<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Bitcoin News &#8211; Wifi Bowling</title>
	<atom:link href="https://wifibowling.com/category/bitcoin-news/feed/" rel="self" type="application/rss+xml" />
	<link>https://wifibowling.com</link>
	<description>Bowling Billiard Gaming Vr &#38; More</description>
	<lastBuildDate>Tue, 11 Oct 2022 19:54:05 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=6.7.10</generator>

<image>
	<url>https://wifibowling.com/wp-content/uploads/2021/06/cropped-logofinal-32x32.png</url>
	<title>Bitcoin News &#8211; Wifi Bowling</title>
	<link>https://wifibowling.com</link>
	<width>32</width>
	<height>32</height>
</image> 
	<item>
		<title>How to Buy Monero XMR with PayPal &#038; Credit Card in 2022</title>
		<link>https://wifibowling.com/how-to-buy-monero-xmr-with-paypal-credit-card-in/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=how-to-buy-monero-xmr-with-paypal-credit-card-in</link>
					<comments>https://wifibowling.com/how-to-buy-monero-xmr-with-paypal-credit-card-in/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 06 Sep 2022 10:53:37 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://wifibowling.com/?p=10948</guid>

					<description><![CDATA[ContentMonero Buying Guide 2022: How to Buy XMR with PayPal &#038; Credit CardWhere to Store Monero XMRCurrent Crypto PricesThings to Consider if you Want to Buy Monero You can also purchase Monero on CoinStats by clicking the “Buy XMR” button, taking you to one of the exchanges to trade Monero. Read on to learn everything [&#8230;]]]></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">Monero Buying Guide 2022: How to Buy XMR with PayPal &#038; Credit Card</a></li><li><a href="#toc-1">Where to Store Monero XMR</a></li><li><a href="#toc-2">Current Crypto Prices</a></li><li><a href="#toc-4">Things to Consider if you Want to Buy Monero</a></li></ul></div>
You can also purchase Monero on CoinStats by clicking the “Buy XMR” button, taking you to one of the exchanges to trade Monero. Read on to learn everything you need to know about the Monero blockchain, the Monero private coin XMR, and learn how to buy Monero in a few simple steps. Monero is a valuable and reliable project that managed to gain popularity thanks to its system and attention towards privacy. Freewallet gives you many tools to manage XMR, designed for those who decided to trade or hold this crypto. Before deciding where to buy XMR, it’s worth knowing more about this cryptocurrency. Now, to use your wallet you’ll just need to select it from the sidebar and choose among one of the services available. Also in this case you can choose between the multi currency wallet or the Monero wallet to make an exchange.

We may receive financial compensation from these third parties. Notwithstanding any such relationship, no responsibility is accepted for the conduct of any third party nor  the content or functionality of their websites or applications. A hyperlink to or positive reference to or review of a broker or exchange should not be understood to be an endorsement of that broker or exchange’s products or services. It’s tough to compare Monero to Bitcoin because they have completely different use cases. Monero was specifically designed with a focus on user privacy. It is superior to Bitcoin on privacy, fungibility, transaction fees, and mining efficiency.
<h2 id="toc-0">Monero Buying Guide 2022: How to Buy XMR with PayPal &#038; Credit Card</h2>
HitBTC. This exchange requires a little more experience when trading, as its interface can be a little confusing for newcomers. There is also no forced KYC, which means that traders who value their privacy above all else will feel at home here. On the other hand, the exchange is not regulated, which is its own matter that some may consider a drawback. Either way, the fees are low and the choice of altcoins high, which means you can trade XMR against cryptos like BTC, ETH, USDT, DAI, TUSD, EURS, EOS, and BCH, as well as many others. Having traded XMR on Binance, you will own a certain amount of the cryptocurrency, which you can trade again at any time or store in your Binance wallet for future use. You will likely have a chance of finding the cryptocurrency you are looking for on Binance.
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/pages/pageIntroduction/introduction.jpg" width="309px" alt="best place to buy monero"/>
Over time, the XMR mining reward for each block will decrease but reach a minimum amount to keep incentivizing miners. This mechanism means that there is no limit to the supply of XMR available. XMR is mainly utilized as a payment mechanism and to pay network fees. Anyone can contribute to Monero’s development if more than half of the network’s validators approve. As a secure, fungible, and untraceable digital currency, Monero ensures the users’ complete and total privacy. Like in any other investment, securing your Monero must be a priority.
<h2 id="toc-1">Where to Store Monero XMR</h2>
It provides a service that many deem valuable&#8211;namely, offering privacy in a growingly privacy-lacking world. If privacy is a major concern for you, then it may be worth the risk. A shareable public address also allows users to receive Monero from others, without identifying them on the blockchain. Monero users can opt for some transparency by sharing their view key with someone they choose.
<div style='border: grey solid 1px;padding: 13px;'><h3>4 Proven Ways to Buy Monero (XMR) in 2022 &#8211; A Simple 3 Step Guide &#8211; 99Bitcoins</h3><p>4 Proven Ways to Buy Monero (XMR) in 2022 &#8211; A Simple 3 Step Guide.</p><p>Posted: Wed, 26 Dec 2018 15:02:14 GMT [<a href='https://99bitcoins.com/buy-monero-xmr/' rel="nofollow">source</a>]</p></div>
A new type of ring signature was introduced, a multilayered linkable spontaneous anonym group&#8217; . This signature hides transaction details efficiently and uses trustless, verifiable coin generation. The WebTrader platform also supports an interactive trading activity with high-end research <a href="https://www.beaxy.com/exchange/eth-usd/">https://www.beaxy.com/exchange/eth-usd/</a> tools helping you interpret market data. In its most basic sense, is an order to buy or sell an asset at a specific price. Buy limit orders are placed above key support levels with the purpose of limiting price risks anticipating the uptrend will resume after a correction .

If you choose a centralized exchange that is regulated by local and international authorities, you will need to complete a KYC process. The platforms will ask for your name, birth of date, address, your national identification documents, phone number, etc. to authenticate your identity. If you already have some Bitcoin or Ethereum you can trade it for Monero cryptocurrency on any exchange which supports XMR trading. A full list of Monero XMR compatible exchanges is available on CoinMarketCap. Binance is one of the most reliable exchanges that supports XMR, but Kraken is also a good choice. If you’re considering investing in Monero, it’s just as important to consider how you’ll pay for it. Most exchanges offer a variety of payment methods, so you should find out which will offer you the best balance of convenience, security, and low fees. Since its launch in 2011, Kraken has quickly made a name for itself as a leading crypto exchange, with a variety of premium features. They’re regulated by several authoritative bodies and have a clear focus on keeping customer funds safe, so you can rest assured knowing your funds aren’t at risk. Kraken offers over 70 different cryptocurrencies, a range of order types, and is compatible with both mobile and desktop, so regardless of your goals Kraken has something for you.
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">  <div itemProp="name"><h2>Is Monero a good investment 2020?</h2></div>  <div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">      <div itemProp="text"><p>WalletInvestor. According to WalletInvestor, Monero may remain at its current price level for a very long time. By the middle of 2022, XMR is expected to peak at $360. The coin&apos;s minimum price could rise to $320 by the end of the year if the market turns bullish.</p></div>  </div></div>
Furthermore, Monero users cannot see how much XMR anyone else is holding in their wallet. When purchasing Monero, using an e-wallet like PayPal could be the best choice for your needs. Typically, a credit/debit card will incur the greatest amounts of fees and offer minimal privacy in the event of a security breach at your chosen exchange. Using an e-wallet like PayPal gives you an additional layer of security between your information and the exchange, this can be crucial for privacy-focused individuals. The only downside with PayPal is you’ll need a broker that accepts it, luckily our pick for the best Monero exchange, eToro allows users to deposit and withdraw via PayPal. By design Monero, is a privacy coin, so it stands to reason the majority of people using it want to remain private. While there is still some degree of privacy offered by regulated exchanges, they often have to keep a record of their customers. This is where a service like LocalMonero shines, they offer a completely anonymous way to purchase Monero. They facilitate trade between 2 users, to make the transaction safe, both funds and tokens are kept in escrow by LocalMonero, only getting released when both parties have funded the trade. By operating this way, they are not subject to the same financial regulations as other exchanges and therefore get to bypass all the pesky ID verification.
<h2 id="toc-3">Buying Monero within 2 minutes</h2>
Here you can buy or sell Monero with a bank account or Visa/MasterCard credit card. You still don&#8217;t need to register even if you want to cash out your XMR. With ChangeNOW you will get the best possible exchange rates, and only the required minimum of fees, like network fees. Ethereum is the community-run technology powering the cryptocurrency, ether and thousands of decentralized applications. It is scarce digital money that you can use on the internet – similar to Bitcoin.
<div style="display: flex;justify-content: center;"><blockquote class="twitter-tweet"><p lang="en" dir="ltr">Hey Jeff, where is the best place to buy monero?? I’m not very computer savvy and having a hard time figuring it out. Your book is excellent. Thank you for all your work. I love and appreciate what you do.</p>&mdash; josh (@josh97522449) <a href="https://twitter.com/josh97522449/status/1345085950389469184?ref_src=twsrc%5Etfw">January 1, 2021</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
To buy and sell XMR or other crypto assets, you must first open an account with the crypto exchange of your choice. You need to compare exchanges to choose the one that supports XMR and has the features you want, such as low transaction fees, an easy-to-use platform, and 24-hour customer support. Also, consider if the cryptocurrency exchange allows purchasing Monero with your preferred payment methods, such as a credit or debit card, another cryptocurrency, or a bank transfer. Monero , like most other cryptocurrencies, can be purchased in a variety of ways. Since trading is all about using contracts  that only use XMR value to power the deals, you will need to use fiat currencies to fund your account. Post-registration and KYC clearance, you will need to head over to the deposit option of your broker to see what payment methods are supported.

As soon as the seller receives the cash they&#8217;ll send the Monero to your wallet. If you&#8217;re going to use this payment method, only transact with trusted sellers. After purchasing Bitcoin on CEX you should send it to your Bitcoin wallet on Binance and then trade it for Monero.  If none of that sounds like something you want to do there is a third option.
<div style='border: grey solid 1px;padding: 14px;'><h3>Monero and the complicated world of privacy coins &#8211; TechTarget</h3><p>Monero and the complicated world of privacy coins.</p><p>Posted: Mon, 24 Jan 2022 08:00:00 GMT [<a href='https://www.techtarget.com/searchsecurity/news/252512394/Monero-and-the-complicated-world-of-privacy-coins' rel="nofollow">source</a>]</p></div>
And other popular digital currencies, you can be ready to open a position much faster. You do not need a digital wallet or an account with an exchange. In fact, all you need to trade via CFDs is an account with a leveraged trading provider. Is like the way traditional bank transfers work, except for the bank account address, which is replaced with a Monero address. Unlike other cryptocurrencies such as Bitcoin, Monero has an untraceable transaction history. This function offers users a much safer network in which their held units are less likely to be rejected or banned by other users. Super secure and convenient crypto wallet available anywhere at anytime.

It offers adequate support to learn the best way to buy Monero and other crypto assets. You will be handing over your money to a platform and their security weaknesses can mean your assets and money being wiped off. Always look into the type of securities and safety features being offered by a platform. 2FA, multi-sig wallets, how many assets are in the platform’s hot wallets can make all the difference. Regulations are also important as it forces the platforms to comply with different rules that protect your investments and rights. Ripple is originally designed as a day to day payment system, so it is much more powersafe than Bitcoin. As the results, the transactions are much quicker and cheaper.

Born as a fork of Bytecoin , XMR overgrown its ancestor and become a regular of CoinMarketCap’s top-50. Monero price is highly volatile – if you open any XMR price chart you’ll see, that it’s diving deep and rocket-flies significantly. However, it’s still one of the most popular coins due to its incredible privacy. Inherited from the Bytecoin CryptoNight algorithm in December 2019 gave way to the RandomX – algorithm, which cut off the ASIC mining. And in May 2020 developers’ team implemented the Zk-SNARKS test, which improved Monero transactions in terms of speed, anonymity, and efficiency. Broadening one&#8217;s investment portfolio may aid crypto traders in a variety of ways, including not just helping to protect one&#8217;s digital assets, but also increasing investment flow. You just need to choose two currencies, one available on your account balance and one you want to receive.
<ul><li>After entering the code, you will see that your email has been confirmed and you can log into your account.</li><li>73% of millionaires have already invested in cryptocurrencies or will invest in them before the year 2022, and XMR may be among them.</li><li>Millions have profitably invested in Monero, but a lot of newbies have a hard time figuring out how to buy it.</li><li>That&#8217;s the way cash is and for many people that&#8217;s the main benefit of Monero XMR, that they can use it as a cash replacement.</li><li>This unique cryptocurrency pioneered multiple technologies to accomplish this critical task.</li></ul>
Users can buy Monero on many cryptocurrency exchanges either directly through fiat currencies such as the US dollar or through other cryptocurrencies. There are numerous exchanges you can register that support buying and selling of Monero. Just as selecting the right broker is crucial for trading crypto, having the right crypto exchange for buying and selling XMR is important. Apart from a reliable and reputable exchange, you should also look at their trading fee structure and any charges on deposit/withdrawal. Though fees can affect your decision on selecting an exchange, balance it with the security levels provided. Cryptocurrency exchanges are the best option for purchasing Monero for long term investment. However, most exchanges are centralised and a hot favourite for scammers and hackers due to the large number of different cryptocurrencies stored within their wallets.

They have a good reputation for security and are one of the more reliable exchanges in the market. You can buy Monero with fiat currencies, such as USD, and also with other cryptocurrencies.Visit a cryptocurrency exchange Bitcoin.com Exchange. The best way of protecting Monero is by storing your crypto assets on a hardware wallet. The XMR hardware wallet can prevent hackers from accessing your crypto assets against all kinds of threats. So, let’s learn how to trade Monero, exchange your coins, and store them on a hardware wallet. If you know how to buy Monero, selling Monero will not be a big deal for you. You can use the same crypto exchange platform to sell your XMR for cash or other crypto assets such as Bitcoin, Ethereum, Stellar, etc. It is one of the safest and fastest ways to purchase cryptocurrencies with your Debit Card, Credit Card and PayPal account.
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="304px" alt="best place to buy monero"/>
Any exchange worth its salt will walk you through the entire process from start to finish. You can either sell your XMR tokens at the current market price or, depending on the platform, set your own price. Read more about <a href="https://www.beaxy.com/market/btc/">butcoin to usd</a> here. You can also trade your XMR tokens for more popular crypto like BTC or ETH and then convert that to fiat currency. Buying XMR with a credit card, debit card or VISA is not enough &#8211; you have to find a secure place to store it &#038; protect your Monero from hackers. That’s where the most secure hardware crypto wallets come into play. It is easy to buy and sell Monero no matter where you are in the world. As long as cryptocurrencies are legal in your country, you can choose from a wide range of platforms and start trading and investing in Monero within the next few minutes.
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='402px'/></a>]]></content:encoded>
					
					<wfw:commentRss>https://wifibowling.com/how-to-buy-monero-xmr-with-paypal-credit-card-in/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>How do I set Stop Loss and Take Profit when placing an order?</title>
		<link>https://wifibowling.com/how-do-i-set-stop-loss-and-take-profit-when/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=how-do-i-set-stop-loss-and-take-profit-when</link>
					<comments>https://wifibowling.com/how-do-i-set-stop-loss-and-take-profit-when/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 23 May 2022 15:17:32 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://wifibowling.com/?p=1823</guid>

					<description><![CDATA[ContentNot the answer you&#8217;re looking for? Browse other questions tagged stocks trading or ask your own questionHow to place a limit orderHow to Place a Spot Trailing Stop Order? In an attempt to help minimize potential costs, you set your trail to 5%. Your stop price will always remain 5% above MEOW’s lowest price. These [&#8230;]]]></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">Not the answer you&#8217;re looking for? Browse other questions tagged stocks trading or ask your own question</a></li><li><a href="#toc-1">How to place a limit order</a></li><li><a href="#toc-2">How to Place a Spot Trailing Stop Order?</a></li></ul></div>
In an attempt to help minimize potential costs, you set your trail to 5%. Your stop price will always remain 5% above MEOW’s lowest price. These three basic order types can  be combined to create more complex orders, such as stop-limit and market-if-touched. Learn more about trailing stop-loss orders, along with examples of setting a trailing stop and how to use them on our Next Generation trading platform. Note that a stop limit order would have prevented this scenario &#8211; e.g. sell when it goes lower than $15 but at a price no lower than $14. Of course, someone has to be willing to buy at $14 which may not have been the case if the stock did not come back.
<div style='border: black solid 1px;padding: 13px;'><h3>Stop-loss order: An effective way to limit the loss by stock&#8217;s price fall  Mint &#8211; Mint</h3><p>Stop-loss order: An effective way to limit the loss by stock&#8217;s price fall  Mint.</p><p>Posted: Fri, 27 May 2022 07:00:00 GMT [<a href='https://www.livemint.com/market/stock-market-news/stoploss-order-an-effective-way-to-limit-the-loss-by-stock-s-price-fall-11653625433375.html' rel="nofollow">source</a>]</p></div>
Any tick-sensitive instruction can be entered at the trader&#8217;s option, for example buy on downtick, although these orders are rare. In markets where short sales may only be executed on an uptick, a short–sell order is inherently tick-sensitive. A trailing stop-limit order is similar to a <a href="https://www.beaxy.com/market/btc/">https://www.beaxy.com/market/btc/</a> trailing stop order. Instead of selling at market price when triggered, the order becomes a limit order. When the price limit is reached the open position will close to prevent further losses. A trailing stop has been set up to trail the market price 30 points below the market order.
<h2 id="toc-0">Not the answer you&#8217;re looking for? Browse other questions tagged stocks trading or ask your own question</h2>
A sell stop limit is a conditional order to a broker to sell the stock when its price falls up to a specific price – i.e., stop price. A sell stop price has two price components – i.e., a stop price and a limit price. A stop price is a price at which the limit order to sell is activated, whereas the limit price is the lowest price that the trader is willing to accept. A buy stop limit is used to purchase a stock if the price hits a specific point. It helps traders control the purchase price of stock once they’ve determined an acceptable maximum price per share. A stop price and a limit price are then set once the trader specifies the highest price they are willing to pay per stock. The stop price is a price that is above the market price of the stock, whereas the limit price is the highest price that a trader is willing to pay per share. A stop-limit order provides greater control to investors by determining the maximum or minimum prices for each order. When the price of the stock achieves the set stop price, a limit order is triggered, instructing the market maker to buy or sell the stock at the limit price.
<div style="display: flex;justify-content: center;"><blockquote class="twitter-tweet"><p lang="en" dir="ltr">Trailing Stop Loss vs Trailing Stop Limit CRYPTO CRYPTO NEWS &#8211; <a href="https://t.co/aRzADGcRYE">https://t.co/aRzADGcRYE</a> <a href="https://t.co/V9o2npZ5e6">pic.twitter.com/V9o2npZ5e6</a></p>&mdash; Crypto Crypto News (@CryptoCryptoNe3) <a href="https://twitter.com/CryptoCryptoNe3/status/1448663657408204800?ref_src=twsrc%5Etfw">October 14, 2021</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
A standard sell-stop order is triggered when an execution occurs at or below the stop price. When this occurs, a market order to sell is sent to the marketplace and your position will be closed out at the next available price. To better understand how stop orders work, it&#8217;s helpful to think of the stop price as a trigger. For example, once an execution occurs at your designated trigger price, your stop order becomes a market order to buy or sell that stock at the prevailing market price. Stop orders are inactive, and hidden to the other market participants, until the trigger price is reached. The Charles Schwab Corporation provides a full range of brokerage, banking and financial advisory services through its operating subsidiaries. Its broker-dealer subsidiary, Charles Schwab &#038; Co., Inc. , offers investment services and products, including Schwab brokerage accounts. Its banking subsidiary, Charles Schwab Bank, SSB , provides deposit and lending services and products. Access to Electronic Services may be limited or unavailable during periods of peak demand, market volatility, systems upgrade, maintenance, or for other reasons. A stop order is an order to buy or sell a stock at the market price once the stock has traded at or through a specified price (the &#8220;stop price&#8221;).
<h2 id="toc-1">How to place a limit order</h2>
There are several actions that could trigger this block including submitting a certain word or phrase, a SQL command or malformed data. Trailing Delta is the percentage of movement in the opposite direction that you are willing to tolerate. The Trailing Delta ranges from 0.1% to 20.0% by placing the rate manually in the “Trailing Delta” field. Alternatively, options such as “1%” or “2%” etc., are available for quick selection. The market&#8217;s highest/lowest price must reach or exceed the activation price in order to meet the condition. You are now leaving the TD Ameritrade Web site and will enter an unaffiliated third-party website to access its products and its posted services. The third-party site is governed by its posted privacy policy and terms of use, and the third-party is solely responsible for the content and offerings on its website. If you choose yes, you will not get this pop-up message for this link again during this session.
<ul><li>A trailing stop limit order is designed to allow an investor to specify a limit on the maximum possible loss, without setting a limit on the maximum possible gain.</li><li>For example, if an investor specifies the validity period to be one day, the order will expire at the end of the market session if it is not triggered.</li><li>Upon reaching the trailing stop loss level, this type of order creates a market order .</li><li>A stop loss that is too tight will usually result in a losing trade, albeit a small one.</li></ul>
FXCM Markets Limited (&#8220;FXCM Markets&#8221;) is incorporated in Bermuda as an operating subsidiary within the FXCM group of companies (collectively, the &#8220;FXCM Group&#8221; or &#8220;FXCM&#8221;). FXCM Markets is not required to hold any financial services license or authorization in Bermuda to offer its products and services. A fixed trailing stop is very similar to dynamic, except it will only trail in fixed increments of pips. So rather than having a stop trail every 0.1 pips like the dynamic trialing stop, you can have it trail every 10 pips, 20 pips, 50 pips, etc. FXCM is a leading provider of online foreign exchange trading, CFD trading and related services. Trade your opinion of the world&#8217;s largest markets with low spreads and enhanced execution. To ride a short-term trend, you can trail with 20-period MA, 2 ATR, etc.
<h2 id="toc-2">How to Place a Spot Trailing Stop Order?</h2>
Stop orders are similar to market orders; they are orders to buy or sell an asset at the best available price. However, these orders are only processed if the market reaches a specific price. A single order is either a buy order or a sell order, and that will have to be specified regardless of the type of order being placed. Every order type detailed below can be used to buy and sell securities. Both buy orders and sell orders can be used either to enter or exit a trade. If a trade is entered with a buy order, then it will be exited with a sell order. If a trade is entered with a sell order, the position will be exited with a buy order. In order to exit a trade at an exact price, rather than the next available market price, you would need to set up a guaranteed stop-loss order. Read more about <a href="https://www.beaxy.com/exchange/btc-usd/">1btc to dollar today</a> here. The right investing strategy, coupled with trailing stops, can be extremely profitable.
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='401px'/></a>
The values of the bid and offer prices used in this calculation may be either a local or national best bid and offer. When the stop price is reached, the stop order becomes a market order. An order is an instruction to buy or sell on a trading venue such as a stock market, bond market, commodity market, financial derivative market or cryptocurrency exchange. These instructions can be simple or complicated, and can be sent to either a broker or directly to a trading venue via direct market access. Decide on the trailing stop loss percentage where you’ll exit the trade. If the stock trades at the $27.20 stop price or higher, your order activates and turns into a limit order that won&#8217;t be filled for more than your $29.50 limit price. You want to buy a stock that&#8217;s trading at $25.25 once it starts to show an upward trend. You don&#8217;t want to overpay, so you put in a stop-limit order to buy with a stop price of $27.20 and a limit of $29.50.
<h2 id="toc-3">Trailing stop</h2>
Two days after you have placed your order, the price of the Wall Street Index suddenly drops lower from 32,420 to 32,259. A standard stop loss order doesn’t fully protect you from gapping or slippage, but  GSLOs do. A binary option is a type of options contract in which the payout will depend entirely on the outcome of a&#8230; A stop order is an order placed to either buy above the market or sell below the market at a certain&#8230; Determine significant support and resistance levels with the help of pivot points. Our gain and loss percentage calculator quickly tells you the percentage of your account balance that you have won or lost.
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/pages/pageIntroduction/introduction.jpg" width="309px" alt="stop vs stop limit vs trailing stop"/>
This was because it got back into the stock market too quickly after the technology bubble crash. They also found that the stop-out periods were relatively evenly spread over the 54 year period they tested. This shows you that the stop-loss was not just triggered by a small number of large market movements . Cash would be moved back into the stock market once the 10% fall in the stock market was recovered (the 10% stop-loss was recovered). When a 10% loss was exceeded the portfolio was sold and the cash invested in long term US government bonds. The paper looked at the application of a simple stop-loss strategy applied to an arbitrary portfolio strategy in the US markets over the 54 year period from January 1950 to December 2004. DTTW<img src="https://s.w.org/images/core/emoji/15.0.3/72x72/2122.png" alt="™" class="wp-smiley" style="height: 1em; max-height: 1em;" /> is proud to be the lead sponsor of TraderTV.LIVE<img src="https://s.w.org/images/core/emoji/15.0.3/72x72/2122.png" alt="™" class="wp-smiley" style="height: 1em; max-height: 1em;" />, the fastest-growing day trading channel on YouTube.

A buy-stop order is a type of stop-loss order that protects short positions; it is set above the current market price and is triggered if the price rises above that level. A stop order, also referred to as a stop-loss order, is an order to buy or sell a stock once the price of the stock reaches a specified price, known as the stop price. A buy stop order is entered at a stop price above the current market price. Investors generally use a buy stop order in an attempt to limit a loss or to protect a profit on a stock that they have sold short. A sell stop order is entered at a stop price below the current market price. Investors generally use a sell stop order in an attempt to limit a loss or to protect a profit on a stock that they own. For example, a trader has bought stock ABC at $10.00 and immediately places a trailing stop sell order to sell ABC with a $1.00 trailing stop (10% of its current price). After placing the order, ABC does not exceed $10.00 and falls to a low of $9.01. The trailing stop order is not executed because ABC has not fallen $1.00 from $10.00.]]></content:encoded>
					
					<wfw:commentRss>https://wifibowling.com/how-do-i-set-stop-loss-and-take-profit-when/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>One Moment While We Securely Connect You To Kraken</title>
		<link>https://wifibowling.com/one-moment-while-we-securely-connect-you-to-kraken/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=one-moment-while-we-securely-connect-you-to-kraken</link>
					<comments>https://wifibowling.com/one-moment-while-we-securely-connect-you-to-kraken/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 28 Apr 2022 08:38:34 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://wifibowling.com/?p=1526</guid>

					<description><![CDATA[The first two were due to events involving Tesla and Coinbase, respectively, whilst the latter. Tesla’s announcement that it had acquired 1.5 billion U.S. dollars’ worth of the digital coin as well as the IPO of the U.S.’ biggest crypto exchange fueled mass interest. The world’s most well-known cryptocurrency, however, suffered a notable correction in [&#8230;]]]></description>
										<content:encoded><![CDATA[The first two were due to events involving Tesla and Coinbase, respectively, whilst the latter. Tesla’s announcement that it had acquired 1.5 billion U.S. dollars’ worth of the digital coin as well as the IPO of the U.S.’ biggest crypto exchange fueled mass interest. The world’s most well-known cryptocurrency, however, suffered a notable correction in April after speculation on government regulation. Another reason, according to experts, was an electricity blackout in the Xinjiang region in China. This unexpected development led to a decline in the Bitcoin hashrate &#8211; how many Bitcoins are being mined – and potentially spooked investors into selling their assets. According to a 2020 research based off IP addresses from so-called hashers that used certain Bitcoin mining pools, more than half of all the Bitcoin mining occurred in China.
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">  <div itemProp="name"><h2>What will be the price of bitcoin in 2021?</h2></div>  <div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">      <div itemProp="text"><p>Bitcoin (BTC) price again reached an all-time high in 2021, as values exceeded over 65,000 USD in February 2021, April 2021 and November 2021.</p></div>  </div></div>
A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes. The people with the most bitcoins are more likely to be using it for illegal purposes, the survey suggested. 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. Any client with a notional size above this limit is at risk of having their cryptocurrency positions reduced.
<h2>Btc = 37,924 45 Usd</h2>
You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy. One bitcoin can be divided into up to eight decimal places, with constituent units called satoshis. Most fiat currencies can only be divided into two decimal places for everyday use. The cryptocurrency does display some attributes of a fiat currency system, however.
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="304px" alt="price of bitcoin in dollars"/>
In countries that accept it, you can buy groceries and clothes just as you would with the local currency. Only bitcoin is entirely digital; no one is carrying actual bitcoins around in their pocket. We are thrilled to announce becoming the first European cryptocurrency exchange that was granted regulatory approval to operate in Canada. IG International Limited is licensed to conduct investment business and digital asset business by the Bermuda Monetary Authority.
<h2>Bitcoins Energy Consumption</h2>
Daily funding 7 days a week &#8211; pay 0.0694% when long, receive 0.0137% when short. The offers that appear in this table are from partnerships from which Investopedia receives compensation. Investopedia does not include all offers available in the marketplace. &#8220;Risks and Vulnerabilities of Virtual Currency Cryptocurrency as a Payment Method,&#8221; Page 23. Throughout much of its history, speculative interest has been the primary driver of Bitcoin&#8217;s value. Bitcoin has exhibited the characteristics of a bubble with drastic price run-ups and a craze of media attention. This is likely to decline as Bitcoin continues to see greater mainstream adoption, but the future is uncertain. Another theory is that Bitcoin does have intrinsic value based on the marginal cost of producing one bitcoin. Fiat currency is issued by a government and not backed by any commodity, but rather by the faith that individuals and governments have that others will accept that currency. In other words, the value of a currency is a measure of its demand and its ability to stimulate trade and business within and outside an economy.
<div style="display: flex;justify-content: center;"><blockquote class="twitter-tweet"><p lang="en" dir="ltr">The Block Subsidy model was first developed by <a href="https://twitter.com/PermabullNino?ref_src=twsrc%5Etfw">@PermabullNino</a> and shows simple multiples of the Thermocap as a measure of monetary premium.<a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> is currently trading at 16x the cumulative cost of production (monetary premium above ag mining cost).<a href="https://t.co/F16Qh5sO6e">https://t.co/F16Qh5sO6e</a> <a href="https://t.co/sbL4jf2O60">pic.twitter.com/sbL4jf2O60</a></p>&mdash; _Checkmate <img src="https://s.w.org/images/core/emoji/15.0.3/72x72/1f511.png" alt="🔑" class="wp-smiley" style="height: 1em; max-height: 1em;" /><img src="https://s.w.org/images/core/emoji/15.0.3/72x72/26a1.png" alt="⚡" class="wp-smiley" style="height: 1em; max-height: 1em;" /><img src="https://s.w.org/images/core/emoji/15.0.3/72x72/1f9ac.png" alt="🦬" class="wp-smiley" style="height: 1em; max-height: 1em;" /><img src="https://s.w.org/images/core/emoji/15.0.3/72x72/1f30b.png" alt="🌋" class="wp-smiley" style="height: 1em; max-height: 1em;" /> (@_Checkmatey_) <a href="https://twitter.com/_Checkmatey_/status/1521608258909351941?ref_src=twsrc%5Etfw">May 3, 2022</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
It is a decentralized digital currency that is based on cryptography. As such, it can operate without the need of a central authority like a central bank or a company. It is unlike government-issued or fiat currencies such as US Dollars or Euro in which they are controlled by the country’s central bank. The decentralized nature allows it to operate on a peer-to-peer network whereby users are able to send funds to each other without going through intermediaries. Bitcoin price again reached an all-time high in 2021, as values exceeded over 65,000 USD in February 2021, April 2021 and November 2021.
<h2>Dow Jones Network</h2>
Instant Buy Buy crypto with your credit or debit card in a few clicks. Mobile App Buy, sell, earn and exchange crypto anywhere and anytime. Deposit crypto to our exchange and trade with deep liquidity and low fees. However, if you physically lose <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin price</a> your hardware wallet without a key phrase backup, there is no other way of recovering your funds ever. As such when setting up your hardware wallet, always remember to keep a copy of the key phrase and put it somewhere safe from fire or flood.

Market cap is the total value of a cryptocurrency, and is calculated by multiplying the price of the cryptocurrency with the number of coins in circulation. The amount of tokens or coins circulating can be viewed as an indicator of a coin’s demand. As with any investment, price is where it starts and ends for investors. Pricing is highly volatile in cryptocurrency, but viewed over time can give investors an idea of how a given coin’s value has gone up over time. 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. Given that Bitcoin was the first cryptocurrency to surface in the market, the other digital currencies that emerged are referred to as altcoins.
<h2>People Also Ask: Other Questions About Bitcoin</h2>
Performance also differs, as a centralized database is able to compute information faster than blockchains. Bitcoin can be purchased through a digital marketplace, through which you can fund your account with your currency of choice, and place an order on the open market. Bitcoins can be transferred from a bitcoin exchanges to one of many bitcoin wallets, ranging from online options to ‘cold storage’. Whoever successfully unlocks the next block is rewarded with a set number of bitcoin known as “block rewards” and gets to add a number of transactions to the new block. They also earn any transaction fees attached to <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> 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. Over 2018, the entire crypto market plunged into what is now known as the “crypto winter” – a yearlong bear market. To be sure, only a minority of bitcoin miners and bitcoin exchanges have said they will support the new currency. They are in favor of smaller bitcoin blocks, which they say are less vulnerable to hacking. On the other side are the miners, who want to increase the size of blocks to make the network faster and more scalable.
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'/></a>
These currency charts use live mid-market rates, are easy to use, and are very reliable. 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. These are the highest points the exchange rate has been at in the last 30 and 90-day periods. The CEX.IO mobile app offers you more simple ways to exchange your crypto for fiats in the shortest time.]]></content:encoded>
					
					<wfw:commentRss>https://wifibowling.com/one-moment-while-we-securely-connect-you-to-kraken/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Calculate profit with ROI calculator</title>
		<link>https://wifibowling.com/calculate-profit-with-roi-calculator/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=calculate-profit-with-roi-calculator</link>
					<comments>https://wifibowling.com/calculate-profit-with-roi-calculator/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 07 Apr 2022 11:09:10 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://wifibowling.com/?p=10972</guid>

					<description><![CDATA[ContentBitcoin Profit CalculationCreative Ways to Make a Winning Home Offer, According to Real Estate Experts The notional value calculation of a futures contract determines the value of the assets underlying the futures contract. In order to do so, the size of the contract is multiplied by the price per unit of the commodity represented by [&#8230;]]]></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">Bitcoin Profit Calculation</a></li><li><a href="#toc-1">Creative Ways to Make a Winning Home Offer, According to Real Estate Experts</a></li></ul></div>
The notional value calculation of a futures contract determines the value of the assets underlying the futures contract. In order to do so, the size of the contract is multiplied by the price per unit of the commodity represented by the spot price. Mainstream companies across multiple industries took interest — and in some cases themselves invested in — cryptocurrency and blockchain in 2021. AMC, for example, announced last year it would accept Bitcoin payments. Fintech companies like PayPal and Square are also betting on crypto by allowing users to buy on their platforms. Tesla accepts Dogecoin payments and continues to go back and forth on its acceptance of bitcoin payments, though the company holds billions in crypto assets. U.S officials have shown a particular interest in stablecoin regulation, especially following the recent Terra Luna crash. In May, crypto markets went into a freefall that led stablecoins TerraUSD to depeg from the dollar, which in turn, caused its linked cryptocurrency Luna to crash as well. As of a result, many Terra and Luna investors saw their investments vanish in a matter of days.
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='402px'/></a>
This calculator allows you to check how much bitcoin is currently worth in dollars or other traditional currencies. Binance Coin is a form of cryptocurrency that you can use to trade and pay fees on Binance, one of the largest crypto exchanges in the world. In theory, this means Tether’s value is supposed to be more consistent than other cryptocurrencies, and it’s favored by investors who are wary of the extreme volatility of other coins. Say, for example, you want to buy Bitcoin on Binance.US, one of the low-fee leaders among crypto exchanges. Compare cryptocurrency exchanges by fees, fiat currencies and deposit methods to find the right fit for your needs.
<h2 id="toc-0">Bitcoin Profit Calculation</h2>
Basically, this Bitcoin Profit Calculator is a tool which shows you that at a majority of occasions, if you were to invest in Bitcoin, you’d have made a significant profit. If you enter ”2” in the leverage field and enter ”800” in the cost/margin field, your position size will be calculated as 1600 (800×2). Since its launch in 2017, Binance Coin has expanded past merely facilitating trades on Binance’s exchange platform. Now, it can be used for trading, payment processing or even booking travel arrangements. We offer the ability to trade bitcoin futures contracts, much like we offer futures contracts for gold, corn, crude oil, etc. The Global X Blockchain &#038; Bitcoin Strategy ETF is an actively managed fund that launched in November 2021. BITS splits its holdings between Bitcoin futures contracts and indirect holdings in blockchain companies. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups.

Once you’ve mined a block, you are now in possession of bitcoin. It has been extracted and is now set to be put into circulation on the blockchain. When you see the rooms full of miners and what not, this is all part of a largescale or industrial operation where they are mining several BTC per day. Creative miners in cold areas can use the heat generated by miners to heat their houses in the winter. If the heat generated by miners will partly replace your normal heating costs, it can be another way to save money and improve your chances of profitability.
<h2 id="toc-1">Creative Ways to Make a Winning Home Offer, According to Real Estate Experts</h2>
Finder.com provides guides and information on a range of products and services. Because our content is not financial advice, we suggest talking with a professional before you make any decision. We size up the 2 largest stablecoins on the crypto market – Tether and USD Coin – to see how they compare. Keep your investments small, and never put crypto investments above any other financial goals like saving for retirement and paying off high interest debt.

Digital Trust Company is a passive, non-discretionary custodian that does not provide, promote, endorse, or sell investment products. An engineer has created this simple Bitcoin calculator to show investors how much they would have earned had they decided to invest at a particular time. Yes, Binance US charges a fee, however, it is the lowest fee charged with 0.02% to 0.10% as purchase and trading fees and 3% to 4.5% for debit card purchases. Leveraged tokens have leverage of 1.25x to 4x, giving traders the chance to profit more during market swings without risking liquidation. When it comes to commission structures, Binance stands apart from the rest. Binance transaction fee is based on volume, and it even offers additional savings if you use its own cryptocurrency, Binance Coin . Chances are less that a crypto beginner might be reading this, but if you are, check out this crypto lingo for a better understanding of this fascinating world of computer coins. Chances are you’ll find a dedicated mining calculator at CryptoRival, as they have a calculator for over 100 cryptocurrencies. These Bitcoin folks believe that BTC is the ultimate digital asset and that sooner or later, all cryptocurrencies will fade out, leaving the original, undisputed king at last–Bitcoin.
<h2 id="toc-2">Binance Fees: Futures Fees</h2>
Set the range on the Braiins calculator for whatever timeframe is appropriate, between 6 and 60 months. A commodity futures contract is an agreement to buy or sell a commodity at a set price and time in the future. A carrying charge market is a futures market where long-maturity contracts have higher future prices, <a href="https://www.beaxy.com/faq/beaxys-guide-to-sending-wire-transactions/">https://www.beaxy.com/faq/beaxys-guide-to-sending-wire-transactions/</a> relative to current spot prices. Futures are financial contracts obligating the buyer to purchase an asset or the seller to sell an asset at a predetermined future date and price. Value at risk is the amount of an investor’s portfolio that is at risk—or subject to loss related to a particular market.

CoinDesk journalists are not allowed to purchase stock outright in DCG. Free Binance Futures profit &#038; liquidation calculator – You can use our calculator below to calculate the PNL and the liquidation price for your positions on Binance Futures. Buying cryptocurrency doesn’t grant you ownership over anything except the token itself; it’s more like exchanging one form of currency for another. If the crypto loses its value, you won’t receive anything after the fact.
<h2 id="toc-3">Start your calculation</h2>
The factors that go into supply and demand, however, can be somewhat complicated. These include how much Bitcoin mining costs, how many other cryptocurrencies there are, regulations, internal governance, and its availability. To get a more accurate figure, your Bitcoin calculator should also ask about any fees you paid, including gas used for Bitcoin transactions. The current block number is taken to be length of the current longest blockchain as given . The number of days until the first difficulty adjustment is taken to be the ETA estimate provided byblockexplorer.com. Subsequent increases are assumed to occur regularly according to the specified interval. Since difficulty changes occur every 2016 blocks, the interval in days you choose for difficulty adjustments implies a rate at which new blocks are solved. The reward for solving blocks (e.g., 25 BTC) is adjusted over the time horizon according to the Bitcoin protocol. The rapid increase in the price of Bitcoin encouraged more investors and initiated an annual boom period on the market.
<div style='border: black solid 1px;padding: 10px;'><h3>Bitcoin Vs. Gold: Which Is The Better Inflation Hedge? &#8211; Bankrate.com</h3><p>Bitcoin Vs. Gold: Which Is The Better Inflation Hedge?.</p><p>Posted: Wed, 16 Mar 2022 07:00:00 GMT [<a href='https://www.bankrate.com/investing/bitcoin-or-gold-better-inflation-hedge/' rel="nofollow">source</a>]</p></div>
Simple to use library that takes care of all your bitcoin conversions. To check Bitcoin price live in the fiat currency of your choice, you can use Crypto.com’s converter feature in the top right corner of this page. You can use Bitcoin to send money to anyone via the Internet with no middleman. Check live rates, send money securely, set rate alerts, receive notifications and more. Our currency rankings show that the most popular Bitcoin exchange rate is the XBT to USD rate. Minimum and maximum trade amounts will be dependent on the coin / pair and can be previewed before entering in a trade amount. Sign up for an account in minutes to buy crypto using credit card or bank transfer. Bitcoin conversion rate Data are provided ‘as is’ for informational purposes only and are not intended for trading purposes.

We recommend dealing directly with miners to get discounted cryptocurrency. Once you’ve established an idea of the profitability of your cryptocurrency business, do not waste time, start your journey to financial success and independence now. This calculator estimates the profitability and return on investment of purchasing a Bitcoin Teller Machine . To find total and annual returns, all you have to do is enter the starting value in U.S. dollars of your crypto holdings and the ending amount. This investment tool will automatically update and deliver your results.
<ul><li>Research all aspects of a cryptocurrency before you invest your very real dollars to find one that best fits your interest.</li><li>The reward for solving blocks (e.g., 25 BTC) is adjusted over the time horizon according to the Bitcoin protocol.</li><li>Miners can also use long term price averages to calibrate their expectations of revenue and profit using more general historical price tools (e.g., 200-day moving average).</li><li>While most other similar options charge management fees of 2% or more, Haru doesn’t charge any.</li></ul>
Miners can also use long term price averages to calibrate their expectations of revenue and profit using more general historical price tools (e.g., 200-day moving average). 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. Read more about <a href="https://www.beaxy.com/glossary/all-or-none-order-aon/">all or none order</a> here. Haru Invest takes care of all the monitoring for you with algorithms combined with automatic investments based on those algorithms. The algorithms monitor the Bitcoin market 24/7, automatically finding you potential earning opportunities.
<div style='border: grey solid 1px;padding: 15px;'><h3>Bitcoin Jumps Back Above $37000 As Cryptocurrencies Rally &#8211; Bankrate.com</h3><p>Bitcoin Jumps Back Above $37000 As Cryptocurrencies Rally.</p><p>Posted: Fri, 04 Feb 2022 08:00:00 GMT [<a href='https://www.bankrate.com/investing/bitcoin-price-cryptocurrency-february-4-2022/' rel="nofollow">source</a>]</p></div>
The low industrial electricity cost is the reason Genesis Mining is set up in Iceland. Put simply, mining validates your transactions and controls whatever goes up on the blockchain. And because it’s profitable, there are huge mining farms running tailored equipment earning substantial money from it. Best of all, you can start investing with Haru Invest with just $10 and don’t have to meet any strict requirements. The block subsidy is only one part of the full block reward paid to miners who win each block. Transaction fees for spends included in the block are also paid. Like price and hashrate, transaction fees paid per  block vary significantly over time as network use and spend sizes vary. A Bitcoin mining calculator allows you to determine how much can you profit from a certainBitcoin miner.
<div style="display: flex;justify-content: center;"><blockquote class="twitter-tweet"><p lang="en" dir="ltr">He has been traveling to spread the word about Bitcoin and spoke to developers in 2013. Later he expanded his horizons of knowledge and linked Bitcoin with a calculator and a future blockchain to a smartphone. The idea was to make its general use in all <a href="https://twitter.com/hashtag/blockchain?src=hash&amp;ref_src=twsrc%5Etfw">#blockchain</a> networks</p>&mdash; ultraGenius  Get Hired In web3 (@ultrageniusclub) <a href="https://twitter.com/ultrageniusclub/status/1545762814337241088?ref_src=twsrc%5Etfw">July 9, 2022</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>]]></content:encoded>
					
					<wfw:commentRss>https://wifibowling.com/calculate-profit-with-roi-calculator/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>PNC Bank Wire Transfer Fees and Instructions</title>
		<link>https://wifibowling.com/pnc-bank-wire-transfer-fees-and-instructions/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=pnc-bank-wire-transfer-fees-and-instructions</link>
					<comments>https://wifibowling.com/pnc-bank-wire-transfer-fees-and-instructions/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 07 Apr 2022 09:58:21 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://wifibowling.com/?p=1837</guid>

					<description><![CDATA[ContentPNC Bank international wire transferHow long does it take for a wire transfer with PNC?What types of transfers can I make with PNC Bank?Let us help you save money on your next loan Fidelity accounts are currently compatible2 with PayPal, Venmo, Square, Apple Pay, Google Pay, and Samsung Pay. Most ACH bank transfers and other [&#8230;]]]></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">PNC Bank international wire transfer</a></li><li><a href="#toc-1">How long does it take for a wire transfer with PNC?</a></li><li><a href="#toc-3">What types of transfers can I make with PNC Bank?</a></li><li><a href="#toc-4">Let us help you save money on your next loan</a></li></ul></div>
Fidelity accounts are currently compatible2 with PayPal, Venmo, Square, Apple Pay, Google Pay, and Samsung Pay. Most ACH bank transfers and other EFT payments are processed without any extra fees for customers, but check with your bank to make sure. Move money between your DCU accounts and accounts you own at other financial institutions – either as a one-time transaction or on a recurring basis. If you’re thinking about opening an account  with PNC bank and transferring money, we’ve covered everything you need to know plus the pros and cons of this financial institution in this guide. Drawbacks of wire transfers include the fees, information and effort required to send the funds, and that the exchange of funds is usually irreversible.
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">  <div itemProp="name"><h2>How do I transfer money to someone else&#8217;s bank account?</h2></div>  <div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">      <div itemProp="text"><p><ol><li>A wire transfer is a safe way to transfer money from one bank to another.</li><li>Using money transfer apps, you can send money to someone else&apos;s bank account using the funds from your bank account, debit card, or credit card.</li><li>Similar to mobile transfer apps, online payment systems are quick, easy, and inexpensive.</li></ol></p></div>  </div></div>
Zak’s focus is in breaking down technical concepts into approachable nuggets of information. Before diving into all things crypto, Zak contributed to Finder’s money transfers vertical. Choose from personal savings and checking accounts with minimal deposit requirements. If you submit a transfer request after the daily cutoff time, it will be debited from the source account on the second business day following the request date. Please note that all external transfers requested during the weekend, up until the Sunday cutoff time, will be debited from the source account on Monday. However, your wireless carrier may charge you for text messaging services.
<h2 id="toc-0">PNC Bank international wire transfer</h2>
You will notice the routing number is the first nine at the bottom of the check. The following check image will help you locate routing number in your check. Your account number and Bank Routing number can be found at the bottom of your checks. The transaction only takes a few minutes, but the other person also has to be enrolled in Zelle.

Bankrate follows a strict editorial policy, so you can trust that our content is honest and accurate. The content created by our editorial staff is objective, factual, and not influenced by our advertisers. Founded in 1976, Bankrate has a long track record of helping people make smart financial choices. We’ve maintained this reputation for over four decades by demystifying the financial decision-making process and giving people confidence in which actions to take next. We are an independent, advertising-supported comparison service. To use the new person-to-person service, customers simply need to have access to standard text messaging capabilities. With the introduction of Virtual Wallet in 2008, PNC made a commitment to make banking easier for the next generation of banking customers. Consumer payment habits are definitely changing as of lately. A study by Firethorn found that 59 percent of consumers said that they are interested in using their mobile devices to pay for items. Using the right SWIFT code is important to make sure a payment headed to your account can arrive quickly and safely.
<h2 id="toc-1">How long does it take for a wire transfer with PNC?</h2>
However, if you don’t have a check or bank statement, your best bet is to find your PNC bank routing number online. It’s no surprise that you may not have a checkbook or printed monthly statements. With the advent of online banking and mobile banking, not everyone keeps a checkbook or printed bank statements on hand. You can transact without having to write a check while viewing all your bank statements online.

Chase isn’t responsible for (and doesn&#8217;t provide) any products, services or content at this third-party site or app, except for products and services that explicitly carry the Chase name. Many consumers have accounts at more than one bank and sometimes need to transfer money from one account to one at a different bank. After deciding on speed, cost and what sending options you have, you’re ready to make a money transfer. Matthew Goldberg is a consumer banking reporter at Bankrate. Matthew has been in financial services for more than a decade, in banking and insurance. Many people have switched to secure digital wallets like PayPal, Venmo, Zelle, and mobile payment methods to avoid exposing bank details.
<h2 id="toc-2">PNC Bank wire transfer instructions</h2>
You can get a better deal and quicker transfer with other online money transfer companies. Before you choose how you’ll make your next transfer, compare your options with our top picks for domestic money transfers. Find business accounts, point-of-sale payment solutions, business cards, lending options and lines of credit, foreign exchange services and other small business banking services. Receive and send transfers in US dollars and foreign currency through Pinnacle. Account to another financial institution), funds are typically available in the external account two to three business days after you initiate the transfer. International wire transfer is one of the fastest ways to receive money from foreign countries. Banks use SWIFT network for exchanging messages required for performing international wire transfer. Usually, the receiving bank and the sending bank need to have a direct arrangement in place to start the swift transfer – this is sometimes referred to as correspondent banking. Once your external account is added, PSECU will send a small amount of money to the other financial institution to begin the verification process.
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a>
To learn more about relationship-based ads, online behavioral advertising and our privacy practices, please review Bank of America Online Privacy Notice and our Online Privacy FAQs. Select the account you want to transfer From and then the account you want to transfer To. It’s banking made easier, with the Bank of America Mobile Banking App right at your fingertips. I offer real world experience to readers on how to save and smartly spend money.
<h2 id="toc-3">What types of transfers can I make with PNC Bank?</h2>
Routing numbers are used in the banking sector to identify banks, credit unions, and other financial institutions. They help facilitate the smooth processing of checks and ensure that money is sent and received accurately between financial institutions. Track your money transfer transactions via the bank’s mobile banking and Virtual Wallet apps, or through the online banking app. Follow up on your international delivery by calling the branch where you made the transaction. PNC Bank doesn’t list any maximum limits for domestic or international transfers, but there is a $100 minimum limit when sending an international wire transfer.

Fill out the form at the bank and let the employee know whether you’re going to send a domestic or international wire transfer. The wire transfer routing number for PNC Bank actually varies depending on where the closest branch is located. It’s best to use the Find Your Routing Number feature they’ve provided for their customers to find out your routing number. The beneficiary account number can be found by accessing your PNC bank account online or via the PNC Bank app. Looking for information on international wire transfers to or from Ally Bank in the US? To deposit a paper check into a Fidelity account, you can upload a photo of the check to the Fidelity Mobile App, or deposit it directly at a local Fidelity investor center.
In this case they can take up to 5 working days to arrive. People have lost six figures or even seven figures in a wire transfer gone wrong in the past. For example, Citibank mistakenly wired $500 million, and a judge ruled they can’t get it back! Thus, you must know how to locate and use the correct PNC Bank ACH routing number. Just like your home address helps online retailers know where to ship your package, routing numbers help banks trace where incoming transfers originated. It also tells where outgoing bank transfers should be deposited in.

This service is only available in select markets – elsewhere fees of 40 – 45 USD + exchange rate markups apply. The rate you find on Google is the mid-market exchange rate – the one banks and currency services access when they trade currencies on global markets. However, banks usually add a markup to this rate when they offer a quote to customers for international payments or other foreign currency transactions. This markup might be called a margin or a spread – but whatever it’s called it’s an extra fee which can be hard to spot. Otherwise, your funds will be deposited in the wrong place. You can transfer money between your Wells Fargo checking and savings accounts and accounts you may have at other U.S. financial institutions. Wells Fargo gives you flexibility, convenience, and control to transfer funds where and when you need it. Simply sign on to Wells Fargo Online to access transfers, and click Add Non-Wells Fargo Accounts to get started. Yes, and they’re actually quite high compared to other banks.
<div style="display: flex;justify-content: center;"><blockquote class="twitter-tweet"><p lang="en" dir="ltr">PNC Bank question: International Wire Transfer. Any suggestion how to wire transfer money from my account to a Germ &#8211; <a href="http://t.co/Sqv6zVueNa">http://t.co/Sqv6zVueNa</a></p>&mdash; HelpOwl.com (@helpowl) <a href="https://twitter.com/helpowl/status/309335653613723649?ref_src=twsrc%5Etfw">March 6, 2013</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
The person you are sending money to may have to pay something, depending on their bank&#8217;s policies. ACH transfer through a bank’s bill pay or using an online application payment service such as Paypal, Zelle, Venmo, or other similar service. The only real danger of a wire transfer is that it is essentially irreversible once sent. Wire transfers deliver almost instantaneously and they will reliably arrive in the account you specified. This can be a problem if you provided the wrong information or if you were deceived by the receiving party. Wire transfers can only be completed by the initiating party, so a wire transfer will never take money from your account or compromise your information without your action. Chase&#8217;s website and/or mobile terms, privacy and security policies don&#8217;t apply to the site or app you&#8217;re about to visit. Please review its terms, privacy and security policies to see  how they apply to you.
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="305px" alt="how to wire money pnc"/>
Replacing a current payment method on a loan requires the setup of a recurring payment. The setup of recurring payments from external accounts are not permitted on Visa®s or past-due loans. In regards to past-due loans, with the exception of Visas, once they are brought current, you may replace its current payment method with a recurring external account transfer. There are several other ways you can transfer money into or out of a Fidelity account, including through paper checks and third-party payment apps like PayPal and Venmo.
<div style='border: black dotted 1px;padding: 14px;'><h3>PNC Bank Business Checking Plus Account Review 2022 &#8211; The Motley Fool</h3><p>PNC Bank Business Checking Plus Account Review 2022.</p><p>Posted: Wed, 18 May 2022 07:00:00 GMT [<a href='https://www.fool.com/the-ascent/small-business/business-checking/pnc-bank-business-checking-plus-review/' rel="nofollow">source</a>]</p></div>
Keep in mind your bank might have a weekday deadline for wire transfers, and they can’t be sent on weekends or bank holidays. A wire transfer is one of the fastest ways to transfer money electronically from one person to another through a bank or a nonbank provider such as Wise, formerly TransferWise. Read more about <a href="https://www.beaxy.com/faq/beaxys-guide-to-sending-wire-transactions/">usaa wire transfer time</a> here. If you have any doubts, you can use any of the methods described above to confirm the bank domestic wire transfer number or the SWIFT code. To slash the cost, use wire transfers for urgent transfers only and ACH transfers for your everyday non-urgent transactions. For the same reason, you’ll find states that have more than one routing number. For instance, Alabama has five routing numbers, Florida has two, and Georgia has four. Pennsylvania has the most complicated PNC bank routing numbers, up to six!. It’s because PNC Bank acquired several small financial institutions in these states. All the financial institutions had their own routing numbers at the time of the merger or acquisition. Instead of overhauling the already established financial infrastructure, mergers and acquisitions are added to the existing PNC bank infrastructure, and routing numbers are retained.
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">  <div itemProp="name"><h2>What info do I need to wire money?</h2></div>  <div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">      <div itemProp="text"><p>When sending a domestic bank wire, you will need to provide the recipient&apos;s name, address, bank account number, and ABA number (routing number).</p></div>  </div></div>
It’s like adding a zipcode to your letter before you mail it. Alternative specialist providers like Wise, OFX and Western Union may be able to get your money where it needs to be faster and for a lower overall fee. Also, if you opt out of online behavioral advertising, you may still see ads when you log in to your account, for example through Online Banking or MyMerrill. These ads are based on your specific account relationships with us. We&#8217;re sorry we weren&#8217;t able to send you the download link. Please try again, or use your mobile device to get the app from its app store. If you don&#8217;t see an app for your device, you may still be able to access our mobile website by typing bankofamerica.com in your  mobile web browser. Finding the correct number is more difficult if you opened your account online or in any state with multiple routing numbers. If your account number has less than ten digits, just add zeros in front of the account number until you have a total of ten digits.

There are several methods for wiring money, and you may want to consider each method carefully to find out which type of wire transfer is best for your financial needs or situation. Wire transfers can make sending money to other people or businesses convenient. Transfers can be done both domestically as well as internationally. PNC Bank international wire transfer fees vary based on whether you are sending or receiving funds. Your state-based routing numbers are only useful for sending and receiving ACH <a href="https://www.beaxy.com/market/btc/">https://www.beaxy.com/market/btc/</a> transfers. That’s why they are sometimes called ACH ABA routing numbers. Unlike smaller banks, large national banks, like PNC Bank, use a different routing number for domestic wire transfers and a SWIFT code to process international wires. Some banks offer free wire transfers, and others waive fees for certain accounts. Fidelity, for example, offers free incoming and outgoing domestic and international wire transfers in U.S. dollars, and HSBC offers holders of Premier accounts a free transfer option.
<ul><li>Once you’ve connected your external account, be sure to enable that account for payments.</li><li>To be able to receive funds through international wire transfers you must provide the following details to the transferring financial institution.</li><li>International wire transfers usually take two business days, but depending on the destination and when you send the transfer, it can take up to five days.</li><li>Bankrate is compensated in exchange for featured placement of sponsored products and services, or your clicking on links posted on this website.</li></ul>
How much are PNC Bank’s wire transfer fees and how do you send a wire transfer through PNC Bank? Now that mobile check deposit has become common within mobile banking apps, you can often write and deposit a check from the comfort of your home. Keep in mind that checks are not an instant form of money transfer. It may take a few business days for the check to be deposited and to clear, during which time it will be listed as a pending transaction in the deposit account.
<div style="display: flex;justify-content: center;"><blockquote class="twitter-tweet"><p lang="en" dir="ltr">PNC Bank question: International Wire Transfer. Any suggestion how to wire transfer money from my account to a Germ &#8211; <a href="http://t.co/Sqv6zVueNa">http://t.co/Sqv6zVueNa</a></p>&mdash; HelpOwl.com (@helpowl) <a href="https://twitter.com/helpowl/status/309335653613723649?ref_src=twsrc%5Etfw">March 6, 2013</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
Some financial institutions, like Comerica, let you send a recurring wire transfer for a few dollars less per transfer. However, international transfers take longer, are sent through ACH payments and can cost up to $45 – expensive for a money transfer service. If you want to see what other services send money overseas, check out this table and compare cheaper options. You can receive funds to your PNC Bankaccount from any bank within USA using domestic wire transfer. You need to provide the following details to sender of the funds who will initiate the domestic wire transfer through his/her financial institution. From paper checks to mobile apps, you have plenty of choices when transferring money between bank accounts. Before you choose the method that’s right for you, review transfer times, fees and transfer limits—you’ll be more likely to get your money where it needs to go on time. Overall, you may end up paying quite a bit for both domestic and international wire transfers, especially if you go to the bank and have someone assist you with it. However, when it comes to international transfers, you will find lower fees, fairer exchange rates, and faster transfer times by using a specialist money transfer operator. Our comparison tool will provide a real-time breakdown of the best money transfer provider for you.]]></content:encoded>
					
					<wfw:commentRss>https://wifibowling.com/pnc-bank-wire-transfer-fees-and-instructions/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Bitcoin To Usd</title>
		<link>https://wifibowling.com/bitcoin-to-usd/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=bitcoin-to-usd</link>
					<comments>https://wifibowling.com/bitcoin-to-usd/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 28 Jan 2022 17:35:53 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://wifibowling.com/?p=1721</guid>

					<description><![CDATA[Bitcoin cash came out of left field, according to Charles Morris, a chief investment officer of NextBlock Global, an investment firm with digital assets. But while fraudulent credit-card purchases are reversible, bitcoin transactions are not. True to its origins as an open, decentralized currency, bitcoin is meant to be a quicker, cheaper, and more reliable [&#8230;]]]></description>
										<content:encoded><![CDATA[Bitcoin cash came out of left field, according to Charles Morris, a chief investment officer of NextBlock Global, an investment firm with digital assets. But while fraudulent credit-card purchases are reversible, bitcoin transactions are not. 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. Are gaining mainstream acceptance and the value is constantly fluctuating. Many brokers have seen it as an opportunity to provide their clients with a volatile asset to trade with. IG Group was the first broker to offer Bitcoin option trading. At TradeRush, Bitcoin is offered as a currency pair, with the Bitcoin/USD rate being the most popular pair. Bitcoin is defined by a chain of digitally signed transactions. The creation of each individual Bitcoin comes from mining, which stems from a reward mechanism for miners verifying transactions on Bitcoin’s blockchain.
<ul><li>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.</li><li>So the reliable crypto exchange should maintain the KYC checks and verify customers’ identity to prevent possible frauds.</li><li>This chapter details the fundamentals of technology behind Bitcoin network.</li><li>Using a blockchain ensures security and manages digital relationships as part of a system of record.</li><li>If you’re a CEX.IO customer, you just need a debit card or credit card.</li></ul>
But go by its recent boom — and a forecast by Snapchat&#8217;s first investor, Jeremy Liew, that it will hit a bitcoin price of $500,000 by 2030 — and nabbing even a fraction of a bitcoin starts to look a lot more enticing. Each bitcoin has a complicated ID, known as a hexadecimal code, that is many times more difficult to steal than someone&#8217;s credit-card information. And since there is a finite number to be accounted for, there is less of a chance bitcoin or fractions of a bitcoin will go missing. A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes. The people with the most bitcoins are more likely to be using it for illegal purposes, the survey suggested. In countries that accept it, you can buy groceries and clothes just as you would with the local currency. Only bitcoin is entirely digital; no one is carrying actual bitcoins around in their pocket. Fabio Panetta said the unregulated crypto market posed a risk to financial stability and policymakers should not leave it unchecked.
<h2>Barron&#8217;s      When Will Coinbase Stock Hit Bottom? Jpmorgan Sees Bigger Losses Ahead</h2>
The metaverse leapt into the spotlight this year, but is it ready for mainstream acceptance? Insider dives into 7 popular virtual worlds to find out. Fidelity Investments will introduce the bitcoin option later this year, becoming the largest 401 provider to offer crypto.
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a>
At the start of 2017, Bitcoin finally broke $1,000 again and kicked off a bull run phase. Prices doubled to $2,000 in mid-May and then skyrocketed to over $19,000 by December. By the end of 2019, Bitcoin’s price was back down to $7,200. Once you’ve learned the lingo, accepted the risk, and met your other financial priorities, you’ll need to actually buy in.
<h2>Bitcoin Price Btc</h2>
The process for buying Bitcoin is the same as the process for buying any other altcoin. Bitcoin’s high point of the year so far remains in the earliest days of January, when it nearly hit $48,000. In that same month, Bitcoin also hit its six-month low as it dipped below $34,000. Bitcoin has lost 40% of its value since its Nov. 10 all-time high above $68,000. Minutes from the Fed’s March meeting last week showed the agency’s plan to shrink its balance sheet by $95 billion each month to combat inflation. The latest inflation report shows consumer prices rose by 8.5% from a year ago — the largest surge since 1981.
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">  <div itemProp="name"><h2>Is bitcoin safe and legal?</h2></div>  <div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">      <div itemProp="text"><p>Bitcoin is not illegal in the U.S. How you can buy it, what services and exchanges you can use and what you can use it for might depend on which state you are in, however.</p></div>  </div></div>
On 1 August 2017 bitcoin split into two derivative digital currencies, the bitcoin chain with 1 MB blocksize limit and the Bitcoin Cash chain with 8 MB blocksize limit. In January 2014, Zynga announced it was testing bitcoin for purchasing in-game assets in seven of its games. That same month, 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 July 2013, a project began in Kenya linking bitcoin with M-Pesa, a popular mobile payments system, in an experiment designed to spur innovative payments in Africa. Satoshis) to each of two different addresses on the network. Within hours, the transaction was spotted, the bug was fixed, and the blockchain was forked by miners using an updated version of the bitcoin protocol. Since the blockchain was forked below the problematic transaction, the transaction no longer appears in the blockchain used by the Bitcoin network today.
<h2>Is Bitcoin A Real Currency? An Economic Appraisal</h2>
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. Is the most widely used digital currency, driven by the ease of transaction and the incentives to mine. This chapter details the fundamentals of technology behind Bitcoin network.
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">  <div itemProp="name"><h2>How do I get Bitcoins?</h2></div>  <div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">      <div itemProp="text"><p>Bitcoin can&#8217;t be purchased through your bank or investing firm yet — though some organizations are working toward that possibility in the future. For now, you&#8217;ll have to go through a cryptocurrency trading platform to exchange your U.S. dollars for Bitcoin or other digital currencies.</p></div>  </div></div>
Right after that you’ll have the desired coins or tokens on your CEX.IO account. So if you want to withdraw them, you can do it any time by using different payment instruments. Say, if you need to send funds to your card, you can exchange crypto for fiats . The most simple way to do so is using the Instant Sell <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoins to dollar</a> in the CEX.IO mobile app. By using this feature you can easily convert Bitcoins to USD, for example, and send the proceeds right to your card. Finance analytics believe that there are a few main drivers that affect BTC and most altcoins. The strongest one is probably the global adoption and popularity.

Many exchanges let you to leave your investment within your account, which is easiest for most beginners. But if you want to further secure your digital assets, you can transfer them into a hot or cold wallet. 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 users predict 94% of all bitcoins will have been released by 2024.

The Bitcoin/USD volatility can easily reach 100%, the most volatile exchange rate. While the model risk related to the binary option was discussed in a previous chapter, the case of Bitcoin/USD is even more relevant. In a strongly inefficient and incomplete market, option pricing does not fit the classic risk-neutral theory. Thus, the market maker will always have superior information especially in the case or digital options for retail customers that do not have the means or knowledge to check the real prices. With a good pool of customers, good marketing, and option prices that would imply a high mark-up, the digital options market is a sure profit-taking operation. The customer loses money from the moment he clicks on the bet and his losses are amplified by the volatile nature of Bitcoin. With the release of version 0.3 of the Bitcoin client, information about the digital currency spread throughout the internet. An article published on a popular technology portal presented the project to a wider audience, thanks to which the BTC/USD exchange rate increased by 900% within 5 days, reaching the price of 8 cents.

Bitcoin has a much more extensive track record compared to other cryptos, though it’s still in its relative infancy compared to the 200+ year history of the U.S. stock market. You only get one unique key to access your wallet, which means you need to be extra careful about not losing your key or having it stolen. Don’t share your private key with anyone, just like you wouldn’t share your Social Security number or your debit card PIN. Maintaining strong passwords that you update regularly and not using the same password for multiple accounts will make you less vulnerable to hacks and scams. Bitcoin is a good place for beginner crypto investors to start, according to the experts we’ve talked to. But you shouldn’t invest in Bitcoin just because others are doing it. More than anything, know what kind of investor you are and buy Bitcoin only in a way that works with your long-term investment strategy. News Corp is a global, diversified media and information services company focused on creating and distributing authoritative and engaging content and other products and services. Bitcoin jumped early Tuesday but then turned lower, failing to sustain support after the nation&#8217;s largest provider of 401 plans said it would eventually let investors put money into bitcoin if it&#8217;s okay with their employers.
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/pages/pageHome/calc-bullit-second.webp" width="309px" alt="bitcoins to dollar"/>
It’s more secure, but if you forget your password or lose the device, you could lose access to your money forever. Investors should continue to hold and not worry about the fluctuations. No matter if crypto is going up or down, the best thing you can do is to not look at it. Set it and forget it like you would any traditional long-term investment account. If you let your emotions get in the way, you could sell at the wrong time, or you might make the wrong investment decision. Bitcoin has shown as steady a rise in value over the years as any other cryptocurrency on the market, so it’s only reasonable for Bitcoin investors to be curious about how high it can ultimately go. Using a blockchain ensures security and manages digital relationships as part of a system of record. Bitcoin can be purchased through a digital marketplace, through which you can fund your account with your currency of choice, and place an order on the open market.

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 <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> by 23% to $37 as the event occurred before recovering to previous level of approximately $48 in the following hours. Exchanges act as the most important third-party intermediary by serving as the gateway for newcomers to step into the Bitcoin world and supporting payment transactions of the users. However, this exchange market continues to puzzle the Bitcoin enthusiasts. Many users may prefer to deposit their Bitcoins in a large exchange for the benefit of lesser fees and better services, but they least expect the underlying risks mentioned in this chapter.
<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>&mdash; Sandra Hinshelwood (@Hinshelwood_S) <a href="https://twitter.com/Hinshelwood_S/status/1500670073534570501?ref_src=twsrc%5Etfw">March 7, 2022</a></blockquote><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
The order calls for government agencies to create a plan to regulate cryptocurrency, and to consider a government-issued central bank digital currency. Based on those principles, the cryptocurrency market — which now consists of thousands of cryptocurrencies — has grown to a valuation of more than $2 trillion. While Bitcoin has the longest record for investors to consider, it’s no less volatile. These are the average exchange rates of these two currencies for the last 30 and 90 days. The new software has all the history of the old platform; however, bitcoin cash blocks have a capacity 8 megabytes. 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. In this paper, I examine whether bitcoin should be considered a currency, an issue that has drawn increasing attention from market regulators concerned about the tax, insurance, and other consequences of how bitcoin is treated legally. I argue that bitcoin does not behave much like a currency according to the criteria widely used by economists. Instead, bitcoin resembles a speculative investment similar to the Internet stocks of the late 1990s.

Bitcoin was designed and created by an anonymous programmer, or possibly group of programmers, by the name of Satoshi Nakamoto. Data are provided &#8216;as is&#8217; for informational purposes only and are not intended for trading purposes. Data may be intentionally delayed pursuant to supplier requirements. 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. &#8220;A group of miners who didn&#8217;t like SegWit2x are opting for this new software that will increase the size of blocks from the current 1 megabyte to 8,&#8221; Morris told Business Insider.]]></content:encoded>
					
					<wfw:commentRss>https://wifibowling.com/bitcoin-to-usd/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
	</channel>
</rss>
