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	<title>Bitcoin News | Latisha Hardy Dance &amp; Co Ltd</title>
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		<title>Btc To Usd Exchange Rate</title>
		<link>https://latishahardy.com/2022/03/29/btc-to-usd-exchange-rate/</link>
		
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		<pubDate>Tue, 29 Mar 2022 16:07:16 +0000</pubDate>
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					<description><![CDATA[Cryptocurrencies are known for their immense volatility, while the US dollar is by far the most traded fiat currency globally. As a result, BTCUSD is the most popular crypto-to-fiat pair, and it serves as the de facto gold standard for the cryptocurrency market; providing the price direction cue for virtually the entire crypto market. The [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Cryptocurrencies are known for their immense volatility, while the US dollar is by far the most traded fiat currency globally. As a result, BTCUSD is the most popular crypto-to-fiat pair, and it serves as the de facto gold standard for the cryptocurrency market; providing the price direction cue for virtually the entire crypto market. The CoinDesk Bitcoin Price Index is the world’s leading reference for the price of bitcoin, used by the largest institutions active in crypto assets. It is the crypto market standard, benchmarking billions of dollars in registered financial products and pricing hundreds of millions in daily over-the-counter transactions. Built for replicability and reliability, in continuous operation since 2014, the XBX is relied upon by asset allocators, asset managers, market participants and exchanges. The XBX is the flagship in a portfolio of single- and multi-asset indices offered by CoinDesk.</p>
<p>But while fraudulent credit-card purchases are reversible, bitcoin transactions are not. With any Bitcoin price change making news and keeping investors guessing. Jack Mallers, founder and CEO of payments application, Strike, believes Bitcoin can bring the first real change to the payments industry since the invention of the credit card. Bitcoin is becoming more political by the day, particularly after El Salvador began accepting it as legal tender. The country&#8217;s president, Nayib Bukele, announced and implemented the decision almost unilaterally, dismissing criticism from his citizens, the Bank of England, the IMF, Vitalik Buterin and many others.</p>
<p><h2>Btc</h2>
</p>
<p>Half a year later, on February 9, 2011, the value of a Bitcoin had reached the price of one dollar. Regulation continues to cast a huge shadow over Bitcoin in 2021. In particular, China has been consistent in its aggression towards cryptocurrency. The country instituted a ban on financial institutions and payment services companies offering crypto-related services and even made some mass arrests on people using cryptocurrencies in controversial ways. China is a significant country for Bitcoin, with almost 50% of miners domiciled there. The recent crackdown dented Bitcoin’s infrastructure, which subsequently weighed heavily on the price of the coin.</p>
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" width="309px" alt="btc to usdd"/></p>
<p>Since the Bitcoin law was passed in September 2021, Bukele has also announced plans to build Bitcoin City, a city fully based on mining Bitcoin with geothermal energy from volcanoes. Although HODLers will probably not notice a big impact, Taproot could become a key milestone to equipping the network with smart contract functionality. In particular, Schnorr Signatures would lay the foundation for more complex applications to be built on top of the existing blockchain, as users start switching to Taproot addresses primarily. If adopted by users, Taproot could, in the long run, result in the network developing its own DeFi ecosystem that rivals those on alternative blockchains like Ethereum. At present, miners are heavily reliant on renewable energy sources, with estimates suggesting that Bitcoin’s use of renewable energy may span anywhere from 40-75%. However, to this point, critics claim that increasing Bitcoin’s renewable energy usage will take away from solar sources powering other sectors and industries like hospitals, factories or homes.</p>
<p><h2>Barron&#8217;s      Robinhoods Crypto Push Goes International  The Uk Is The First Stop</h2>
</p>
<p>It is often called digital gold, as well as the currency of the future. As stated, earlier Bitcoin provides the price direction cue for almost all cryptocurrencies. Therefore, the BTCUSD has a positive correlation with all the major crypto pairs, such as ETHUSD, BTGUSD, LTCUSD, ETCUSD and XRPUSD. Gold has, for years, been considered a safe haven and a hedge against inflation and fiat – qualities that Bitcoin now portrays. Additionally, the price of gold is measured in USD, something shared by the BTCUSD pair. By sharing fundamental economic qualities, gold and Bitcoin have developed a positive correlation that traders should always consider. After accelerating the bull run in early 2021, institutional money is expected to continue being a major price driver in 2021. Major companies, such as Tesla and MicroStrategy Incorporated, invested big money in Bitcoin, paving the way for other corporations to rethink their cryptocurrency strategy. With the price at ‘favourable’ levels, BTCUSD is due for another round of heavy backers – something that would be a major tailwind for the digital currency’s price. There is a realistic expectation of this happening with major institutions now among the big players in cryptocurrencies as well as the underlying blockchain technology.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Beaxy Exchange Explains Why it Trusts Bitcoin SV in Virtual Meetup  &#8211;  <a href="https://t.co/EBm31zRLu7">https://t.co/EBm31zRLu7</a> <a href="https://twitter.com/hashtag/BusinessTips?src=hash&amp;ref_src=twsrc%5Etfw">#BusinessTips</a></p>
<p>&mdash; Sandra Hinshelwood (@Hinshelwood_S) <a href="https://twitter.com/Hinshelwood_S/status/1500670073534570501?ref_src=twsrc%5Etfw">March 7, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>Neither Bankrate nor this website endorses or recommends any companies or products. Founder Satoshi Nakamoto is reported to own in excess of 4% of total Bitcoins that can ever hit circulation. Bitcoin was invented in 2009, by Satoshi Nakamoto, whose true identity had yet to be released. Bitcoin.org was registered on 18th August 2008, shortly prior <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> to the first Bitcoin block being mined on 3rd January 2009. FN Media Group Presents USA News Group News Commentary Vancouver, BC – April 19, 2022 – USA News Group – A new law is giving hope in Ukraine to gaining more donations, officially legalizing transactions&#8230; Check the details of the temporary suspension of the Zonda exchange functionality.</p>
<p><h2>Exchange Rate Table</h2>
</p>
<p>If major regulators design regulations that will not cripple or limit technology and innovation in cryptocurrencies, it is expected that BTCUSD will be the crypto pair that will best display the market’s optimism. The case which challenged XRP’s classification as a financial security rather than a currency saw the cryptocurrency’s value plunge dramatically. The suit even led to major crypto exchanges delisting Ripple from their platforms. Going forward, cryptocurrency <a href="https://www.beaxy.com/market/btc/">usd to btc</a> investors will particularly be buoyed by flexible, principle-based, and collaborative regulation efforts by the relevant agencies. This will likely create an environment where the adoption and circulation of Bitcoin will be enhanced. There was a multitude of factors that created a perfect storm for BTCUSD during the year. First, in contrast to 2017 when retail money entered the crypto space, in 2020 it was big, institutional money flowing into the scene.</p>
<ul>
<li>Unlike US dollars, whose buying power the Fed can dilute by printing more greenbacks, there simply won&#8217;t be more bitcoin available in the future.</li>
<li>Bitcoin was designed and created by an anonymous programmer, or possibly group of programmers, by the name of Satoshi Nakamoto.</li>
<li>The percent change in trading volume for this asset compared to 24 hours ago.</li>
<li>While institutional money is a major positive for cryptocurrencies, the launch of a Bitcoin ETF would go a long way in rubberstamping its legitimacy.</li>
</ul>
<p>When the cryptocurrency was launched at the beginning of 2009, as Satoshi Nakamoto mined the bitcoin genesis block (the first-ever block on the Bitcoin blockchain), 50 BTC entered circulation at a price of $0.00. Unlike US dollars, whose buying power the Fed can dilute by printing more greenbacks, there simply won&#8217;t be more bitcoin available in the future. That has worried some skeptics, as it means a hack could be catastrophic in wiping out people&#8217;s bitcoin wallets, with less hope for reimbursement. No one controls these blocks, because blockchains are decentralized across every computer that has a bitcoin wallet, which you only get if you buy bitcoins. A hard fork is a protocol upgrade that is not backward compatible. This means every node needs to upgrade before the new blockchain with the hard fork activates and rejects any blocks or transactions from the old blockchain. The old blockchain will continue to exist and will continue to accept transactions, although it may be incompatible with other newer Bitcoin clients. A hard fork is a radical change to the protocol that makes previously invalid blocks/transactions valid, and therefore requires all users to upgrade. For example, if users A and B are disagreeing on whether an incoming transaction is valid, a hard fork could make the transaction valid to users A and B, but not to user C. The most popular wallets for cryptocurrency include both hot and cold wallets.</p>
<p>More experienced traders are also likely familiar with a number of exotic pairs as well. But the BTC/USD pair is something of a mystery to currency traders, and that’s because one of the components isn’t a traditional fiat currency. BTC/USD refers to the pairing of the leading cryptocurrency Bitcoin with the U.S. dollar. It’s a very new currency pair, and one that has generated much excitement over the past decade. If you aren’t familiar with BTC/USD you should take some time to learn about it now. The Bitcoin price page is part of Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. Bitcoin is one of the most popular cryptocurrencies in the market.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="btc to usdd"/></p>
<p>Bitcoin is the first decentralized, peer-to-peer digital currency. One of its most important functions is that it is used as a decentralized store of value. In other words, it provides for ownership rights as a physical asset or as a unit of account. Many crypto enthusiasts and economists believe that high-scale adoption of the top currency will lead us to a new modern financial world where transaction amounts will be denominated in smaller units. Currency traders are familiar with the major currency pairs, and often a good number of the minor pairs.</p>
<p>Real-time last sale data for U.S. stock quotes reflect trades reported through Nasdaq only. Intraday data delayed at least 15 minutes or per exchange requirements. Because Bitcoin is decentralized and community-driven, many upgrades to Bitcoin come in the form of formal proposals called Bitcoin Improvement Proposals, or BIPs. This ensures that the software is always undergoing upgrades that can further contribute to the community’s needs. Anyone can propose a BIP, and the community will reject or approve of the BIP collectively. One major upgrade to Bitcoin’s consensus protocol is the SegWit Upgrade, proposed in BIP 141 and designed to help the bitcoin scale to support more transactions to meet growing demand. BIPs like these change Bitcoin’s consensus rules, resulting in forks. Our currency rankings show that the most popular Bitcoin exchange rate is the XBT to USD rate. There is no official ISO code for Bitcoins, although XBT is commonly used.</p>
<p><a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'/></a></p>
<p>Cryptocurrency wallets vary from hot wallets and cold wallets. Hot wallets are able to be connected to the web, while cold wallets are used for keeping large amounts of coins outside of the internet. Over the past few decades, consumers have become more curious about their energy consumption and personal effects on climate change. When news stories started swirling regarding the possible negative effects of Bitcoin’s energy consumption, many became concerned about Bitcoin and criticized this energy usage. Over the years a large number of people have contributed to improving the cryptocurrency’s software by patching vulnerabilities and adding new features. The creation of each individual Bitcoin comes from mining, which stems from a reward mechanism for miners verifying transactions on Bitcoin’s blockchain. Unlike fiat money, there are no physical Bitcoins, just balances of Bitcoins that are recorded on Bitcoin’s blockchain which is a decentralized, public ledger.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Have never even heard of Beaxy so I don’t understand why the name is bad but the former is triggering enough for me that I will relegate it below Stargate and Dragonchain for worst name title</p>
<p>&mdash; Cobie (@cobie) <a href="https://twitter.com/cobie/status/1506066525857275908?ref_src=twsrc%5Etfw">March 22, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Bitcoin $btc Price</title>
		<link>https://latishahardy.com/2022/02/21/bitcoin-btc-price/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Mon, 21 Feb 2022 11:13:40 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=1804</guid>

					<description><![CDATA[The assay kit displayed a large assay window and excellent reproducibility, and was able to successfully detect a known modulator of hKCC2 activity. You can login to your paypal and see if there is any money credited. If you don&#8217;t see the transaction, you can open the app and check the withdrawal status. If you [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>The assay kit displayed a large assay window and excellent reproducibility, and was able to successfully detect a known modulator of hKCC2 activity. You can login to your paypal and see if there is any money credited. If you don&#8217;t see the transaction, you can open the app and check the withdrawal status. If you see the withdrawal is successfully processed and don&#8217;t get it in your bank/paypal, contact <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> the app developers / support. You can go to your account menu and then mostly you may see a withdraw option once you reach your withdrawal threshold. You can use that feature to initiate a withdrawal request. It may take some time for the app company / developer to process the payment and credit to your account. Please be patient for hours and see if the amount gets credited to your account.</p>
<p>Auction platforms for NFT sales may face regulatory pressure to comply with anti-money laundering legislation. The Game Developers Conference&#8217;s 2022 annual report stated that 70 percent of developers surveyed said their studios had no interest in integrating NFTs or cryptocurrency into their games. The assay kit’s Tl+ indicator dye has an expanded signal window compared to non-homogenous assays. BTC-AM is a Ca2+ indicator that has also been used for monitoring potassium channel since Tl+ ions also enhance the fluorescence of BTC. During the dye-loading step, the Tl+ indicator dyes enter the cells as acetoxymethyl esters by passive diffusion across the cell membrane. Cytoplasmic esterases cleave the AM esters and release the active fluorogenic forms. A proprietary extracellular masking dye is included with the assay kit to reduce background fluorescence .</p>
<h2>Discover And Learn About Trends In Crypto</h2>
<p>The BBC reported a case of insider trading when an employee of the NFT marketplace OpenSea bought specific NFTs before they were launched, with prior knowledge those NFTs would be promoted on the company&#8217;s home page. NFT trading is an unregulated market in which there is no legal recourse for such abuses. A process known as &#8220;sleepminting&#8221; allows a fraudster to mint an NFT in an artist&#8217;s wallet and transfer it back to their own account without the artist becoming aware. This allowed a white hat hacker to mint a fraudulent NFT that had seemingly originated from the wallet of the artist Beeple. The Flow blockchain, which uses a proof of stake consensus model, supports NFTs. CryptoKitties had announced plans to switch from Ethereum to Flow in the &#8220;near future&#8221;, in March 2021. Specific token standards support various blockchain use-cases. Ethereum was the first blockchain to support NFTs with its ERC-721 standard and this is currently the most widely used. Many other blockchains have added or plan to add support for NFTs.<br />
So every chart that you see is bitcoin gaining or losing against the US dollar. At the start of bull markets, commodities start to break out in the weakest currencies. Then it starts to break out in the intermediates currencies, then finally it breaks out in USD. So let’s have a look at BTC compared to some of the weakest currencies&#8230; And while I still do disagree with their tactics, the experiment that made it all possible is still alive, well, and kicking today. The staying power of bitcoin, the fact it has been predicted to crash / be a bubble two thousand and two times but is still here — cannot be underestimated.<br />
Usually when you open an app, you will see a black screen for few seconds and then app will crash with or without an error message. Taylor Swift, like Dave Chappelle, is leveraging the power of the Internet to take control of their art. The developer will be required to provide privacy details when they submit their next app update.</p>
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<p lang="tr" dir="ltr">YAVAX yapar. Çabuk unutuyorlar. Dün tweet atmış hiç proje shillemiyoruz diye. 5 yılı discord ve twitterda mal kilitlemekle geçti. Beaxy diye bir borsadan 150 bin dolar aldı. Beam, Ambrosus, SUQA falan filan. Ona sorsan en temizi o.</p>
<p>&mdash; GemHunter (@GemTaciri) <a href="https://twitter.com/GemTaciri/status/1504037930028916740?ref_src=twsrc%5Etfw">March 16, 2022</a></p></blockquote>
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<p>It will safely close EP, release the used port and then call the Jenkins error(&#8230;) command with the given error message. 1fxpIsMultipleOfLsbBoolean flag that controls if the value specified for absToleranceFxp shall be multiplied by the resolution . ZERO will only be applied if ZERO is part of the value range. &#8220;2016b 64-bit&#8221;matlabInstancePolicyString that controls when EmbeddedPlatform will start a new Matlab instance. When selecting &#8220;NEVER&#8221; another process needs to ensure that a Matlab instance is available on the agent machine.</p>
<h2>Make Money Better</h2>
<p>The NFT marketplace OpenSea has rules against plagiarism and deepfakes (non-consensual intimate imagery). Some artists criticized OpenSea&#8217;s efforts, saying they are slow to respond to takedown requests and that artists are subject to support scams from users who claim to be representatives from the platform. Others argue that there is no market incentive for NFT marketplaces to crack down on plagiarism. There have been cases of artists having their work sold by others as an NFT, without permission. After the artist Qing Han died in 2020, her identity was assumed by a fraudster and a number of her works became available for purchase as NFTs. Similarly, a seller posing as Banksy succeeded in selling an NFT supposedly made by the artist for $336,000 in 2021; with the seller in this case refunding the money after the case drew media attention.</p>
<p>&#8220;SL MIL&#8221;reportSourceString that specified if the report is based on scopes or requirement sources. Setting the report source to &#8220;REQUIREMENT&#8221; has no effect if no requirements are available in the profile. PropertyDescriptionExample ValuepathThe file that contains the Input Restrictions. PropertyDescriptionExample ValuedirThe directory that contains the vectors to export. PropertyDescriptionExample ValueimportDirThe directory that contains the vectors to import. Opens the profile if the specified profile exists, otherwise creates a new profile. Profile Creation requires either a TargetLink model or C-Code in combination with a CodeModel.xml architecture description. NFTs, as with other blockchain securities and with traditional art sales, can potentially be used for money laundering.<br />
Mandatory&#8221;profile.epp&#8221;tlModelPathPath of the TargetLink model. Executes a Back-to-Back Test between the specified reference and comparison configuration (e.g. TL MIL vs. SIL). This step requires stimuli vectors or functional test cases in the profile. A Back-to-Back Test Report will be exported to the &#8220;exportDir&#8221; specified in the &#8220;profileLoad&#8221; step. PropertyDescriptionExample ValuepllSemicolon separated list of PLLs used to set the goals for automatic stimuli vector generation. PropertyDescriptionExample ValuepathThe tolerance settings file. Mandatory&#8221;profile.epp&#8221;slModelPathPath of the EmbeddedCoder model. For these workflow steps many additional settings can be configured in order to adapt the automated test runs to your individual project needs. In addition, two utility methods help you to connect to instances of BTC EmbeddedPlatform and to close them if again required.</p>
<h2>Bitcoin Türk Borsaları Btc</h2>
<p>The path can be absolute or relative to the jenkins job&#8217;s workspace.&#8221;init.m&#8221;addModelInfoPathPath to the XML file with additional model info for SL use case. The path can be absolute or relative to the jenkins job&#8217;s workspace. This currently required for the architecture update to work! &#8220;Mapping.xml&#8221;createWrapperModelBoolean flag that controls if the BTC wrapper model shall be created or the specified EmbeddedCoder model. This is required in case of multiple Runnables or Client-Server communication.</p>
<p>The 2021 film Zero Contact, directed by Rick Dugdale and starring Anthony Hopkins, was also released as an NFT. Some NFT collections, including EtherRocks and CryptoPunks are examples of generative art, where many different images are created by assembling a selection of simple picture components in different combinations. The term &#8220;NFT&#8221; only achieved wider usage with the ERC-721 standard, first proposed in 2017 via the Ethereum GitHub, following the launch of various NFT projects that year. The standard coincided with the launch of several NFT projects, including Curio Cards, CryptoPunks , and rare Pepe trading cards. The current Turkish Lira is one of the younger forms of currency, having been reintroduced to both Turkey and the global currency market in 2005, after redefining its value and “losing” six zeroes. The currency’s 90-day historical volatility, a measure of how much the price fluctuated from its average, against the U.S. dollar has risen to an annualized 65%, TradingView data show. A monthly digest of the latest Metal news, articles, and resources. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. Live tracking and notifications + flexible delivery and payment options. Create your account today to get full access to integrated content and world-class customer service.</p>
<p>In 2020, CryptoKitties developer Dapper Labs released the NBA TopShot project, which allowed the purchase of NFTs linked to basketball highlights. In November 2021, film director Quentin Tarantino released seven NFTs based on uncut scenes of Pulp Fiction. Miramax subsequently filed a lawsuit claiming that their film rights were violated and that the original 1993 contract with Tarantino gave them the right to mint NFTs in relation to Pulp Fiction. In the early months of 2021, interest in NFTs increased after a number of high-profile sales and art auctions.<br />
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" width="309px" alt="btc tl"/><br />
Enter the amount to be converted in the box to the left of Bitcoin. Use &#8220;Swap currencies&#8221; to make Turkish Lira the default currency. Click on Turkish Lira or Bitcoins to convert between that currency and all other currencies. &#8220;The bitcoin elite are spending millions on collectable memes&#8221;. When Adobe announced they were adding NFT support to their graphics editor Photoshop, the company proposed creating an InterPlanetary File System database as an alternative means of establishing authenticity for digital works. In March 2021 an NFT of Twitter founder Jack Dorsey&#8217;s first-ever tweet sold for $2.9 million. The same NFT was listed for sale in 2022 at $48 million, but only achieved a top bid of $280. Some pornographic works have been sold as NFTs, though hostility from NFT marketplaces towards pornographic material has presented significant drawbacks for creators. Some virtual worlds, often marketed as metaverses, have incorporated NFTs as a means of trading virtual items and virtual real estate.<br />
From a branding perspective, and the world I previously come from as a marketer — bitcoin’s name and story will never die, whether each coin is worth a buck or a million. Despite technological inferiority an, despite the uncertainty of regulation and illegal activity, one bitcoin will always be one bitcoin. There will never be more than 21 million bitcoins, and far less in my lifetime. Price increases, to me, have always been reflective of greater forces at work recognizing that value, true value, has nothing to do with the families we were born into or which passport we have. In a world where labels mean so much, I fell in love with bitcoin because of the barriers it sought to break down. Bitcoin is still an experiment — one that puts to the forefront the economic independence and liberty that’s enabled through a new system of incentives that binds everyone in an ecosystem together. It is important that the EP process is closed to free the used resources and that the reserved port on the agent is released. To ensure this in an easy manner, the DSL command btc.handleError is provided.</p>
<h2>Share This Article</h2>
<p>&#8220;tc1, tc2, tc44&#8243;testCasesBlacklistComma separated String with testcases to exclude. If this string is not empty, only testcases that are not listed here will be considered. &#8220;FolderA, FolderB&#8221;testCasesWhitelistComma separated String with testcases to include. If this string is not empty, only testcases that are listed here will be considered. &#8220;FolderA, FolderB&#8221;foldersBlacklistComma separated String with folders to exclude. If this string is not empty, only folders that are not listed here will be considered. &#8220;req_a, r124&#8243;foldersWhitelistComma separated String with folders to include. If this string is not empty, only folders that are listed here will be considered. &#8220;toplevel, subA, subB&#8221;requirementsWhitelistComma separated String with requirement names or externalIDs.</p>
<ul>
<li>The maximum duration the proof execution may take (excluding some of the pre- and postprocessing tasks, which in general are less time intensive than the actual model checking).</li>
<li>Join over 200,000 crypto traders who trust the leading crypto-asset platform in the region.</li>
<li>To ensure this in an easy manner, the DSL command btc.handleError is provided.</li>
<li>Growth medium was removed from the plates which were then incubated with either FLIPR Potassium Assay Kit or BTCAM (2 µM) for one hour at 37°C in the dark.</li>
<li>PropertyDescriptionExample ValueprofilePathPath of the profile.</li>
<li>If this string is not empty, only scopes that are not listed here will be considered.</li>
</ul>
<p>If not, please contact the development company using the contact details given below. You just need to press the recent applications menu in your phone. Bitcoin Türk Borsaları BTC/TL app may not be working for you due to some issues that your device may have or your internet connection problem. If you think that Bitcoin Türk Borsaları BTC/TL app has an issue, please post your issue using the comment box below and someone from our community may help you. Also in the mean time you can try the fixes mentioned below. Initially, it seemed like the moment skeptics had been warning about.<br />
<a href="https://www.beaxy.com/"><img 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alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='402px'/></a><br />
With bitcoin’s recovery stalling and a look at a use case for crypto that you can eat, CoinDesk’s Markets Daily is back with the latest news roundup. Sign up for First Mover, our daily newsletter putting the latest moves in crypto markets in context. “Lower interest rates amidst high inflation is going to <a href="https://www.beaxy.com/exchange/btc-usd/">btc tl</a> lead to people selling the currency – a recipe for disaster according to traditional theory,” David Belle, founder of Macrodesiac.com and U.K. Growth director at TradingView, told CoinDesk in a WhatsApp chat. The lira nosedived in the final quarter of 2021 as Turkey cut interest rates amid high inflation.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Bitcoin To Usd</title>
		<link>https://latishahardy.com/2022/02/11/bitcoin-to-usd/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Fri, 11 Feb 2022 17:59:33 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=1722</guid>

					<description><![CDATA[Hard forks are upgrades that do not allow un-upgraded nodes to interact with upgraded ones. Market cap is calculated by multiplying the asset&#8221;s circulating supply with its current price. The percentage of Binance customers who increased or decreased their net position in BTC over the past 24 hours through trading. The metaverse leapt into the [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Hard forks are upgrades that do not allow un-upgraded nodes to interact with upgraded ones. Market cap is calculated by multiplying the asset&#8221;s circulating supply with its current price. The percentage of Binance customers who increased or decreased their net position in BTC over the past 24 hours through trading. The metaverse leapt into the spotlight this year, but is it ready for mainstream acceptance? If you are at an office or shared network, you can ask the network administrator to run a scan across the network looking for misconfigured or infected devices. No more bitcoin can be created and units of bitcoin cannot be destroyed. Get the latest crypto news, updates, and reports by subscribing to our free newsletter.</p>
<ul>
<li>Bitcoins can be transferred from a bitcoin exchanges to one of many bitcoin wallets, ranging from online options to ‘cold storage’.</li>
<li>By using this feature you can easily convert Bitcoins to USD, for example, and send the proceeds right to your card.</li>
<li>The CEX.IO mobile app offers you more simple ways to exchange your crypto for fiats in the shortest time.</li>
<li>Circulating supply shows the number of coins or tokens that have been issued so far.</li>
<li>Once payment is completed, the status of your trading operation will be displayed in the «Transaction History» field on your EXMO wallet.</li>
<li>At the core of cryptocurrencies is the blockchain technology hat serves a secure and accurate public ledger of all transactions.</li>
</ul>
<p>Some local regulations require platforms to obtain special licenses in their country while others are not crypto-friendly at all. Instant Buy Buy crypto with your credit or debit card in a few clicks. IG International Limited is part of the IG Group and its ultimate parent company is IG Group Holdings Plc. IG International Limited receives services from other members of the IG Group including IG Markets Limited. IG International Limited is licensed to conduct investment business and digital asset business by the Bermuda Monetary Authority. The risks of loss from investing in CFDs can be substantial and the value of your investments may fluctuate. CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage.<br />
When you’re using the Instant Buy option, you can see how much to pay for the exact amount of crypto according to the current market price. So, you don’t need to check the crypto prices every time you make a purchase. On the other hand, any regulation that will cause friction with the idea of decentralisation and blockchain will see investors express pessimism in the value of BTCUSD. This has partly been observed when Bitcoin retraced during the start of 2021. At AvaTrade, you can trade the most popular Bitcoin pair in a safe environment with low margin requirements, competitive spreads, and zero fees, all on an intuitive and robust trading platform. When you trade Bitcoin, as opposed to investing in it, you are effectively speculating on the price movement, rather than buying the underlying asset. That means the entry cost implication can be much lower for a still decent exposure. The use of leverage further minimises the capital requirements, as your trading rewards may be multiplied up to 200 times, and your risk is also heightened. A distributed ledger is a database, digitally recording transaction information using cryptography, making it secure and unforgeable. Intraday Data provided by FACTSET and subject to terms of use.</p>
<h2>Why Do Bitcoin Price Changes Impact Other Coins?</h2>
<p>It’s worth mentioning that crypto markets are highly volatile. By trading virtual currencies you can make profits more quickly than when you trade stocks. Besides, trading cryptocurrencies don’t require special finance education. That’s why it’s so attractive for institutional and retail users. Therefore it’s essential to follow the price charts and understand what influences the value of BTC and other coins and tokens. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates. Launched in 2008, Bitcoin was the first and remains the most popular cryptocurrency.<br />
Real-time last sale data for U.S. stock quotes reflect trades reported through Nasdaq only. Intraday data delayed at least 15 minutes or per exchange requirements. The percent change in trading volume for this asset compared to 7 days ago. The percent change in trading volume for this asset compared to 24 hours ago. Check live rates, send money securely, set rate alerts, receive notifications and more. Our currency rankings show that the most popular US Dollar exchange rate is the USD to USD rate. These are the highest points the exchange rate has been at in the last 30 and 90-day periods. The new software has all the history of the old platform; however, bitcoin cash blocks have a capacity 8 megabytes. True to its origins as an open, decentralized currency, bitcoin is meant to be a quicker, cheaper, and more reliable form of payment than money tied to individual countries. In addition, it&#8217;s the only form of money users can theoretically &#8220;mine&#8221; themselves, if they have the ability.<br />
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" width="308px" alt="btc ti usd"/><br />
Bitcoin extended decline and tested the $38,200 zone against the US Dollar. BTC started a major recovery wave and climbed above the $40,000 resistance. CEX.IO LTD serves residents throughout countries all over the world in which it operates. CEX IO EU Limited provides its card processing services only to customers from the European Economic Area . Yes, you can top up your CEX.IO balance with fiat funds using SWIFT, ACH, Faster Payments, and SEPA wire transfers. The information in this site does not contain investment advice or an investment recommendation, or an offer of or solicitation for transaction in any financial instrument. IG accepts no responsibility for any use that may be made of these comments and for any consequences that result.</p>
<h2>Dive Into The Bitcoin Defi Ecosystem</h2>
<p>Tesla set a new trend by buying $1.5b worth of Bitcoin with its cash reserves, rather than falling foul to holding cash reserves that could bring limited returns. 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. A decentralized ledger that is updated instantaneously across all users, with transaction times and fees depending upon the speed which miners are able to verify transactions.<br />
Check the details of the temporary suspension of the Zonda exchange functionality. Bitcoin was designed and created by an anonymous programmer, or possibly group of programmers, by the name of Satoshi Nakamoto. Now it looks like a run to trading range top about to commence. So as you can see, after this validation signal the BTC moved quickly up in a new&#8230; Bitcoin has a circulating supply of 18,832,712 BTC and a maximum supply of 21,000,000 BTC tokens. Bitcoins can be copied and pasted, making them easy to counterfeit. Because Bitcoin is decentralized, it is not subjected to inflation or any monetary policies created by any central banks or government. Instead, there will only ever be 21 million BTC in existence. Forks are the points where software is copied and modified, resulting in two chains with a shared original chain. Soft forks are upgrades that still allow un-upgraded nodes to interact with upgraded nodes.</p>
<p>They also earn any transaction fees attached to the transactions they add to the new block. Bitcoin transactions are recorded on a public, distributed ledger known as a “blockchain” that anyone can download and help maintain. Which cryptocurrency will prevail and be embraced as the “currency of the internet and the people”? Bitcoin has gradually been finding its way into every part of society and its use as an investment vehicle has been the biggest part of it. There has been some pushback when it comes to using the cryptocurrencies&#8230; The Payment Card Industry Data Security Standard is an internationally recognized set of security requirements related to gathering and storing card credentials. If the platform has this certificate, that means it passed the regular checks by independent auditors. Thus, you can be sure that no one can steal and use your card data.<br />
Open a free, no-risk demo account to stay on top of forex movement and important events. Daily funding 7 days a week &#8211; pay 0.0694% when long, receive 0.0137% when short. Buy EXMO Coin – native EXMO tokens that can be traded, as well as used for voting and lowering commissions. Read interesting news and articles about trading on INFO EXMO. If you accept the approximate price, click on the Exchange button.<br />
Bitcoin uses peer-to-peer technology to operate with no central authority or banks; managing transactions and the issuing of bitcoins is carried out collectively by the network. Although other cryptocurrencies have come before, Bitcoin is the first decentralized cryptocurrency &#8211; Its reputation has spawned copies and evolution in the space. The genesis of Bitcoin came during the 2008 global financial crisis, and initially, crypto was touted as the future of money, essentially as an alternative to fiat. Based on this, the major influential body that can impact the BTCUSD pair is the U.S. Federal Reserve, which has the mandate over the most powerful fiat currency, the USD. The Fed releases rate decisions 8 times a year, and these are important events for the BTCUSD price. 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. The live price of BTC is $ 38,575.73 per (BTC / USD) today with a current market cap of $ 733.82B USD. It&#8217;s organized through a network known as a blockchain, which is basically an online ledger that keeps a secure record of each transaction and bitcoin price all in one place.<br />
Regulators, such as the US SEC, are capable of literally deciding the fate of any underlying crypto coin or token. A case in point is a lawsuit filed by the SEC against Ripple Labs, custodians of Ripple , one of the world’s biggest and most popular cryptocurrencies. In a year that global economic activity was impacted by U.S.-China trade tensions, Brexit, and the coronavirus pandemic that swept across the world, Bitcoin emerged as a true store of digital value. The cryptocurrency rose from lows of below $5,000 in March and closed just below $30,000 by December 2020. The rally continued into 2021, with the coin printing an all-time high of circa $42,000 in January, at the time of writing. Given that Bitcoin was the first cryptocurrency to surface in the market, the other digital currencies that emerged are referred to as altcoins.<br />
So, if you still don’t have an account on CEX.IO, you can easily register here. The anonymous nature of cryptocurrencies attracts scammers and bad actors. So the reliable crypto exchange should maintain the KYC checks and verify customers’ identity to prevent possible frauds. As a rule, verification takes a few minutes to provide necessary information and photos.</p>
<h2>Barron&#8217;s      Fidelity To Offer Bitcoin In 401k Plans In A First For A Major Firm</h2>
<p>That means anyone can purchase a fraction of a bitcoin with as little as one U.S. dollar. Own 30+ cryptoassets on an easy-to-use platform, and share in the knowledge of 25m+ users. For a technology to really hit the big time, it&#8217;s got to evolve. Right now, we&#8217;re still in the early adopter phase of crypto. It&#8217;s hard to acquire, hard to use for most non-tech folks and it&#8217;s lacking a whole bunch of features. Interactive chart tracking the current and historical value of Bitcoin in U.S. The current price of Bitcoin in USD as of December 31, 1969 is 0.00. Fidelity plans to make Bitcoin part of its retirement offerings to its 23,000 employer clients who manage 20 million 401 accounts. Finally, make sure that the company can operate in your area.<br />
You should consider whether you understand how this product works, and whether you can afford to take the high risk of losing your money. Any client with a notional size above this limit is at risk of having their cryptocurrency positions reduced. There is a limit of £500,000 notional value per client across all cryptocurrencies. The percentage of IG client accounts with positions in this market that are currently long or short. Please ensure you understand how this product works and whether you can afford to take the high risk of losing money. The easiest way to buy crypto on EXMO is the “Simple Trade” option. Just select the desired currency in the “I give” field and indicate the amount and currency which you want to receive. Once payment is completed, the status of your trading operation will be displayed in the «Transaction History» field on your EXMO wallet. Once payment is completed, the status of your trading operation will be displayed in the «Transaction History» field in your EXMO wallet. After kicking off the year with Solana, we are listing another top coin on our exchange &#8211; Algorand .<br />
With its token still up 429,000 times from its lifetime low, Shiba Inu would &#8220;only&#8221; need to grow 75 times to hit a market cap of $1 trillion. FN Media Group Presents USA News Group News Commentary Vancouver, BC – April 26, 2022 – USA News Group – Bitcoin or Dogecoin ? Live educational sessions using site features to explore today&#8217;s markets. They just used a concept and a protocol created back in 1991, add some improvements, and presented the model of the decentralized financial system and the first cryptocurrency. Margin Trading Trade digital assets with leverage on CEX.IO Broker. Beyond fundamentals, BTCUSD also has an interesting technical picture worth a look at. At just above $30,000, Bitcoin has already done a 50% retracement off its all-time highs, with that level also being a 1.618 Fibonacci extension of the previous cycle that peaked in late 2017.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">There is not much to tell&#8230; Beaxy is an exchange that got a lot of hype for months before opening and now is dead&#8230; Everybody thought that it was going to be the next binance 🤷‍♂️</p>
<p>&mdash; Rob Mora (@robmora7) <a href="https://twitter.com/robmora7/status/1510072140342644739?ref_src=twsrc%5Etfw">April 2, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>To make your crypto purchases simple and convenient, many of them are supporting transfers from debit cards and credit cards, since it’s probably the most popular payment methods for now. When using cards online, people care most about the security of their operations and card data. Because no one wants to lose funds as a result of an internet scam. So, when you found a Bitcoin trading platform, make sure it’s secure enough before making any operations. Regulation continues to cast a huge shadow over Bitcoin in 2021. In particular, China has been consistent in its aggression towards cryptocurrency. The country instituted a ban on financial institutions and payment services companies offering crypto-related services and even made some mass arrests on people using cryptocurrencies in controversial ways. China is a significant country for Bitcoin, with almost 50% of miners domiciled there.<br />
It’s a very new currency pair, and one that has generated much excitement over the past decade. If you aren’t familiar with BTC/USD you should take some time to learn about it now. As stated, earlier Bitcoin provides the price direction cue for almost all cryptocurrencies. Therefore, the BTCUSD has a positive correlation with all the major crypto pairs, such as ETHUSD, BTGUSD, LTCUSD, ETCUSD and XRPUSD. Gold has, for years, been considered a safe haven and a hedge against inflation and fiat – qualities that Bitcoin now portrays. Additionally, the price of gold is measured in USD, something shared by the BTCUSD pair. By sharing fundamental economic qualities, gold and Bitcoin have developed a positive correlation that traders should always consider. There was a multitude of factors that created a perfect storm for BTCUSD during the year. First, in contrast to 2017 when retail money entered the crypto space, in 2020 it was big, institutional money flowing into the scene. Several big companies, such as Visa and PayPal, announced massive entry into crypto, and some major central banks, as well as hedge funds, also produced positive headlines for the crypto market.<br />
(The reward right now is 12.5 bitcoins.) As a result, the number of bitcoins in circulation will approach 21 million, but never hit it. No one controls these blocks, because blockchains are decentralized across every computer that has a bitcoin wallet, which you only get if you buy bitcoins. Bitcoin users send and receive coins over the network by inputting the public-key information attached to each person’s digital wallet. CoinGecko provides a fundamental analysis of the crypto market. In addition to tracking price, volume and market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics. Bitcoin has a global 24-hour trading volume of $28,518,676,108. Bitcoin can be traded across 493 different markets and is most actively traded in Binance. The very nature of Bitcoin’s decentralized blockchain means that the payment system runs 24-hours a day, with no downtime and has no restrictions on where and to whom Bitcoin can be sent. The creation of each individual Bitcoin comes from mining, which stems from a reward mechanism for miners verifying transactions on Bitcoin’s blockchain.</p>
<h2>Trading Forex With Ig</h2>
<p>BTC to USD rate today is $38,572 and has decreased -2.4% from $39,510.80 since yesterday. When the price hits the target price, an alert will be sent to you via browser notification. To receive alerts, please allow web browser notification permission. FalconX became the first crypto native firm to formally register as a U.S. swap dealer this month, and the startup&#8217;s chief executive officer, Raghu Yarlagadda, sees a massive, underserved market.<br />
<a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='402px'/></a><br />
Later, you can exchange BTC to USD and withdraw funds to your card. We use the enhanced security measures to protect your funds and keep them on cold wallets, away from possible online hacks. However, it doesn’t mean that you can not withdraw your digital funds when you need them. To cover the customers’ transactions, CEX.IO keeps the company’s funds on hot wallets. Bitcoin, as the first virtual currency, <a href="https://www.beaxy.com/exchange/btc-usd/">btc ti usd</a> was a pioneer in the crypto market. When the network was just launched, the rate of 1 BTC to USD was less 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. There is a realistic expectation of this happening with major institutions now among the big players in cryptocurrencies as well as the underlying blockchain technology.</p>
<h2>Find A Market To Trade</h2>
<p>Bitcoin is the first cryptographic currency, and thus a pioneer that has changed the market forever. It is the most trusted and popular coin of this type, with the largest market capitalization. It is often called digital gold, as well as the currency of the future. Bitcoin is a digital currency, which allows transactions to be made without the interference of a central authority. The cryptocurrency system is a peer-to-peer open-source software, meaning computers are part of a mining process for coins. Bitcoin mining is the process <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> where miners contribute the processing power of their hardware rigs to solve cryptographic puzzles from each transaction on the Bitcoin blockchain. Miners receive BTC for solving cryptographic puzzles, and transactions are recorded in blocks that get added to the blockchain. No, thanks to the Bitcoin protocol, your bitcoin cannot be copied. The word ‘crypto’ in ‘cryptocurrency’ comes from the word ‘cryptography’, a technique that allows for secure communication, meaning that it is impossible to counterfeit bitcoin, unlike fiat.<br />
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" width="302px" alt="btc ti usd"/><br />
Any of the excellent strategies you’re using for forex trading will also work when trading BTC/USD. One very excellent strategy uses the On-Balance Volume indicator to trade Bitcoin. This indicator uses a combination of price action and trading volume to analyze the market. Originally developed for the stock markets it has also been used successfully in forex trading. It also uses a comparison with Ethereum, the second largest cryptocurrency. Basically it looks for divergences between price action in Bitcoin and Ethereum, such as a breakout in one, but not the other.</p>
<p>There was cooling interest in cryptocurrencies in general, with traditional investments, such as stocks, proving to be more lucrative and safer as well. The year 2017 looked like a bubble, and the characteristic of cryptocurrencies as stores of value seemed to be largely an illusion. But 2020 changed the fortunes of cryptocurrencies yet again. Use this to see how IG client accounts with positions on this market are trading other markets. Data is calculated to the nearest 1%, and updated automatically every 15 minutes. This is a visual representation of the price action in the market, over a certain period of time. When you click the Exchange button, you will create a market order for your trading pair. Therefore, the exchange will not be instant and the final price may be different. We are thrilled to announce becoming the first European cryptocurrency exchange that was granted regulatory approval to operate in Canada. If you &#8220;follow&#8221; press, Only 30 Min chart , In real time, you can check major sections and move, Real-time &#8220;update I dea&#8221; can be checked.<br />
If you look at the Trade page on the CEX.IO website, you can see the chart representing the fluctuations of BTC market value. There are different pillows called ‘candlesticks’ that show the uptrend and downtrend . When you look at the right part of the graph, you can see the price indexes. Put the cursor on the latest candle and to find the current BTC in USD exchange rate. This is an approximate price at which you can buy Bitcoins for now. However, keep in mind this value can change dramatically even the next minute. After accelerating the bull run in early 2021, institutional money is expected to continue being a major price driver in 2021. Major companies, such as Tesla and MicroStrategy Incorporated, invested big money in Bitcoin, paving the way for other corporations to rethink their cryptocurrency strategy. With the price at ‘favourable’ levels, BTCUSD is due for another round of heavy backers – something that would be a major tailwind for the digital currency’s price.</p>
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