cy9jcnlwdG8tbWFya2V0LWNhcC1mYWxscy1iZWxvdy0xLXRyaWxsaW9uLWFmdGVyLWJ1c2QtaGFsdC1haGVhZC1vZi1pbmZsYXRpb24tZGF0YS0yMTU4NTQ4MjQuaHRtbNIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>A bullish case would be that stocks have had a great rally on Friday, while BTC dumped, so we &#8220;should&#8221; go up and follow stocks. However, I think the bearish case is getting more realistic at&#8230; Bitcoin completed a strong drop yesterday on session&#8217;s close but that technically reached the bottom (Higher Lows trend-line) of its 1.5 month Channel Up pattern. As with the previous Higher Low drop, the price completed a -12% decline. The 4H RSI is replicating a similar pattern to that previous drop and broke below the 30.00 oversold barrier as it did&#8230; BTC has been trading rather erratic over the last couple of days.</p>
</p>
<p><h2>Bitcoin May Have Hit Its Peak. Brace for a Bumpy Ride.</h2>
</p>
<p><p>When the <a href="https://www.beaxy.com/exchange/btc-usd/">1 btc to usd live</a> was just launched, the rate of 1 BTC to USD was less XRP than a cent. In ten years this value increased by million times and the last highest point the BTC has reached was nearly $62,000. In our modern life, this new technology finds a lot of use cases outside the digital industry.</p>
</p>
<p><a href="sats coin"><img 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' alt='https://www.beaxy.com/glossary/satoshi-sats/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'/></a></p>
<p><p>Discover more about our most advanced Algorithmic orders types. Meanwhile, tech giant Microsoft begins accepting <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> as payment. Bitcoin rises to $1000 per BTC before crashing to $300, leading to widespread speculation that the currency had collapsed permanently. Bitcoin is known for its price volatility, and has undergone numerous dramatic price swings since its launch. When you return to goldprice.org the cookie will be retrieved from your machine and the values placed into the calculator.</p>
</p>
<p><h2>BTC Historical Prices</h2>
</p>
<p><p>10 Best Crypto and NFT Podcasts to Learn About Crypto in 2023 Get informative and up-to-date coverage of the crypto and NFT space with the 10 best crypto and NFT podcasts to listen to in 2023. Increase from one day ago and signalling a recent rise in market activity. The creator is an unknown individual or group that goes by the name Satoshi Nakamoto with the idea of an electronic peer-to-peer cash system as it is written in a whitepaper. Until today, the true identity of Satoshi Nakamoto has not been verified though there has been speculation and rumor as to who Satoshi might be. Needs to review the security of your connection before proceeding. Rewards will be provided to users who inform us of the above.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="current circulating supply"/></p>
<p><p>Computer programmer Laszlo Hanyecz paid for two pizzas using Bitcoin, being charged 10,000 BTC for his order. This was, of course, when the Bitcoin price was significantly lower than current levels. Using a blockchain ensures security and manages digital relationships as part of a system of record. Trading API Automate your cryptocurrency trading with reliable and stable API.</p>
</p>
<p><h2>Bitcoin (BTC) price has increased today.</h2>
</p>
<p><p>The Bitcoin Lightning Network is another notable development in the Bitcoin roadmap. This is a Layer-2 payment protocol designed on top of Bitcoin to improve scalability and throughput, making Bitcoin transactions faster with cheaper transaction fees. However, using long hashes makes it difficult for users to attempt double spending Bitcoins. In this manner, the intensive consensus mechanism prevents fraud within the blockchain. US-based nonprofit organization Bitcoin Foundation is responsible for coordinating and engaging with governments to increase awareness and adoption of the cryptocurrency. It is also tasked with countering any negative reputation impact that Bitcoin experiences.</p>
</p>
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<h2>What is the current 1 BTC to USD conversion rate?</h2>
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<p>1 Bitcoin is currently worth 22,067 USD. 1inch USDetwork SBitcoinBTCoken-101his means that you can convert 5 USDCTY into 22,067 BADX at the current PMATT to T exchange rate, which was last updated on Mar 8, 2023 at 17:52 UN.</p>
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<p><p>CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage. Other cryptocurrencies have been environmentally friendly from the start. Their skepticism was rewarded when Bitcoin’s value fell by 50% suddenly in an epic crash following the 2017 high. Once again, the price cycle moved through a long static period, with prices dipping as low as 2,500 euros per Bitcoin.</p>
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<p><p>Each bitcoin is made up of 100 million satoshis , making individual bitcoin divisible up to eight decimal places. That means anyone can purchase a fraction of a bitcoin with as little as one U.S. dollar. The Bitfinex mobile app adapts the full functionality of the Bitfinex platform for seamless ‘on-the-go’ trading. Bitfinex offers a suite of order types to give traders the tools they need for every scenario.</p>
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<p><p>Bitcoins are generated as a reward for the validation and recording of transactions on the blockchain through the process of mining. Miners use specialized software and hardware to solve complex mathematical problems and are rewarded with a specified amount of newly mined Bitcoin. To control the issuance of new Bitcoins, the mining reward undergoes halving, which means it reduces by half after every 210,000 blocks mined. 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 is a digital currency, which allows transactions to be made without the interference of a central authority.</p>
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<p><p>The collapsed <a href="https://www.beaxy.com/exchange/btc-usd/">1 btc to usd live</a> has pledged to unlock $9 billion for investors in Grayscale trusts that track the price of bitcoin and ethereum. Bitcoin and blockchain technology introduce solutions for real-world issues, seeking to help the unbanked population, combat counterfeiting and improve cross-border transactions to name a few. Even if we disregard the notion of bitcoin as a speculative asset or store of value, it is likely here to stay and disrupt many sectors. There is no physical BTC token so you can think of bitcoin as digital money. Bitcoin transactions are fully transparent and can’t be censored. It’s a financial system backed by thousands of computers, known as ‘nodes’, around the world, instead of a single central bank or government, i.e. hence the term ‘decentralization’.</p>
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" width="308px" alt="fee"/></p>
<p><p>2013 saw Bitcoin’s first price spike during which it rose from $250 in April to $1,200 in November. That same month it was reported that Bitcoin moved more money internationally than payment giant Western Union . The USD is directly affected by the US financial and political situation, news and events. An unstable political climate could lead to a decline in the value of the dollar. It is crucial to follow the latest updates from the US Federal Reserve , especially regarding interest rates and monetary policy.</p>
</p>
<div style='border: grey solid 1px;padding: 15px;'>
<h3>Cryptocurrency Price Prediction: ETH, BTC, Cardano, 8th March 2023 &#8211; BOL News</h3>
<p>Cryptocurrency Price Prediction: ETH, BTC, Cardano, 8th March 2023.</p>
<p>Posted: Wed, 08 Mar 2023 19:18:45 GMT [<a href='https://news.google.com/rss/articles/CBMiaGh0dHBzOi8vd3d3LmJvbG5ld3MuY29tL2J1c2luZXNzLzIwMjMvMDMvY3J5cHRvY3VycmVuY3ktcHJpY2UtcHJlZGljdGlvbi1ldGgtYnRjLWNhcmRhbm8tOHRoLW1hcmNoLTIwMjMv0gFsaHR0cHM6Ly93d3cuYm9sbmV3cy5jb20vYnVzaW5lc3MvMjAyMy8wMy9jcnlwdG9jdXJyZW5jeS1wcmljZS1wcmVkaWN0aW9uLWV0aC1idGMtY2FyZGFuby04dGgtbWFyY2gtMjAyMy9hbXAv?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>The value of Bitcoin has been on a wild ride since the crypto began trading. The cryptocurrency world ETC has proved to be far more volatile than the stock market, often experiencing swings of 10% or more in a single day – sometimes much more. Compared to Bitcoin, stock prices change minimally and slowly. How is it that this cryptocurrency works as a store of value at all? If you’ve wondered about questions like these, you have come to the right place.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">🔥 <a href="https://t.co/GIPgMBMcDH">https://t.co/GIPgMBMcDH</a>: JRIT live price: $0.0927 USD with 24h trading volume $701,451.9741 JRIT up to 1.78%</p>
<p>🌟Trade on JERITEX <a href="https://t.co/7ykO5Tbiu3">https://t.co/7ykO5Tbiu3</a><br />💰Staking Now <a href="https://t.co/rZHk0bW6ex">https://t.co/rZHk0bW6ex</a><br />🚨NFT Marketplace <a href="https://t.co/tBLe5cyoaU">https://t.co/tBLe5cyoaU</a><a href="https://twitter.com/hashtag/JERITEX?src=hash&amp;ref_src=twsrc%5Etfw">#JERITEX</a> <a href="https://twitter.com/hashtag/JRIT?src=hash&amp;ref_src=twsrc%5Etfw">#JRIT</a> <a href="https://twitter.com/hashtag/Crypto?src=hash&amp;ref_src=twsrc%5Etfw">#Crypto</a> <a href="https://twitter.com/hashtag/BTC?src=hash&amp;ref_src=twsrc%5Etfw">#BTC</a> <a href="https://twitter.com/hashtag/TradingView?src=hash&amp;ref_src=twsrc%5Etfw">#TradingView</a> <a href="https://t.co/ESAkE99YmR">pic.twitter.com/ESAkE99YmR</a></p>
<p>&mdash; JERITEX (@jeritex) <a href="https://twitter.com/jeritex/status/1584754415759593473?ref_src=twsrc%5Etfw">October 25, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p><p>The underlying blockchain infrastructure made it possible to transfer peer-to-peer payments without the challenge of trust in the system &#8211; a key factor that supports centralized forms of transactions. While the concept of digital payments has been around for several years now, Bitcoin stands apart due to its decentralization features. Instead of depending on the traditional financial infrastructure, transactions of Bitcoin take place on the blockchain on a peer-to-peer basis without the need for an intermediary authority. Bitcoin, as the first virtual currency, was a pioneer in the crypto market.</p>
</p>
<ul>
<li>The Holdings Calculator permits you to calculate the current value of your gold and silver.</li>
<li>Once again, the price cycle moved through a long static period, with prices dipping as low as 2,500 euros per Bitcoin.</li>
<li>If you’ve wondered about questions like these, you have come to the right place.</li>
<li>They are presented to you on an “as is” basis and for informational purposes only, without representation or warranty of any kind.</li>
</ul>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/bitcoin-btc-live-bitcoin-price-and-market-cap-2/">Bitcoin BTC Live Bitcoin price and market cap</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>‎Binance: Buy Bitcoin &#038; Crypto on the App Store</title>
		<link>https://re-view.pt/crypto-news/%e2%80%8ebinance-buy-bitcoin-crypto-on-the-appstore/</link>
					<comments>https://re-view.pt/crypto-news/%e2%80%8ebinance-buy-bitcoin-crypto-on-the-appstore/#respond</comments>
		
		<dc:creator><![CDATA[António Mota]]></dc:creator>
		<pubDate>Mon, 30 May 2022 15:07:02 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://re-view.pt/?p=2995</guid>

					<description><![CDATA[<p>A little later, the software was created and on January 3, 2009, the Bitcoin transaction block calculated for the first time. Therefore, the total computing power required to hack into a system grows continuously. Consequently, it has become more profitable for the owner of this computing power to join the network rather than resist it. [...]</p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/crypto-news/%e2%80%8ebinance-buy-bitcoin-crypto-on-the-appstore/">‎Binance: Buy Bitcoin &#038; Crypto on the App Store</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="nodes"/></p>
<p><p>A little later, the software was created and on January 3, 2009, the Bitcoin transaction block calculated for the first time. Therefore, the total computing power required to hack into a system grows continuously. Consequently, it has become more profitable for the owner of this computing power to join the network rather than resist it. The disadvantage of the proof of work algorithm is a huge power consumption required for calculations.</p>
</p>
<div style='border: black dashed 1px;padding: 15px;'>
<h3>Bitcoin Price Prediction as $10 Billion Weekend Volume Comes In &#8230; &#8211; Cryptonews</h3>
<p>Bitcoin Price Prediction as $10 Billion Weekend Volume Comes In &#8230;.</p>
<p>Posted: Sun, 05 Mar 2023 22:26:00 GMT [<a href='https://news.google.com/rss/articles/CBMicWh0dHBzOi8vY3J5cHRvbmV3cy5jb20vbmV3cy9iaXRjb2luLXByaWNlLXByZWRpY3Rpb24tYXMtMTAtYmlsbGlvbi13ZWVrZW5kLXZvbHVtZS1jb21lcy13aGVyZS1idGMtaGVhZGluZy1ub3cuaHRt0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>The LINK coin has been moving in an uptrend for a year and a half !!! Since the inception of the uptrend, the coin has now grown by more than + 1000%. This is one of the rare coins that goes against the market.</p>
</p>
<p><h2>Margin trading</h2>
</p>
<p><p><a href="https://www.beaxy.com/es/exchange/link-btc/">btc link</a>s must be signed by bothThomasV andSomberNight, automatically checked by a script before made publicly visible. Release distributables are reproducible, and need to be signed by at least the same two keys, before the script exposes them to the webserver. Electrum Wallet verifies all the transactions in your history usingSPV. For more information, see the developer’s privacy policy.</p>
</p>
<p><p>Using this technology, participants can confirm transactions without a need for a central clearing authority. Potential applications can include fund transfers, settling trades, voting and many other issues. For example, the Lightning Network is a  layer-two scaling solution that allows for faster, cheaper, and more private transactions. Additionally, integrating Bitcoin with Ethereum’s smart contract capabilities could allow for even more sophisticated applications and use cases.</p>
</p>
<p><h2>Fast Building with GetBlock Solution</h2>
</p>
<p><p>It’s hard to buy watches and cars with those kinds of losses. BTC nodes are set to fuel explorers, trading bots, analytical trackers, on-chain wallets, and so on. Bitfinex allows up to 10x leverage trading by providing traders with access to the peer-to-peer funding market. Guide To Cross-Chain Interoperability Protocol Chainlink’s Cross-Chain Interoperability Protocol enables a whole new level of interaction between blockchain systems. A little more drop out of this channel could provide a massive 30% short trade down to the next support level.</p>
</p>
<p><p>The Lightning Network system, designed to accelerate Bitcoin transactions, allows crypto nodes providers to earn commissions from users. However, the size of commissions earned in this network is so insignificant that nodes management in Lightning Network does not yield tangible amounts. Now is the time to understand the possible issues, develop your strategy, and discover your opportunities. Crypto Center The rapid rise of crypto is changing the global financial landscape forever, creating both risks and opportunities for new and existing players. Global FS crypto services PwC offers a “one stop shop” solution for crypto clients bringing together crypto specialists from across the global PwC network. The full BTC node checks all transactions in the block for correct signatures.</p>
</p>
<p><p>This is where PwC excels—by offering proven expertise in managing complex implementation programs from start to finish. Bitcoin is an innovative payment network and a new kind of money. That&#8217;s the first question that comes to mind when looking at the Chainlink vs Bitcoin chart. A major uptrend developed after the May 2022 low that peaked early November. In December a lower high was hit followed by a strong correction.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">1,000 <a href="https://twitter.com/search?q=%24MED&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$MED</a> AIRDROP FROM SUI MEADOW LAUNCHPAD</p>
<p>CLAIM YOUR FREE OAT NFT<br />LINK :-<a href="https://t.co/ZdblUFn7my">https://t.co/ZdblUFn7my</a></p>
<p>Just complete tasks and get claim <br />👀🔥 <a href="https://t.co/3hmHBnPcJ3">pic.twitter.com/3hmHBnPcJ3</a></p>
<p>&mdash; rimpfu.bnb  arbordinals.arb  pixelsordinals.btc (@RimpfCryptoBaz) <a href="https://twitter.com/RimpfCryptoBaz/status/1633079855175864320?ref_src=twsrc%5Etfw">March 7, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p><p>The chart must break upward from the blue Gann line otherwise it will make new lows against BTC. An almost perfect symmetrical triangle setup, a fresh rejection on the support test and a Buy signal from CTv2 all point toward a large upward move incoming.</p>
</p>
<p><p>By working together, the  can develop a more efficient, secure, and scalable ecosystem LINK that benefits everyone. The method interface will allow any web based application to interact with the Bitcoin Cash blockchain without requiring the users private keys. This way there is no need for the application developer to worry about how to safely manage a users keys or even about the complexities of blockchain transactions. A &#8220;light node&#8221; is a computer that has the Bitcoin client installed but it has not downloaded a complete transaction database called a blockchain.</p>
</p>
<p><p>Discover more about our most advanced Algorithmic orders types. Get started with PwC&#8217;s preference center Our insights. When the price hits the target price, an alert will be sent to you via browser notification.</p>
</p>
<p><p>When a <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> transaction is executed by a user, it moves between the light nodes until it reaches the full node. The full BTC node, synchronized with the blockchain, checks the transaction for validity. A non-valid transaction is rejected by the network, while a valid transaction is written to the blockchain via the BTC node and becomes an integral part of it. In total, the blockchain size already exceeds 100 gigabytes and the size increases with every performed transaction.</p>
</p>
<div style='border: black solid 1px;padding: 13px;'>
<h3>What’s in Store for the Bitcoin (BTC) Price This Week-Will it Surge or Plunge Hard? &#8211; Coinpedia Fintech News</h3>
<p>What’s in Store for the Bitcoin (BTC) Price This Week-Will it Surge or Plunge Hard?.</p>
<p>Posted: Mon, 06 Mar 2023 07:58:31 GMT [<a href='https://news.google.com/rss/articles/CBMidWh0dHBzOi8vY29pbnBlZGlhLm9yZy9wcmljZS1hbmFseXNpcy93aGF0cy1pbi1zdG9yZS1mb3ItdGhlLWJpdGNvaW4tYnRjLXByaWNlLXRoaXMtd2Vlay13aWxsLWl0LXN1cmdlLW9yLXBsdW5nZS1oYXJkL9IBeWh0dHBzOi8vY29pbnBlZGlhLm9yZy9wcmljZS1hbmFseXNpcy93aGF0cy1pbi1zdG9yZS1mb3ItdGhlLWJpdGNvaW4tYnRjLXByaWNlLXRoaXMtd2Vlay13aWxsLWl0LXN1cmdlLW9yLXBsdW5nZS1oYXJkL2FtcC8?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>By collaborating with each other, various players in the cryptocurrency industry can share knowledge and resources, leading to greater innovation and a more robust ecosystem. Integrating BTC with other blockchain technologies could allow Bitcoin to benefit from the features and capabilities of other cryptocurrencies, leading to a more versatile and usable currency. However, despite some early adoption and merchant acceptance, BTC has yet to achieve widespread adoption as a currency.</p>
</p>
<ul>
<li>With a full BTC node system, &#8220;light&#8221; nodes can accept transactions, putting a complete check on full crypto nodes.</li>
<li>Discover more about our most advanced Algorithmic orders types.</li>
<li>Bitcoin is an innovative payment network and a new kind of money.</li>
</ul>
<p><p>But also helps to align the incentives of BTC holders with the success of the Stacks ecosystem. Turn your crypto into dollars fast and spend with the BitPay Card. Pay with crypto and buy gift cards straight from your wallet. With Wallet of Satoshi you can pay a Lightning Invoice or send directly to an on-chain Bitcoin address. ● For board members, Ten questions every board should ask about cryptocurrencies suggests questions to consider when engaging in a conversation about the strategic potential of cryptocurrencies.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="wallet of satoshi"/></p>
<p><p>Bitcoin is the name of the best-known cryptocurrency, the one for which blockchain technology, as we currently know it, was created. Bitcoin’s original purpose was to create a decentralized peer-to-peer electronic cash system. But it has yet to achieve widespread adoption as a currency. Integrating BTC with other blockchain technologies, and moving away from maximalism could unlock the full potential of Bitcoin.</p>
</p>
<p><a href="eth to.usd converter"><img 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' 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		<item>
		<title>Understanding Lean Agile and the 5 Lean Principles</title>
		<link>https://re-view.pt/software-development/understanding-lean-agile-and-the-5-lean-principles/</link>
					<comments>https://re-view.pt/software-development/understanding-lean-agile-and-the-5-lean-principles/#respond</comments>
		
		<dc:creator><![CDATA[António Mota]]></dc:creator>
		<pubDate>Mon, 23 May 2022 21:15:22 +0000</pubDate>
				<category><![CDATA[Software development]]></category>
		<guid isPermaLink="false">https://re-view.pt/?p=117382</guid>

					<description><![CDATA[<p>ContentWhat Is the Lean Methodology?Understanding Lean Agile and the 5 Lean PrinciplesBizDevOps – a Bridge Between Business and TechPrinciples of LSDThe 7 Principles of Lean Software Development: Practical Tips to Speed Up Time to MarketShould You Use Lean Software Development?What is the difference between Lean and Agile? Short iterations produce more feedback opportunities and allow [...]</p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/software-development/understanding-lean-agile-and-the-5-lean-principles/">Understanding Lean Agile and the 5 Lean Principles</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What Is the Lean Methodology?</a></li>
<li><a href="#toc-1">Understanding Lean Agile and the 5 Lean Principles</a></li>
<li><a href="#toc-2">BizDevOps – a Bridge Between Business and Tech</a></li>
<li><a href="#toc-3">Principles of LSD</a></li>
<li><a href="#toc-4">The 7 Principles of Lean Software Development: Practical Tips to Speed Up Time to Market</a></li>
<li><a href="#toc-5">Should You Use Lean Software Development?</a></li>
<li><a href="#toc-7">What is the difference between Lean and Agile?</a></li>
</ul>
</div>
<p>Short iterations produce more feedback opportunities and allow more course corrections, so developers can hone in on what the customer wants. Ultimately, shorter iterations can have a significantly positive <a href="https://globalcloudteam.com/what-is-lean-software-development/">lean development process</a> impact on the business’ bottom line. Each developer runs unit tests on individual code modules prior to adding them to the source code repository, ensuring all code within the repository is functional.</p>
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" width="308px" alt="lean methodology software"/></p>
<p>Building quality in is a critical principle of lean software development, but it’s also the trickiest one. You are walking a tightrope between assuring quality and avoiding too much testing that creates waste. That’s why it is essential to work with a professional development team that is familiar with the lean philosophy and has hands-on experience in practicing its principles.</p>
<h2 id="toc-0">What Is the Lean Methodology?</h2>
<p>Too many requirements and too much change create complexity and make it difficult to release a cohesive piece of software. The team examines the process from start to finish to make the Lean value stream as efficient as possible. It contrasts with the concept of suboptimization, where subpar code is generated faster than it can be tested  for the sake of speed and software testers are overloaded. In Lean Development, we want to be building frequently and integrating the code.</p>
<div style='text-align:center'><iframe width='562' height='317' src='https://www.youtube.com/embed/-VDXBHLU8q4' frameborder='0' alt='lean methodology software' allowfullscreen></iframe></div>
<p>Toyota has been credited to inspire the lean development approach which is meant for optimizing production and minimize waste. Seeing Toyota’s lean approach many other manufacturing teams started to follow the same strategy. And it was first adopted in software development in 2003. Since lean software development methodology offers a customer-based, adaptable and flexible system, there are no strict rules to follow in lean projects. Organizations search for lean development experts who are focused on improving and enhancing lean development skills to build their applications. The just-in-time production ideology could be applied to software development, recognizing its specific requirements and environment.</p>
<h2 id="toc-1">Understanding Lean Agile and the 5 Lean Principles</h2>
<p>The definition of waste is quite different in lean terms, so that anything that does not add any new functionality to the final product is known as waste in it. Hence this approach makes lean agile because there is a needed iterative structure of the projects. It is much easier to remove waste during an iterative cycle than to remove it when the product is ready. There is always a process that could be improved, and there will always be steps in project and product development that waste time and money or don’t deliver value. These principles describe a five-step process that guides the implementation of lean techniques for manufacturing, software development teams, and other agile practicing industries.</p>
<ul>
<li>Teams and team members must be trained so they can take on each other&#8217;s work and adapt to changing initiatives.</li>
<li>Builds don’t fail because a new version of a library was loaded or the runtime environment was changed.</li>
<li>In the era of rapid technology evolution, it is not the biggest that survives, but the fastest.</li>
<li>In such a situation, the focus is off the people, but on the work.</li>
</ul>
<p>We make it easier than ever for software developers and engineers to find great remote jobs. Respect for people also appears in Dr. Charette’s assertion of the importance for individuals to experiencesatisfaction through work, and the Poppendiecks’ Lean principle ofempowerment of teams. This value recognizes that when individuals are involved in decision making and improving their work environment, they are more <a href="https://globalcloudteam.com/">https://globalcloudteam.com/</a> innovative and efficient workers. You can see the Jidoka concept in the Lean and Agile focus on early and frequent testing to root out bugs, and emphasis on customer consultation to pinpoint user pains. Jidoka relies on intelligent machines that stop automatically when there is an irregularity. Human workers can then go and fix the problem, stopping defects from being passed down in the production process.</p>
<h2 id="toc-2">BizDevOps – a Bridge Between Business and Tech</h2>
<p>One of the primary reasons software projects fail is because the end product does not meet customer expectations and needs. In other words, stakeholders were not adequately involved with the development process in the  belief that everyone would know what to do. Continuous Delivery is the next step in the evolution of the CI concept. CD automatically compiles code, runs automated tests, and prepares a manual release.</p>
<p>Lean development is a methodology that was first applied to manufacturing, but is now being applied to management, UX, startups, and to software development. Lean software development is the process of optimizing how value is created by reducing waste. In a published example, Scrum teams leveraging Lean were twice as productive and experienced 40% fewer defects than traditional teams. By focusing on the big picture and reducing waste in development, Lean projects are more likely to be successful and to speed up time-to-market. In order to eliminate waste, one should be able to recognize it. If some activity could be bypassed or the result could be achieved without it, it is waste.</p>
<h2 id="toc-3">Principles of LSD</h2>
<p>A lack of documentation or communication about how things should be done in a given situation or environment can lead to confusion about what needs to be done next. If you’re working in an environment where this happens regularly, it could result in delays or even derailment of projects entirely because no one knows what needs to be done next or how. It gives the development team the ability to make decisions, which can boost morale. Lean focuses on delivering quickly and in small chunks by implementing them in individual iterations. These items allow the website to remember choices you make and provide enhanced, more personal features. For example, a website may provide you with local weather reports or traffic news by storing data about your current location.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://globalcloudteam.com/wp-content/uploads/2020/11/a2de6388-e5f7-4d5b-b68d-305b10521742sizelarge-768x384.jpg" width="302px" alt="lean methodology software"/></p>
<p>This methodology builds software to be flexible so that developers can apply new knowledge and make improvements. The history of Lean began in the manufacturing industry. Toyota developed it in the 1950s to optimize production processes by eliminating any steps that didn&#8217;t contribute to the quality of the final product.</p>
<h2 id="toc-4">The 7 Principles of Lean Software Development: Practical Tips to Speed Up Time to Market</h2>
<p>Having two terms stemming from the same principles actually contributes to confusion on the subject. That being said, this is the terminology the industry has adopted, so moving forward we will continue to use them. As you can see from the timeline, the term Lean was first used by Womack et. Al. in 1990 to describe theToyota ProductionSystem in their book,The Machine That Changed The World.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://globalcloudteam.com/wp-content/uploads/2021/03/70c7abbc-868b-4824-8c74-0b66f8a1c457-768x432.jpg" width="307px" alt="lean methodology software"/></p>
<p>O conteúdo <a rel="nofollow" href="https://re-view.pt/software-development/understanding-lean-agile-and-the-5-lean-principles/">Understanding Lean Agile and the 5 Lean Principles</a> aparece primeiro em <a rel="nofollow" href="https://re-view.pt">Review</a>.</p>
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