{"id":3489,"date":"2012-04-23T13:50:14","date_gmt":"2012-04-23T21:50:14","guid":{"rendered":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/?p=3489"},"modified":"2014-09-12T04:07:17","modified_gmt":"2014-09-12T12:07:17","slug":"strong-sell-off-to-start-the-week-support-and-resistance-levels","status":"publish","type":"post","link":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/strong-sell-off-to-start-the-week-support-and-resistance-levels\/","title":{"rendered":"Strong Sell Off to Start the Week | Support and Resistance Levels"},"content":{"rendered":"<p><span style=\"text-decoration: underline;\">Jump to a section in this post:<\/span><br \/>\n<strong>1. <a href=\"#one\">Market Commentary<\/a><\/strong><br \/>\n<strong>2. <a href=\"#two\">Support and Resistance Levels &#8211; S&amp;P, Nasdaq, Dow Jones, Russell 2000<\/a><\/strong><br \/>\n<strong>3. <a href=\"#three\">Support and Resistance Levels &#8211; Gold, Euro, Crude Oil, T-Bonds<\/a><\/strong><br \/>\n<strong>4. <a href=\"#four\">Support and Resistance Levels &#8211; Corn, Wheat, Beans, Silver<\/a><\/strong><br \/>\n<strong>5. <a href=\"#five\">Economic Reports for Tuesday April 24, 2012<\/a><\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>Hello Traders,<\/p>\n<p><strong>Strong sell off to start the week. We have two day FOMC meeting with announcement coming Wednesday Morning.<\/strong><\/p>\n<p><strong>Hourly chart of the mini SP with potential extensions both for a bounce up or continued move down below for your information:<\/strong><\/p>\n<p><img decoding=\"async\" alt=\"\" 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\" title=\"\"><\/p>\n<p><!--more-->GOOD TRADING!<\/p>\n<p><small>Trading Futures, Options on Futures, and retail off-exchange foreign currency transactions involves substantial risk of loss and is not suitable for all investors. You should carefully consider whether trading is suitable for you in light of your circumstances, knowledge, and financial resources. You may lose all or more of your initial investment. Opinions, market data, and recommendations are subject to change at any time.<\/small><\/p>\n<h3><strong><a name=\"two\"><\/a>2. Support and Resistance Levels &#8211; S&amp;P, Nasdaq, Dow Jones, Russell 2000<\/strong><\/h3>\n<table class=\"blog_table\" style=\"font-weight: bold;\" summary=\"Support and Resistance Levels for trading - S&amp;P 500, Nasdaq 100, Dow Jones, Mini Russell\">\n<thead>\n<tr>\n<td width=\"168\" height=\"43\">Contract (June 2012)<\/td>\n<td width=\"130\">SP500<br \/>\n(big &amp; Mini)<\/td>\n<td width=\"130\">Nasdaq100<br \/>\n(big &amp; Mini)<\/td>\n<td width=\"130\">Dow Jones<br \/>\n(big &amp; Mini)<\/td>\n<td width=\"130\">Mini Russell<\/td>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Resistance 3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1376.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2691.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12997<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">819.23<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Resistance 2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1370.23<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2672.83<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12938<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">810.07<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Resistance 1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1366.87<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2662.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12907<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">800.03<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Pivot<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1360.43<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2643.83<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12848<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">790.87<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Support 1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1357.07<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2633.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12817<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">780.83<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Support 2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1350.63<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2614.83<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12758<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">771.67<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1347.27<\/td>\n<td rowspan=\"1\" colspan=\"1\">2604.67<\/td>\n<td rowspan=\"1\" colspan=\"1\">12727<\/td>\n<td rowspan=\"1\" colspan=\"1\">761.63<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h3><strong><a name=\"three\"><\/a>3. Support &amp; Resistance Levels for Gold, Euro, Crude Oil, and U.S. T-Bonds<\/strong><\/h3>\n<table class=\"blog_table\" style=\"font-weight: bold;\" summary=\"Support and Resistance Levels for trading - Gold, Euro, Crude Oil, and U.S. Treasury Bonds\">\n<thead>\n<tr>\n<td width=\"168\" height=\"43\">Contract<\/td>\n<td width=\"130\">June Gold<\/td>\n<td width=\"130\">June Euro<\/td>\n<td width=\"130\">May Crude Oil<\/td>\n<td width=\"130\">June Bonds<\/td>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Resistance 3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1668.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3320<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">106.12<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">144 9\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Resistance 2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1656.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3267<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">105.01<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">143 23\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"26\">Resistance 1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1647.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3213<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">104.04<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">143 6\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"26\">Pivot<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1635.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3160<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">102.93<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">142 20\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"26\">Support 1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1627.1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3106<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">101.96<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">142 3\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"26\">Support 2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">1615.1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3053<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">100.85<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">141 17\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"26\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1606.5<\/td>\n<td rowspan=\"1\" colspan=\"1\">1.2999<\/td>\n<td rowspan=\"1\" colspan=\"1\">99.88<\/td>\n<td rowspan=\"1\" colspan=\"1\">141<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h3><strong><a name=\"four\"><\/a>4. Support &amp; Resistance Levels for Corn, Wheat, Beans and Silver<\/strong><\/h3>\n<table class=\"blog_table\" style=\"font-weight: bold;\" summary=\"Support and Resistance Levels for trading - Gold, Euro, Crude Oil, and U.S. Treasury Bonds\">\n<thead>\n<tr>\n<td width=\"168\" height=\"43\">Contract<\/td>\n<td width=\"130\">May Corn<\/td>\n<td width=\"130\">May Wheat<\/td>\n<td width=\"130\">May Beans<\/td>\n<td width=\"130\">May Silver<\/td>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"26\">Resistance 3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">625.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">647.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1464.92<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3277.5<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Resistance 2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">618.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">640.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1459.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3223.0<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Resistance 1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">615.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">636.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1450.17<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3154.0<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Pivot<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">609.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">629.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1444.58<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3099.5<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Support 1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">606.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">625.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1435.4<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3030.5<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" width=\"128\" height=\"22\">Support 2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"93\">599.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">618.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1429.83<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2976.0<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">596.7<\/td>\n<td rowspan=\"1\" colspan=\"1\">614.5<\/td>\n<td rowspan=\"1\" colspan=\"1\">1420.67<\/td>\n<td rowspan=\"1\" colspan=\"1\">2907.0<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><img decoding=\"async\" alt=\"\" src=\"https:\/\/www.cannontrading.com\/images\/divider-black-190.gif\" title=\"\"><br \/>\n<a name=\"five\"><\/a><\/p>\n<h3>5. Economic Reports<\/h3>\n<p>5:00am EUR<br \/>\n<strong>Industrial New Orders m\/m<br \/>\n<\/strong><\/p>\n<p>9:00am EUR<br \/>\n<strong>Belgium NBB Business Climate<br \/>\n<\/strong><\/p>\n<p>9:00am EUR<br \/>\n<strong>S&amp;P\/CS Composite-20 HPI y\/y<br \/>\n<\/strong><\/p>\n<p>10:00am USD<br \/>\n<strong>CB Consumer Confidence<br \/>\n<\/strong><\/p>\n<p>10:00am USD<br \/>\n<strong>New Home Sales<br \/>\n<\/strong><\/p>\n<p>10:00am USD<br \/>\n<strong>OFHEO HPI m\/m<br \/>\n<\/strong><\/p>\n<p>10:00am USD<strong><br \/>\n<\/strong><strong>Richmond Manufacturing Index<\/strong><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Jump to a section in this post: 1. Market Commentary 2. Support and Resistance Levels &#8211; S&amp;P, Nasdaq, Dow Jones, Russell 2000 3. Support and Resistance Levels &#8211; Gold, Euro, Crude Oil, T-Bonds 4. Support and Resistance Levels &#8211; Corn, Wheat, Beans, Silver 5. Economic Reports for Tuesday April 24, 2012 &nbsp; Hello Traders, Strong [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[67],"tags":[149,134,602],"class_list":["post-3489","post","type-post","status-publish","format-standard","hentry","category-future-trading-news","tag-commodity-futures-broker","tag-futures-trading-brokers","tag-futures-trading-online"],"_links":{"self":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3489","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/comments?post=3489"}],"version-history":[{"count":6,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3489\/revisions"}],"predecessor-version":[{"id":8494,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3489\/revisions\/8494"}],"wp:attachment":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/media?parent=3489"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/categories?post=3489"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/tags?post=3489"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}