{"id":3573,"date":"2012-05-07T19:16:24","date_gmt":"2012-05-08T03:16:24","guid":{"rendered":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/?p=3573"},"modified":"2014-09-12T04:56:03","modified_gmt":"2014-09-12T12:56:03","slug":"big-moves-down-on-the-open-of-sunday-night-session","status":"publish","type":"post","link":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/big-moves-down-on-the-open-of-sunday-night-session\/","title":{"rendered":"Big Moves Down on the Open of Sunday Night Session"},"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 May 8, 2012<\/a><\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>Hello Traders,<\/p>\n<p><strong>Big moves down on the open of Sunday night session, corrected during the day session and market actually managed to close slightly higher.<\/strong><\/p>\n<p><strong> Daily chart of the mini Russell 2000 for your review below, along with potential levels to watch.<\/strong><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" alt=\"\" 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\" width=\"486\" height=\"704\" title=\"\"><\/p>\n<p><strong><!--more--><br \/>\n<\/strong><\/p>\n<p>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=\"104\">SP500<br \/>\n(big &amp; Mini)<\/td>\n<td width=\"104\">Nasdaq100<br \/>\n(big &amp; Mini)<\/td>\n<td width=\"104\">Dow Jones<br \/>\n(big &amp; Mini)<\/td>\n<td width=\"104\">Mini Russell<\/td>\n<td width=\"104\">Dollar Index<\/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\">1380.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2680.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13063<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">822.37<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">80.50<\/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\">1375.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2664.17<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13026<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">808.63<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">80.32<\/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\">1370.17<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2649.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12985<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">800.27<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">79.99<\/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\">1364.83<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2633.17<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12948<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">786.53<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">79.81<\/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\">1359.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2618.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12907<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">778.17<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">79.49<\/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\">1354.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2602.17<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12870<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">764.43<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">79.31<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1349.17<\/td>\n<td rowspan=\"1\" colspan=\"1\">2587.33<\/td>\n<td rowspan=\"1\" colspan=\"1\">12829<\/td>\n<td rowspan=\"1\" colspan=\"1\">756.07<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">78.98<\/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\">1656.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3209<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">101.91<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">144 11\/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\">1650.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3139<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">100.07<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">144 5\/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\">1644.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3098<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">99.01<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">143 30\/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\">1638.4<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3028<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">97.17<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">143 24\/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\">1632.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.2987<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">96.11<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">143 17\/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\">1626.6<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.2917<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">94.27<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">143 11\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"26\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1620.9<\/td>\n<td rowspan=\"1\" colspan=\"1\">1.2876<\/td>\n<td rowspan=\"1\" colspan=\"1\">93.21<\/td>\n<td rowspan=\"1\" colspan=\"1\">143 4\/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\">July 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\">631.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">624.0<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1485.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3113.3<\/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\">626.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">618.0<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1479.25<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3076.2<\/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\">623.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">615.0<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1472.50<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3041.8<\/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\">617.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">609.0<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1466.75<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3004.7<\/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\">614.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">606.0<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1460.0<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2970.3<\/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\">609.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">600.0<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1454.25<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2933.2<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">606.2<\/td>\n<td rowspan=\"1\" colspan=\"1\">597.0<\/td>\n<td rowspan=\"1\" colspan=\"1\">1447.50<\/td>\n<td rowspan=\"1\" colspan=\"1\">2898.8<\/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>6:00am EUR<br \/>\n<strong>German Industrial Production m\/m<br \/>\n<\/strong><\/p>\n<p>8:30am EUR<strong><br \/>\n<\/strong><strong>ECB President Draghi Speaks<\/strong><\/p>\n<p>10:00am USD<br \/>\n<strong>IBD\/TIPP Economic Optimism<\/strong><\/p>\n<p>7:15pm USD<br \/>\n<strong>FOMC Member Lacker Speaks<br \/>\n<\/strong><\/p>\n<p><strong><br \/>\n<\/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 May 8, 2012 &nbsp; Hello Traders, Big [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[76,67],"tags":[149,134,602],"class_list":["post-3573","post","type-post","status-publish","format-standard","hentry","category-commodity-trading-2","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\/3573","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=3573"}],"version-history":[{"count":5,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3573\/revisions"}],"predecessor-version":[{"id":5490,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3573\/revisions\/5490"}],"wp:attachment":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/media?parent=3573"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/categories?post=3573"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/tags?post=3573"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}