{"id":18836,"date":"2022-04-07T05:24:10","date_gmt":"2022-04-06T23:54:10","guid":{"rendered":"https:\/\/hivisionchannel.in\/?p=18836"},"modified":"2023-07-17T20:16:50","modified_gmt":"2023-07-17T14:46:50","slug":"what-is-the-parabolic-sar-and-how-to-use-it-ig","status":"publish","type":"post","link":"https:\/\/hivisionchannel.in\/?p=18836","title":{"rendered":"What is the Parabolic SAR and How to Use it IG International"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Cryptocurrency Explained: Pros and Cons of Crypto Investment<\/a><\/li>\n<li><a href=\"#toc-1\">What is Fibonacci retracement? How to trade using this indicator?<\/a><\/li>\n<li><a href=\"#toc-2\">When Not to Use the Parabolic SAR<\/a><\/li>\n<li><a href=\"#toc-4\">Average True Range \u2013 the ATR Indicator: improve your trading with volatility measure<\/a><\/li>\n<li><a href=\"#toc-5\">EMA crossover and Parabolic SAR strategy<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"256px\" alt=\"parabolic sar meaning\"\/><\/p>\n<p>In order to calculate today\u2019s Parabolic SAR, we will need to know the most extreme price  (EP), the acceleration factor (AF), as well as the most recent PSAR. We will also need to determine whether there is currently an uptrend or a downtrend. If you wait for a trade signal and candle or price bar to close before entering, then the dots will flip sides and that dot can be used as a stop loss point. However, sometimes the dot will be far away at the start of a trend, or you may not want to wait for a candle close before taking a trade signal. In these cases, you should consider placing a stop-loss below the recent swing low if going long, or above a recent swing high if going short. Two cents or two pips (percentages in point)\u200b\u200b&nbsp;above the swing or below the swing low is adequate.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"251px\" alt=\"parabolic sar meaning\"\/><\/p>\n<p>Assets direction, entry\/exit points, and trailing stop loss are not less valuable at the beginning of trade nor less during a trade. The parabolic SAR (PSAR) indicator uses the most recent extreme price (EP) along with an acceleration factor (AF) to determine where the indicator dots will appear. To complete all these strategies, the risk on each trade must be managed, and you should avoid taking a position size that is too large for your account.<\/p>\n<h2 id=\"toc-0\">Cryptocurrency Explained: Pros and Cons of Crypto Investment<\/h2>\n<p>The sign quality relies upon the current security settings and properties. The fitting settings blended with fair patterns will create a splendid trading framework \u2013 some unacceptable settings will prompt whipsaws and misfortunes. Combined with other rules and analysis, the parabolic SAR can form part of a robust&nbsp;trading strategy. Most trading platforms enable you to overlay the Parabolic SAR on any price chart at the click of a button. The Parabolic SAR is \u201calways on\u201d and constantly generating signals, whether price is trending or not.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"253px\" alt=\"parabolic sar meaning\"\/><\/p>\n<p>Let\u2019s assume, for example, that the trend is up, and the price is making overall upward progress. You could consider placing a stop-loss order below the swing low that formed prior to the entry signal with the aim to avoid losses. When the dots flip, this  indicates that a potential change in price direction is underway.<\/p>\n<h2 id=\"toc-1\">What is Fibonacci retracement? How to trade using this indicator?<\/h2>\n<p>This book also includes the Relative Strength Index (RSI), Average True Range (ATR), and the Directional Movement Concept (ADX). Despite being developed before the computer age, Wilder&#8217;s indicators have stood the test of time and remain extremely popular. Investopedia does not provide tax, investment, or financial services and advice. Investing involves risk, including the possible loss of principal.<\/p>\n<div style='text-align:center'><iframe width='561' height='315' src='https:\/\/www.youtube.com\/embed\/jHzudb5Iw3M' frameborder='0' alt='parabolic sar meaning' allowfullscreen><\/iframe><\/div>\n<p>In the market, it is crucial to spot the trend, but it is equally important to detect when the trend ends. Getting out of the trade is more difficult than entering the trade. In this blog, we will talk about one such technical indicator, the Parabolic SAR indicator, which helps in identifying when the trend ends. When <a href=\"https:\/\/www.bigshotrading.info\/blog\/the-us-new-york-trading-session\/\">https:\/\/www.bigshotrading.info\/blog\/the-us-new-york-trading-session\/<\/a> it comes to positioning your stop-losses, bear in mind that as the price goes down, the same will soon happen with the indicator. That is why you should make sure to move your stop-loss to match the level of the parabolic SAR after each price bar. The Stop and Reverse indicator is popular in the stock market.<\/p>\n<h2 id=\"toc-2\">When Not to Use the Parabolic SAR<\/h2>\n<p>For example, traders might confirm a PSAR buy signal with an ADX reading above 30 and a bounce for a long-term rising trendline. Along with the parabolic SAR, you may utilize other trend trading technical indicators to try and confirm the current trend or any prospective trend reversals. The moving average indicator, the relative strength index (RSI), and the average directional index are a few examples of trend trading technical indicators (ADX).<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"252px\" alt=\"parabolic sar meaning\"\/><\/p>\n<p>Also, the indicator is not recommended for use in case of price fluctuations in a flat. In a sideways movement, Parabolic gives a large percentage of false signals for the price action of an asset, hiding a high risk of losing trades. Welles Wilder Jr., a prolific mechanical-engineer-turned-analyst who pioneered a variety of the technical analysis tools that financial traders still rely on today.<\/p>\n<h2 id=\"toc-3\">Summary of the trading strategy<\/h2>\n<p>This final step makes sure that the risk is controlled, while the parabolic SAR takes care of locking in profit if the price moves favourably. When the price is declining, the parabolic SAR is above the price. When the parabolic SAR drops below the price, this indicates a pullback to the upside. A parabolic SAR breakout strategy works best in assets that are strongly trending. If the price is moving in no apparent direction, then it will seesaw across the parabolic SAR, resulting in multiple unprofitable trades. You should make sure you have the appropriate risk management\u200b\u200b measures in place.<\/p>\n<p>But you can consider closing your current long trade and starting a short position if a green parabolic line is broken by one or two red dots. On the other hand, you can consider closing your current short position and initiating a long one if a red parabolic line is broken by one or two green dots. Now, it&#8217;s time to limit possible losses if the price changes direction due to high volatility caused by unexpected fundamental factors. Although all indicators have a time lag, the Parabolic SAR tool has the smallest one based on the previous price number. It reflects the price changes almost immediately, forming new dots. The indicator submits vital signs as the trend direction, reversal points and Trailing Stop-Loss levels.<\/p>\n<h2 id=\"toc-4\">Average True Range \u2013 the ATR Indicator: improve your trading with volatility measure<\/h2>\n<p>To counter this apparent weakness, it is advisable to team the SAR up with another indicator, as the ADX depicted below, to assist with its interpretation. The parabolic indicator generates <a href=\"https:\/\/www.bigshotrading.info\/blog\/parabolic-sar-overview-and-how-to-use\/\">parabolic sar meaning<\/a> a new signal each time it moves to the opposite side of an asset&#8217;s price. This ensures a position in the market always, which makes the indicator appealing to active traders.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Cryptocurrency Explained: Pros and Cons of Crypto Investment What is Fibonacci retracement? How to trade using this indicator? When Not to Use the Parabolic SAR Average True Range \u2013 the ATR Indicator: improve your trading with volatility measure EMA crossover and Parabolic SAR strategy In order to calculate today\u2019s Parabolic SAR, we will need [&hellip;]<\/p>\n","protected":false},"author":6,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"_jetpack_newsletter_access":"","_jetpack_dont_email_post_to_subs":false,"_jetpack_newsletter_tier_id":0,"_jetpack_memberships_contains_paywalled_content":false,"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[61],"tags":[],"class_list":["post-18836","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v19.0.1 (Yoast SEO v28.7) - https:\/\/yoast.com\/product\/yoast-seo-premium-wordpress\/ -->\n<title>What is the Parabolic SAR and How to Use it IG International - Hivision Channel<\/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:\/\/hivisionchannel.in\/?p=18836\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"What is the Parabolic SAR and How to Use it IG International\" \/>\n<meta property=\"og:description\" content=\"Content Cryptocurrency Explained: Pros and Cons of Crypto Investment What is Fibonacci retracement? How to trade using this indicator? When Not to Use the Parabolic SAR Average True Range \u2013 the ATR Indicator: improve your trading with volatility measure EMA crossover and Parabolic SAR strategy In order to calculate today\u2019s Parabolic SAR, we will need [&hellip;]\" \/>\n<meta property=\"og:url\" content=\"https:\/\/hivisionchannel.in\/?p=18836\" \/>\n<meta property=\"og:site_name\" content=\"Hivision Channel\" \/>\n<meta property=\"article:publisher\" content=\"https:\/\/www.facebook.com\/hivisiononline\/\" \/>\n<meta property=\"article:published_time\" content=\"2022-04-06T23:54:10+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2023-07-17T14:46:50+00:00\" \/>\n<meta name=\"author\" content=\"hivision\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:creator\" content=\"@hivisionchannel\" \/>\n<meta name=\"twitter:site\" content=\"@hivisionchannel\" \/>\n<meta name=\"twitter:label1\" content=\"Written by\" \/>\n\t<meta name=\"twitter:data1\" content=\"hivision\" \/>\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:\\\/\\\/hivisionchannel.in\\\/?p=18836#article\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/hivisionchannel.in\\\/?p=18836\"},\"author\":{\"name\":\"hivision\",\"@id\":\"https:\\\/\\\/hivisionchannel.in\\\/#\\\/schema\\\/person\\\/e43412c9c4f1b7b79644612ad8387045\"},\"headline\":\"What is the Parabolic SAR and How to Use it IG International\",\"datePublished\":\"2022-04-06T23:54:10+00:00\",\"dateModified\":\"2023-07-17T14:46:50+00:00\",\"mainEntityOfPage\":{\"@id\":\"https:\\\/\\\/hivisionchannel.in\\\/?p=18836\"},\"wordCount\":1071,\"commentCount\":0,\"publisher\":{\"@id\":\"https:\\\/\\\/hivisionchannel.in\\\/#organization\"},\"articleSection\":[\"Forex Trading\"],\"inLanguage\":\"en-US\",\"potentialAction\":[{\"@type\":\"CommentAction\",\"name\":\"Comment\",\"target\":[\"https:\\\/\\\/hivisionchannel.in\\\/?p=18836#respond\"]}]},{\"@type\":\"WebPage\",\"@id\":\"https:\\\/\\\/hivisionchannel.in\\\/?p=18836\",\"url\":\"https:\\\/\\\/hivisionchannel.in\\\/?p=18836\",\"name\":\"What is the Parabolic SAR and How to Use it IG International - Hivision Channel\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/hivisionchannel.in\\\/#website\"},\"datePublished\":\"2022-04-06T23:54:10+00:00\",\"dateModified\":\"2023-07-17T14:46:50+00:00\",\"breadcrumb\":{\"@id\":\"https:\\\/\\\/hivisionchannel.in\\\/?p=18836#breadcrumb\"},\"inLanguage\":\"en-US\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\\\/\\\/hivisionchannel.in\\\/?p=18836\"]}]},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\\\/\\\/hivisionchannel.in\\\/?p=18836#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Home\",\"item\":\"https:\\\/\\\/hivisionchannel.in\\\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"What is the Parabolic SAR and How to Use it IG International\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\\\/\\\/hivisionchannel.in\\\/#website\",\"url\":\"https:\\\/\\\/hivisionchannel.in\\\/\",\"name\":\"Hivision Channel\",\"description\":\"hivision local cable channel under keralavision\",\"publisher\":{\"@id\":\"https:\\\/\\\/hivisionchannel.in\\\/#organization\"},\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\\\/\\\/hivisionchannel.in\\\/?s={search_term_string}\"},\"query-input\":{\"@type\":\"PropertyValueSpecification\",\"valueRequired\":true,\"valueName\":\"search_term_string\"}}],\"inLanguage\":\"en-US\"},{\"@type\":\"Organization\",\"@id\":\"https:\\\/\\\/hivisionchannel.in\\\/#organization\",\"name\":\"Hivision Chanel\",\"url\":\"https:\\\/\\\/hivisionchannel.in\\\/\",\"logo\":{\"@type\":\"ImageObject\",\"inLanguage\":\"en-US\",\"@id\":\"https:\\\/\\\/hivisionchannel.in\\\/#\\\/schema\\\/logo\\\/image\\\/\",\"url\":\"https:\\\/\\\/hivisionchannel.in\\\/wp-content\\\/uploads\\\/2022\\\/08\\\/HIVISIONjpeg.jpg\",\"contentUrl\":\"https:\\\/\\\/hivisionchannel.in\\\/wp-content\\\/uploads\\\/2022\\\/08\\\/HIVISIONjpeg.jpg\",\"width\":398,\"height\":380,\"caption\":\"Hivision Chanel\"},\"image\":{\"@id\":\"https:\\\/\\\/hivisionchannel.in\\\/#\\\/schema\\\/logo\\\/image\\\/\"},\"sameAs\":[\"https:\\\/\\\/www.facebook.com\\\/hivisiononline\\\/\",\"https:\\\/\\\/x.com\\\/hivisionchannel\",\"https:\\\/\\\/www.youtube.com\\\/user\\\/hivisionchannel\\\/videos\",\"https:\\\/\\\/www.instagram.com\\\/hivision4\\\/\"]},{\"@type\":\"Person\",\"@id\":\"https:\\\/\\\/hivisionchannel.in\\\/#\\\/schema\\\/person\\\/e43412c9c4f1b7b79644612ad8387045\",\"name\":\"hivision\",\"image\":{\"@type\":\"ImageObject\",\"inLanguage\":\"en-US\",\"@id\":\"https:\\\/\\\/secure.gravatar.com\\\/avatar\\\/d28dcdb2895519bed2ecf235e9260aac805d25bd2e1af87b9641b238c5b32f91?s=96&d=mm&r=g\",\"url\":\"https:\\\/\\\/secure.gravatar.com\\\/avatar\\\/d28dcdb2895519bed2ecf235e9260aac805d25bd2e1af87b9641b238c5b32f91?s=96&d=mm&r=g\",\"contentUrl\":\"https:\\\/\\\/secure.gravatar.com\\\/avatar\\\/d28dcdb2895519bed2ecf235e9260aac805d25bd2e1af87b9641b238c5b32f91?s=96&d=mm&r=g\",\"caption\":\"hivision\"},\"url\":\"https:\\\/\\\/hivisionchannel.in\\\/?author=6\"}]}<\/script>\n<!-- \/ Yoast SEO Premium plugin. -->","yoast_head_json":{"title":"What is the Parabolic SAR and How to Use it IG International - Hivision Channel","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/hivisionchannel.in\/?p=18836","og_locale":"en_US","og_type":"article","og_title":"What is the Parabolic SAR and How to Use it IG International","og_description":"Content Cryptocurrency Explained: Pros and Cons of Crypto Investment What is Fibonacci retracement? How to trade using this indicator? When Not to Use the Parabolic SAR Average True Range \u2013 the ATR Indicator: improve your trading with volatility measure EMA crossover and Parabolic SAR strategy In order to calculate today\u2019s Parabolic SAR, we will need [&hellip;]","og_url":"https:\/\/hivisionchannel.in\/?p=18836","og_site_name":"Hivision Channel","article_publisher":"https:\/\/www.facebook.com\/hivisiononline\/","article_published_time":"2022-04-06T23:54:10+00:00","article_modified_time":"2023-07-17T14:46:50+00:00","author":"hivision","twitter_card":"summary_large_image","twitter_creator":"@hivisionchannel","twitter_site":"@hivisionchannel","twitter_misc":{"Written by":"hivision","Est. reading time":"5 minutes"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"Article","@id":"https:\/\/hivisionchannel.in\/?p=18836#article","isPartOf":{"@id":"https:\/\/hivisionchannel.in\/?p=18836"},"author":{"name":"hivision","@id":"https:\/\/hivisionchannel.in\/#\/schema\/person\/e43412c9c4f1b7b79644612ad8387045"},"headline":"What is the Parabolic SAR and How to Use it IG International","datePublished":"2022-04-06T23:54:10+00:00","dateModified":"2023-07-17T14:46:50+00:00","mainEntityOfPage":{"@id":"https:\/\/hivisionchannel.in\/?p=18836"},"wordCount":1071,"commentCount":0,"publisher":{"@id":"https:\/\/hivisionchannel.in\/#organization"},"articleSection":["Forex Trading"],"inLanguage":"en-US","potentialAction":[{"@type":"CommentAction","name":"Comment","target":["https:\/\/hivisionchannel.in\/?p=18836#respond"]}]},{"@type":"WebPage","@id":"https:\/\/hivisionchannel.in\/?p=18836","url":"https:\/\/hivisionchannel.in\/?p=18836","name":"What is the Parabolic SAR and How to Use it IG International - Hivision Channel","isPartOf":{"@id":"https:\/\/hivisionchannel.in\/#website"},"datePublished":"2022-04-06T23:54:10+00:00","dateModified":"2023-07-17T14:46:50+00:00","breadcrumb":{"@id":"https:\/\/hivisionchannel.in\/?p=18836#breadcrumb"},"inLanguage":"en-US","potentialAction":[{"@type":"ReadAction","target":["https:\/\/hivisionchannel.in\/?p=18836"]}]},{"@type":"BreadcrumbList","@id":"https:\/\/hivisionchannel.in\/?p=18836#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Home","item":"https:\/\/hivisionchannel.in\/"},{"@type":"ListItem","position":2,"name":"What is the Parabolic SAR and How to Use it IG International"}]},{"@type":"WebSite","@id":"https:\/\/hivisionchannel.in\/#website","url":"https:\/\/hivisionchannel.in\/","name":"Hivision Channel","description":"hivision local cable channel under keralavision","publisher":{"@id":"https:\/\/hivisionchannel.in\/#organization"},"potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/hivisionchannel.in\/?s={search_term_string}"},"query-input":{"@type":"PropertyValueSpecification","valueRequired":true,"valueName":"search_term_string"}}],"inLanguage":"en-US"},{"@type":"Organization","@id":"https:\/\/hivisionchannel.in\/#organization","name":"Hivision Chanel","url":"https:\/\/hivisionchannel.in\/","logo":{"@type":"ImageObject","inLanguage":"en-US","@id":"https:\/\/hivisionchannel.in\/#\/schema\/logo\/image\/","url":"https:\/\/hivisionchannel.in\/wp-content\/uploads\/2022\/08\/HIVISIONjpeg.jpg","contentUrl":"https:\/\/hivisionchannel.in\/wp-content\/uploads\/2022\/08\/HIVISIONjpeg.jpg","width":398,"height":380,"caption":"Hivision Chanel"},"image":{"@id":"https:\/\/hivisionchannel.in\/#\/schema\/logo\/image\/"},"sameAs":["https:\/\/www.facebook.com\/hivisiononline\/","https:\/\/x.com\/hivisionchannel","https:\/\/www.youtube.com\/user\/hivisionchannel\/videos","https:\/\/www.instagram.com\/hivision4\/"]},{"@type":"Person","@id":"https:\/\/hivisionchannel.in\/#\/schema\/person\/e43412c9c4f1b7b79644612ad8387045","name":"hivision","image":{"@type":"ImageObject","inLanguage":"en-US","@id":"https:\/\/secure.gravatar.com\/avatar\/d28dcdb2895519bed2ecf235e9260aac805d25bd2e1af87b9641b238c5b32f91?s=96&d=mm&r=g","url":"https:\/\/secure.gravatar.com\/avatar\/d28dcdb2895519bed2ecf235e9260aac805d25bd2e1af87b9641b238c5b32f91?s=96&d=mm&r=g","contentUrl":"https:\/\/secure.gravatar.com\/avatar\/d28dcdb2895519bed2ecf235e9260aac805d25bd2e1af87b9641b238c5b32f91?s=96&d=mm&r=g","caption":"hivision"},"url":"https:\/\/hivisionchannel.in\/?author=6"}]}},"jetpack_sharing_enabled":true,"jetpack_featured_media_url":"","x_categories":"Forex Trading","x_tags":"","x_date":"April 7, 2022","x_author":"hivision","x_gravatar":"https:\/\/secure.gravatar.com\/avatar\/d28dcdb2895519bed2ecf235e9260aac805d25bd2e1af87b9641b238c5b32f91?s=96&d=mm&r=g","x_metadata":{"_yoast_indexnow_last_ping":"1689605210","_wp_old_date":"2023-07-17","__post_views_count":"673","_elementor_page_assets":[]},"_links":{"self":[{"href":"https:\/\/hivisionchannel.in\/index.php?rest_route=\/wp\/v2\/posts\/18836","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/hivisionchannel.in\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/hivisionchannel.in\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/hivisionchannel.in\/index.php?rest_route=\/wp\/v2\/users\/6"}],"replies":[{"embeddable":true,"href":"https:\/\/hivisionchannel.in\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=18836"}],"version-history":[{"count":1,"href":"https:\/\/hivisionchannel.in\/index.php?rest_route=\/wp\/v2\/posts\/18836\/revisions"}],"predecessor-version":[{"id":18837,"href":"https:\/\/hivisionchannel.in\/index.php?rest_route=\/wp\/v2\/posts\/18836\/revisions\/18837"}],"wp:attachment":[{"href":"https:\/\/hivisionchannel.in\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=18836"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/hivisionchannel.in\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=18836"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/hivisionchannel.in\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=18836"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}