{"id":3568,"date":"2012-05-07T19:08:23","date_gmt":"2012-05-08T03:08:23","guid":{"rendered":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/?p=3568"},"modified":"2014-09-12T04:55:22","modified_gmt":"2014-09-12T12:55:22","slug":"monthly-unemployment-causes-big-market-moves-support-and-resistance","status":"publish","type":"post","link":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/monthly-unemployment-causes-big-market-moves-support-and-resistance\/","title":{"rendered":"Monthly Unemployment Causes Big Market Moves | Support and Resistance"},"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 Monday May 7, 2012<\/a><\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>Hello Traders,<\/p>\n<p><strong>Monthly unemployment came out and as expected caused some big moves in major markets.<\/strong><\/p>\n<p><strong> I sent an hourly and daily chart of the mini SP on Thursday afternoon and below you will see an updated daily chart of the mini SP after today&#8217;s big move.,<\/strong><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" alt=\"\" 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\" width=\"499\" height=\"717\" title=\"\"><br \/>\n<strong>Also our weekly newsletter is <a href=\"https:\/\/www.cannontrading.com\/community\/newsletter\/\" target=\"_blank\" shape=\"rect\"> now available for your viewing<\/a>.<\/strong><\/p>\n<p><!--more--><\/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\">1393.03<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2712.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13175<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">825.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">80.21<\/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\">1387.02<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2695.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13133<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">817.40<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">79.91<\/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\">1375.63<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2662.83<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13050<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">803.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">79.74<\/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\">1369.62<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2646.17<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">13008<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">795.40<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">79.44<\/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\">1358.23<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2613.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12925<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">781.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">79.27<\/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\">1352.22<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2596.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12883<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">773.40<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">78.97<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1340.83<\/td>\n<td rowspan=\"1\" colspan=\"1\">2563.83<\/td>\n<td rowspan=\"1\" colspan=\"1\">12800<\/td>\n<td rowspan=\"1\" colspan=\"1\">759.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">78.80<\/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\">1673.0<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3255<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">106.91<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">145 20\/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\">1660.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3219<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">104.82<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">144 22\/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\">1651.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3155<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">101.70<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">144 7\/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\">1639.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3119<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">99.61<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">143 9\/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\">1630.6<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3055<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">96.49<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">142 26\/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\">1618.1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3019<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">94.40<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">141 28\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"26\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1609.4<\/td>\n<td rowspan=\"1\" colspan=\"1\">1.2955<\/td>\n<td rowspan=\"1\" colspan=\"1\">91.28<\/td>\n<td rowspan=\"1\" colspan=\"1\">141 13\/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\">651.1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">632.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1505.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3131.7<\/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\">638.4<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">625.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1492.08<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3089.8<\/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\">629.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">617.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1485.17<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3061.7<\/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\">616.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">609.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1471.58<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3019.8<\/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\">607.6<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">601.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1464.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2991.7<\/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\">594.9<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">594.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1451.08<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2949.8<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">585.8<\/td>\n<td rowspan=\"1\" colspan=\"1\">586.3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1444.17<\/td>\n<td rowspan=\"1\" colspan=\"1\">2921.7<\/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>4:30am EUR<br \/>\n<strong>Sentix Investor Confidence<br \/>\n<\/strong><\/p>\n<p>6:00am EUR<strong><br \/>\n<\/strong><strong>German Factory Orders m\/m<\/strong><\/p>\n<p>3:00pm USD<br \/>\n<strong>Consumer Credit m\/m<\/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 Monday May 7, 2012 &nbsp; Hello Traders, Monthly [&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-3568","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\/3568","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=3568"}],"version-history":[{"count":5,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3568\/revisions"}],"predecessor-version":[{"id":5491,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3568\/revisions\/5491"}],"wp:attachment":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/media?parent=3568"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/categories?post=3568"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/tags?post=3568"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}