{"id":1610,"date":"2022-06-30T07:01:40","date_gmt":"2022-06-30T07:01:40","guid":{"rendered":"https:\/\/repurater.com\/?p=1610"},"modified":"2024-12-23T12:51:44","modified_gmt":"2024-12-23T12:51:44","slug":"former-cerner-and-meditech-healthcare-it-leader","status":"publish","type":"post","link":"https:\/\/repurater.com\/?p=1610","title":{"rendered":"Former Cerner and MEDITECH Healthcare IT Leader, Steve McDonald, Joins Pivot Point Consulting as Executive Partner"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"605px\" alt=\"what is the pivot point\"\/><\/p>\n<p><p>It allows traders to follow the market and also uses the prior day\u2019s trading action to guess the current day\u2019s action. It is the same as woodie\u2019s formula; they use the previous day\u2019s close  price and central pivot range to calculate the levels. Basically, pivot points were revealed by floor traders who worked in the equity and commodities markets. While starting the trading they have used previous days high, low, and close prices to determine the pivot for the present-day trading. A pivot point simply represents the average of an asset\u2019s price high, price low, and it\u2019s closing price during a specific <a href=\"https:\/\/www.topforexnews.org\/investing\/what-is-the-best-way-to-invest-your-money\/\">what is the best way to invest your money<\/a> market period. This is often viewed on an hourly or daily charting timeframe but traders can use any periodic time interval when trading based on pivot point analysis.<\/p>\n<\/p>\n<p><p>If market prices are trading above pivot point levels, the outlook for sentiment is bullish (positive) and traders are likely to target the next level of resistance. If market prices are trading below pivot point levels, the outlook is bearish (negative) and traders are likely to target the next level of support to the downside. Additionally, pivot points provide horizontal support and resistance levels across a period like a trading day. Fibonacci retracements yield diagonal dynamic levels that respond to ongoing price swings. While both indicate areas of interest on a chart, pivot points are optimized for intraday range trading while Fibonacci levels are better suited for broader directional moves.<\/p>\n<\/p>\n<p><p>A new pivot high with a price that remains above the resistance line suggests a breakout into  an uptrend. A new pivot low with a price that remains below the support line suggests a breakout into a downtrend. During these periods of price consolidation, trend lines can be drawn on the boundaries of the pivot highs (resistance line) and lows (support line) to show price patterns. Pivots are essential for seeing when the trend changes in the opposite direction. A downtrend will have a series of lower highs and lower lows, and a downtrend line is drawn on the pivot highs.<\/p>\n<\/p>\n<p><h2>Which pivot points are best for intraday?<\/h2>\n<\/p>\n<p><p>There is no need to guess where to put a stop or make predictions on the future direction of price. A rectangle, or channel pattern, appears when both support and resistance lines are horizontal, as seen in both Figures 3 and Figure 5. A triangle pattern is seen when one or both of the lines are slanted, as seen in Figures 4 and 5.<\/p>\n<\/p>\n<p><h2>The Importance of Pivot Points in Trading<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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width=\"604px\" alt=\"what is the pivot point\"\/><\/p>\n<p><p>Floor traders originally used a pivot point to establish important price levels, and those are now used by many traders. After analyzing data from the stock\u2019s historical price, a pivot point is used as a guide for how the price may move. Pivot points are particularly useful in short-term trading, where the goal is to capitalize on small price movements.<\/p>\n<\/p>\n<p><p>Traders may set buy orders just above a pivot point level if the trend is bullish or sell orders just <a href=\"https:\/\/www.day-trading.info\/what-is-a-shakeout-the-shakeout-run-what-is-it-and\/\">What is a shakeout<\/a> below if the trend is bearish. However, the support and resistance levels are then calculated using Fibonacci retracement levels (38.2%, 61.8%, and 100%) around the pivot point. This is calculated as explained above, using the high, low, and closing price of the previous trading period.<\/p>\n<\/p>\n<p><h2>Is there any other context you can provide?<\/h2>\n<\/p>\n<p><p>Buy when the price rises above a pivot level and sell when it falls below. Using pivot points effectively involves integrating them with other market indicators and trends, especially in day trading for short-term predictions. Camarilla Pivot Point indicator systems were first introduced to the financial markets in the 1980s by Nicolas Scott. These trading systems were based on concepts that are similar to Woodies because pivot prices are based on prior-day closing prices. Remember, this is in contrast to the Standard Pivot Point system, which is based on just two price levels for resistance and two for pivot support.<\/p>\n<\/p>\n<ol>\n<li>She is looking forward to bringing her training and experience to Pivot Point.<\/li>\n<li>With pivot points, forex traders typically use the same method for calculating them.<\/li>\n<li>I have over 30 years of experience working directly with children with special needs.<\/li>\n<li>For instance, the price might briefly break through a pivot level, causing a trader to open a position, only to quickly reverse and move in the opposite direction.<\/li>\n<li>Additionally, pivot points provide horizontal support and resistance levels across a period like a trading day.<\/li>\n<li>After acquiring the pivot levels, the trader can focus on the market trend for the day.<\/li>\n<\/ol>\n<p><p>Place your stop loss above the pivot point level in a bearish trade and beneath the level in a bullish trade. In our trade example, stop loss order should be located below the pivot point level, as seen in the EUR\/USD chart below. At this point, you\u2019re waiting for a price reversal at the pivot point level. Your trading signal comes when either the MACD or RSI gives you a signal in the direction of the rejection. As seen in the image below, a buy signal is made when there\u2019s a confirmation from both the RSI and MACD.<\/p>\n<\/p>\n<p><h2>How Accurate Is the Pivot Point Trading Strategy?<\/h2>\n<\/p>\n<p><p>Due to their popularity, the overuse of pivot points makes them self-fulfilling prophecies, leading to crowded trades and potential reversals when too many traders rely on the same levels. If more traders use the same methodology, in this case, pivot points, the accuracy of the same starts decreasing as the traders become prone to manipulation and stop hunts. Intraday traders prefer pivot points because they provide <a href=\"https:\/\/www.forex-world.net\/blog\/trading-plattform-5-best-trading-platforms-and\/\">Trading plattform<\/a> significant potential support and resistance levels throughout the day. Having key levels identified ahead of time allows intraday traders to plan ahead, set alerts, and be ready to react swiftly to price-reaching pivots.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='563' height='311' src='https:\/\/www.youtube.com\/embed\/FnCh3vLI2IU' frameborder='0' alt='what is the pivot point' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>Therefore, they will typically provide levels to watch for compared to pivots or pivot points. To get a wrap of what support and resistance levels are in the market, let us refresh our mind briefly on a basic economic principle \u2013 demand and supply. While pivot points can provide insight into potential future price movements, they are unable to predict major market changes. Fibonacci pivot points are a variation of the standard pivot points that integrate Fibonacci levels. The central pivot point (P) is calculated in the same way as the standard pivot point.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='568' height='310' src='https:\/\/www.youtube.com\/embed\/4gV9VB3Ka1o' frameborder='0' alt='what is the pivot point' allowfullscreen><\/iframe><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>It allows traders to follow the market and also uses the prior day\u2019s trading action to guess the current day\u2019s action. It is the same as woodie\u2019s formula; they use the previous day\u2019s close price and central pivot range to calculate the levels. Basically, pivot points were revealed by floor traders who worked in the [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"footnotes":""},"categories":[19],"tags":[],"class_list":["post-1610","post","type-post","status-publish","format-standard","hentry","category-forex-trading-3"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.5 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Former Cerner and MEDITECH Healthcare IT Leader, Steve McDonald, Joins Pivot Point Consulting as Executive Partner - Silas<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/repurater.com\/?p=1610\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Former Cerner and MEDITECH Healthcare IT Leader, Steve McDonald, Joins Pivot Point Consulting as Executive Partner - Silas\" \/>\n<meta property=\"og:description\" content=\"It allows traders to follow the market and also uses the prior day\u2019s trading action to guess the current day\u2019s action. It is the same as woodie\u2019s formula; they use the previous day\u2019s close price and central pivot range to calculate the levels. Basically, pivot points were revealed by floor traders who worked in the [&hellip;]\" \/>\n<meta property=\"og:url\" content=\"https:\/\/repurater.com\/?p=1610\" \/>\n<meta property=\"og:site_name\" content=\"Silas\" \/>\n<meta property=\"article:publisher\" content=\"https:\/\/www.facebook.com\/share\/w3RDJ7rrJAmnyQV2\/?mibextid=qi2Omg\" \/>\n<meta property=\"article:published_time\" content=\"2022-06-30T07:01:40+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2024-12-23T12:51:44+00:00\" \/>\n<meta name=\"author\" content=\"Emmanuel Ayodele\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Written by\" \/>\n\t<meta name=\"twitter:data1\" content=\"Emmanuel Ayodele\" \/>\n\t<meta name=\"twitter:label2\" content=\"Est. reading time\" \/>\n\t<meta name=\"twitter:data2\" content=\"5 minutes\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\\\/\\\/schema.org\",\"@graph\":[{\"@type\":\"Article\",\"@id\":\"https:\\\/\\\/repurater.com\\\/?p=1610#article\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/repurater.com\\\/?p=1610\"},\"author\":{\"name\":\"Emmanuel Ayodele\",\"@id\":\"https:\\\/\\\/repurater.com\\\/#\\\/schema\\\/person\\\/66f23a4d6dc6a548ae72cf1de6526ff0\"},\"headline\":\"Former Cerner and MEDITECH Healthcare IT Leader, Steve McDonald, Joins Pivot Point Consulting as Executive Partner\",\"datePublished\":\"2022-06-30T07:01:40+00:00\",\"dateModified\":\"2024-12-23T12:51:44+00:00\",\"mainEntityOfPage\":{\"@id\":\"https:\\\/\\\/repurater.com\\\/?p=1610\"},\"wordCount\":1083,\"commentCount\":0,\"publisher\":{\"@id\":\"https:\\\/\\\/repurater.com\\\/#organization\"},\"articleSection\":[\"Forex Trading\"],\"inLanguage\":\"en-US\",\"potentialAction\":[{\"@type\":\"CommentAction\",\"name\":\"Comment\",\"target\":[\"https:\\\/\\\/repurater.com\\\/?p=1610#respond\"]}]},{\"@type\":\"WebPage\",\"@id\":\"https:\\\/\\\/repurater.com\\\/?p=1610\",\"url\":\"https:\\\/\\\/repurater.com\\\/?p=1610\",\"name\":\"Former Cerner and MEDITECH Healthcare IT Leader, Steve McDonald, Joins Pivot Point Consulting as Executive Partner - 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