{"id":3504,"date":"2012-04-26T01:12:40","date_gmt":"2012-04-26T09:12:40","guid":{"rendered":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/?p=3504"},"modified":"2014-09-12T04:11:16","modified_gmt":"2014-09-12T12:11:16","slug":"fomc-report-and-market-rally-support-and-resistance-levels","status":"publish","type":"post","link":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/fomc-report-and-market-rally-support-and-resistance-levels\/","title":{"rendered":"FOMC Report and Market Rally | 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 Thursday April 26, 2012<\/a><\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>Hello Traders,<strong><\/strong><\/p>\n<p><strong>FOMC came and market continues to rally based on AAPL\u00a0 (Apple) earnings yesterday&#8230;<\/strong><\/p>\n<p>I shared a good hourly chart of the mini NASDAQ yesterday right before the close with a buy signal that turned out to be a good one&#8230;.Here is an updated mini NASDAQ 100 hourly chart, with potential targets as well as possible pull backs along with two sell signals that were NOT confirmed by price action<br \/>\n(break below or above dashes):,<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" alt=\"\" src=\"data:image\/png;base64,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\" width=\"499\" height=\"691\" title=\"\"><\/p>\n<p>&nbsp;<\/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\">1397.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2730.17<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13132<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">827.47<\/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\">1392.52<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2718.08<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13093<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">820.13<\/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\">1390.13<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2711.17<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13067<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">814.87<\/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\">1385.32<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2699.08<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13028<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">807.53<\/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\">1382.93<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2692.17<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13002<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">802.27<\/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\">1378.12<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2680.08<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12963<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">794.93<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1375.73<\/td>\n<td rowspan=\"1\" colspan=\"1\">2673.17<\/td>\n<td rowspan=\"1\" colspan=\"1\">12937<\/td>\n<td rowspan=\"1\" colspan=\"1\">789.67<\/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\">June 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\">1675.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3314<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">106.19<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">143 26\/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\">1661.4<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3276<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">105.38<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">143 4\/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\">1652.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3250<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">104.73<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">142 16\/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\">1638.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3212<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">103.92<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">141 26\/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\">1630.1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3186<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">103.27<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">141 6\/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\">1616.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3148<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">102.46<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">140 16\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"26\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1607.5<\/td>\n<td rowspan=\"1\" colspan=\"1\">1.3122<\/td>\n<td rowspan=\"1\" colspan=\"1\">101.81<\/td>\n<td rowspan=\"1\" colspan=\"1\">139 28\/32<\/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\">July Corn<\/td>\n<td width=\"130\">July Wheat<\/td>\n<td width=\"130\">July 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\">626.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">651.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1512.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3214.8<\/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\">621.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">646.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1503.17<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3155.7<\/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\">611.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">636.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1489.58<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3110.8<\/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\">606.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">631.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1480.42<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3051.7<\/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\">595.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">621.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1466.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3006.8<\/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\">590.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">616.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1457.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2947.7<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">580.3<\/td>\n<td rowspan=\"1\" colspan=\"1\">606.5<\/td>\n<td rowspan=\"1\" colspan=\"1\">1444.08<\/td>\n<td rowspan=\"1\" colspan=\"1\">2902.8<\/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>All Day EUR<br \/>\n<strong>German Prelim CPI m\/m<br \/>\n<\/strong><\/p>\n<p>3:30am EUR<br \/>\n<strong>ECB President Draghi Speaks<br \/>\n<\/strong><\/p>\n<p>8:30am USD<br \/>\n<strong>Unemployment Claims<br \/>\n<\/strong><\/p>\n<p>10:00am USD<br \/>\n<strong>Pending Home Sales m\/m<br \/>\n<\/strong><\/p>\n<p>10:30am USD<br \/>\n<strong>Natural Gas Storage<\/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 Thursday April 26, 2012 &nbsp; Hello Traders, FOMC [&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":[149,351,134,602],"class_list":["post-3504","post","type-post","status-publish","format-standard","hentry","category-future-trading-news","tag-commodity-futures-broker","tag-fomc-report","tag-futures-trading-brokers","tag-futures-trading-online"],"_links":{"self":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3504","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=3504"}],"version-history":[{"count":5,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3504\/revisions"}],"predecessor-version":[{"id":3511,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3504\/revisions\/3511"}],"wp:attachment":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/media?parent=3504"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/categories?post=3504"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/tags?post=3504"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}