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	<title>Bellevue CPAs &#187; Forex Trading</title>
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		<title>Bitcoin Btc Price Analysis</title>
		<link>http://bellevuecpas.com/2020/06/bitcoin-btc-price-analysis/</link>
		<comments>http://bellevuecpas.com/2020/06/bitcoin-btc-price-analysis/#comments</comments>
		<pubDate>Wed, 10 Jun 2020 22:03:57 +0000</pubDate>
		<dc:creator><![CDATA[adminjian]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[While you’ll have to determine which technical trading tools fit into your trading “toolbelt,” Fibonacci retracement trading is undoubtedly worth a look. Trading is something that has underpinned economies for centuries – likely since the beginning of time. (They’re still very much in the infancy stage.) And while they share many commonalities, there are also [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>While you’ll have to determine which technical trading tools fit into your trading “toolbelt,” Fibonacci retracement trading is undoubtedly worth a look. Trading is something that has underpinned economies for centuries – likely since the beginning of time. (They’re still very much in the infancy stage.) And while they share many commonalities, there are also some differences. Understanding where they’re similar and where they’re unique will help you make smart findings in your analysis.</p>
<p>Instead, you’re trying to understand what’s supporting the valuation. Using this analysis, you can determine whether the data says the crypto is underpriced or overpriced at the moment. Price broke bullish market structure at $63,400 forming a clear downtrend. Lower highs continue to form on the daily chart where an attempt to close above is quickly batted away by sellers.</p>
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" width="306px%" alt="technical analysis of bitcoin"/></p>
<p>And if you use these same principles, you can expect to get positive results. Crypto doesn’t always follow the tends <a href="https://www.youtube.com/results?search_query=forex+strategy">forex strategy</a> that the charts suggest . Thus, TA is one tool in the tool box, fundamental another, quantitative another, etc.</p>
<h2>Bitcoin Weakens Structural Support, Hinting At A Crash To $30,000</h2>
<p>But both inevitably suffer from limitations, such as unexpected and sudden regulatory moves targeting cryptocurrencies; the industry often labels these as FUD . Bitcoin has had an eventful 2022 so far and it is only <a href="https://bigbostrade.com/">https://bigbostrade.com/</a> two months into the year. While mostly recording downtrends in these past two months, there have been some&#8230; In their simplest form, trend lines are single lines connecting multiple high or low price points.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px%" alt="technical analysis of bitcoin"/></p>
<p>A continuation of this bounce seems plausible considering the consolidative nature of the big crypto. BTC remains stuck between two crucial levels with no sign of directional bias. The immediate support area that prevented a steep correction seems to be getting weaker with every retest, indicating that a breakthrough to the downside is likely. Just be careful since the 100 SMA is above the 200 SMA to suggest that buyers might still have the upper hand. To top it off, Stochastic has plenty of room to climb before reaching the overbought zone, so bulls could stay in the game a while longer.</p>
<h2>Btcusd Chart</h2>
<p>For example, if Bitcoin were ranging between $53,000 and $57,000, $53,000 would be support, and $57,000 would be resistance. If the token’s price broke below support, that would be a bearish signal, while breaking above resistance would be bullish. The effect of the moving average is to smooth the price movement so that the longer-term trend becomes less volatile and therefore more obvious. When the price rises above the moving average, it indicates that investors are becoming bullish on the commodity. When the price falls below, it indicates a bearish commodity.</p>
<p>Both fundamental and technical analysis seek to predict price movements using different approaches. Developed in the 1970s, the MACD is a momentum-based technical indicator  used by a large portion of the trading population. By showing the relation between two moving averages of an asset’s price, it reflects the momentum of trends.</p>
<h2>Get Free Cryptocurrency</h2>
<p>It may sound complicated, but popular TA platforms like TradingView allow you to chart Fibonacci retracements with just a couple of clicks. Broadly speaking, investors want to buy when markets are low so they can sell higher at some point in the future, and thus make a profit. Conducting technical analysis before entering a position is one way to try to identify price levels that might be considered low. TheMoving Averageis the average price of the security or contact for the Period shown.</p>
<p>On top of that, the chart usually contains a variety oftechnical analysis indicators. The most popular are support and resistance levels, trend-lines, Relative Strength Index , Fibonacci retracement levels. Some key level analysts look for support and resistance levels, with support acting as a floor at the bottom of the current price range and resistance acting as a ceiling above it.</p>
<p>A low NVT ratio suggests a good buy as it means the tokens are not overvalued compared to network usage. Using one or more of those analysis types can then help offer insight into a coin that wouldn’t be immediately apparent. Technical analysis can be described as a different school of thought than Fundamental Analysis . Since the above is true, it can help to plot everything on a chart to get a quick and simple visual of potential paths the price might follow.</p>
<ul>
<li>It can be time-consuming to get an in-depth understanding of a project, especially smaller projects where this information isn&#8217;t publicly available.</li>
<li>For additional disclosures related to the SoFi Invest platforms described above, including state licensure of Sofi Digital Assets, LLC, please visit /legal.</li>
<li>When both prices and the A/D line move upward, the bullish sentiment is likely to continue.</li>
<li>Looking at the moving averages, both the 10-day and 25-day moving averages continued to intertwine with one another, without showing any clear directional path.</li>
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<p>On this week’s episode of “The Market Report,” Cointelegraph’s resident experts discuss which Terra-based coins have the most potential. Another way to prevent getting this page in the future is to use Privacy Pass. You may need to download version 2.0 now from the Chrome Web Store. Rather, use TradingView and its in-built RSI indicator to ease your trading process. He emphasized that “As the Bollinger Band is very stretched,” bitcoin could potentially enjoy significant upside. And when techniques are deployed poorly or unpredictable factors dominate the market significantly, TA becomes anything but helpful.</p>
<p>The more points that connect on the same line, the stronger the trend might be. Alerts are triggered using the same delayed data as shown on this page. Barchart is committed to ensuring digital accessibility for individuals with disabilities. <a href="https://bigbostrade.com/calculators/">Forex Trading Calculators</a> We are continuously working to improve our web experience, and encourage users to Contact Us for feedback and accommodation requests. SafeMoon price has lagged in its recovery, and lately, the uptrend seems to be going slowly.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px%" alt="technical analysis of bitcoin"/></p>
<p>I&#8217;ve made several publications on why the +.382 Fibonacci extension roughly&#8230; In my most recent BTC analysis I talked about my short-term view on BTC. In this analysis, I want to focus more on the longer term price action which we can expect on the coming months. Seeing that the macro economic environment is more likely to worsen instead of getting&#8230;</p>
<h2>Ta: Bitcoin Shows Recovery Signs And Could Rally Above $40k</h2>
<p>AFP via Getty Images Bitcoin prices have been trading within a reasonably well defined range, a state they have continued to experience for several weeks. Fundamental analysts think the price doesn’t always reflect true fundamentals—if, for example, not everything about a project is widely known by traders. And when that piece of information becomes more widely known, that may impact the price. Investors tend to use FA when making a decision about putting money into a project over a relatively long period of time, on the assumption that the markets will reward robust projects. In traditional markets, a lot of information about companies is either not public or reported only quarterly. In crypto, it’s possible to evaluate projects based on real-time on-chain metrics, which may include hash rates, transaction volumes, the ownership distribution among wallets and their movements.</p>
<p>This is an indicator of trend reversal and when MACD fell below the Signal Line, the bearish divergence set in and the price fell by a substantial margin. It shows how the A/D Line supports the bullish sentiment and the recent surge in the stock’s price follows the template. If prices increase while the A/D line faces a downtrend, it reflects the high selling pressure in the market. This means the asset is likely to break down and face a bearish reversal . The A/D line measures the flow of money into and out of an asset.</p>
<p>The 100 SMA is still above the 200 SMA to confirm that bullish pressure is present while Stochastic has plenty of room to climb before indicating exhaustion among buyers. Find the approximate amount of currency units to buy or sell so you can control your maximum risk per position. Learn how to trade forex in a fun and easy-to-understand format. From basic trading terms to trading jargon, you can find the explanation for a long list of trading terms here. Though there are different kinds of charts — such as line charts and bar charts — candlestick charts are one of the most effective.</p>
<p>For that reason and others like taxes, they prefer to invest long-term and just HODL. Will we finally see a sustained movement in price this weekend? ETH briefly fell below this support, slipping to an intraday low of $2,534.69 earlier in the session, however as it has in sessions passed, this floor held firm, bouncing to a high of $2,664.56. BTC/USD started the day around the $39,300 region, before falling to an intraday low of $38,347.43, which then was followed by a high of $40,081.68. ✝ To check the rates and terms you qualify for, SoFi conducts a soft credit pull that will not affect your credit score.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Ethereum was once again trading close to its support of $2,550 on Saturday, as crypto markets continue to consolidate. Following strong gains on Tuesday, BTC and ETH have both mainly traded sideway&#8230; <a href="https://twitter.com/hashtag/cryptocurrency?src=hash&amp;ref_src=twsrc%5Etfw">#cryptocurrency</a> <a href="https://t.co/mNsdLIWPw7">https://t.co/mNsdLIWPw7</a></p>
<p>&mdash; inCryptoo (@incryptoo_com) <a href="https://twitter.com/incryptoo_com/status/1502751402745024513?ref_src=twsrc%5Etfw">March 12, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>A trader expects the price will go up and is willing to put their funds as collateral. Often, support and resistance levels are price points that are neatly round in USD terms, such as $15,000 or $65,000. A price point like $17,484 is too psychologically random to become a support or resistance <a href="https://www.investopedia.com/articles/forex/11/why-trade-forex.asp">forex</a> level. The information provided is not meant to provide investment or financial advice. Investment decisions should be based on an individual’s specific financial needs, goals and risk profile. Advisory services offered through SoFi Wealth, LLC. SoFi Securities, LLC, member FINRA / SIPC.</p>
<h2>What Is Bitcoin?</h2>
<p>Bitcoin remained in a bearish zone below $39,000 against the US Dollar. BTC could recover only if it manages to clear the $40,000 resistance zone. While bitcoin&#8217;s cloud breakout points to more gains ahead, heightened geopolitical risk calls for tight stop loss on all crypto positions, one observer said. For additional disclosures related to the SoFi Invest platforms described above, including state licensure of Sofi Digital Assets, LLC, please visit /legal. Information related to lending products contained herein should not be construed as an offer or pre-qualification for any loan product offered by SoFi Lending Corp and/or its affiliates. The inverse of this pattern can also happen and is thought to be bearish.</p>
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