{"id":3405,"date":"2012-04-11T22:04:31","date_gmt":"2012-04-12T06:04:31","guid":{"rendered":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/?p=3405"},"modified":"2014-09-12T03:58:15","modified_gmt":"2014-09-12T11:58:15","slug":"inside-day-on-lower-volume-support-and-resistance-levels","status":"publish","type":"post","link":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/inside-day-on-lower-volume-support-and-resistance-levels\/","title":{"rendered":"Inside Day On Lower Volume"},"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; March Corn, March Wheat, Jan Beans, March Silver<\/a><\/strong><br \/>\n<strong>5. <a href=\"#five\">Economic Report for Thursday April 12, 2012<\/a><\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>Hello Traders<\/p>\n<p><strong><\/strong><strong>&#8220;Inside day&#8221; today ( where today&#8217;s price action , highs and lows were &#8220;inside&#8221; of yesterdays range). Inside days on lower volume after a meaningful sell off, USUALLY and I repeat USUALLY mean resumption of the original break out or another leg down.<\/strong><\/p>\n<p><strong><br \/>\nWe never know what the future will hold so I will be watching early price action and reaction of the market to support and resistance levels before taking a stance in the market.<\/strong><\/p>\n<p>Mini Russell 2000 chart for your review below:<\/p>\n<figure style=\"width: 640px\" class=\"wp-caption alignnone\"><img loading=\"lazy\" decoding=\"async\" title=\"TFE - Russell 2000 Index Mini, Equalized Active Daily Continuation\" alt=\"TFE - Russell 2000 Index Mini, Equalized Active Daily Continuation\" 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\" width=\"640\" height=\"896\" \/><figcaption class=\"wp-caption-text\">TFE &#8211; Russell 2000 Index Mini, Equalized Active Daily Continuation<\/figcaption><\/figure>\n<p><!--more--><\/p>\n<p>GOOD TRADING!<\/p>\n<p>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.<\/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\">1376.57<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2742.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12829<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">807.57<\/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\">1373.43<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2732.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12806<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">800.93<\/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\">1368.97<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2718.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12775<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">797.07<\/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\">1365.83<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2708.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12752<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">790.43<\/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\">1361.37<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2694.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12721<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">786.57<\/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\">1358.23<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2684.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12698<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">779.93<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1353.77<\/td>\n<td rowspan=\"1\" colspan=\"1\">2670.33<\/td>\n<td rowspan=\"1\" colspan=\"1\">12667<\/td>\n<td rowspan=\"1\" colspan=\"1\">776.07<\/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\">1674.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3251<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">105.83<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">141 17\/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\">1669.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3207<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">104.48<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">141 9\/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\">1664.1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3160<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">103.54<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">140 31\/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\">1658.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3116<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">102.19<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">140 23\/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\">1653.7<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3069<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">101.25<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">140 13\/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\">1648.4<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.3025<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">99.90<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">140 5\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"26\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1643.3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1.2978<\/td>\n<td rowspan=\"1\" colspan=\"1\">98.96<\/td>\n<td rowspan=\"1\" colspan=\"1\">139 27\/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\">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\">648.4<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">634.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1444.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3222.3<\/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\">643.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">633.0<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1437.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3202.2<\/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\">639.9<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">630.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1429.50<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3177.3<\/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\">635.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">629.0<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1422.50<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3157.2<\/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\">631.4<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">626.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1415.0<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3132.3<\/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\">626.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">625.0<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1408.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">3112.2<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">622.9<\/td>\n<td rowspan=\"1\" colspan=\"1\">622.5<\/td>\n<td rowspan=\"1\" colspan=\"1\">1400.50<\/td>\n<td rowspan=\"1\" colspan=\"1\">3087.3<\/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>1:30am EUR<br \/>\n<strong>French CPI m\/m<\/strong><\/p>\n<p>4:00am EUR<br \/>\n<strong>ECB Monthly Bulletin<\/strong><\/p>\n<p>5:00am EUR<br \/>\n<strong>Industrial Production m\/m<\/strong><\/p>\n<p>7:15am USD<br \/>\n<strong>FOMC Member Dudley Speaks<\/strong><\/p>\n<p>8:30am USD<br \/>\n<strong>PPI m\/m<\/strong><\/p>\n<p>8:30am USD<br \/>\n<strong>Trade Balance<\/strong><\/p>\n<p>8:30am USD<br \/>\n<strong>Unemployment Claims<\/strong><\/p>\n<p>8:30am USD<br \/>\n<strong>Core PPI m\/m<\/strong><\/p>\n<p>9:00am USD<br \/>\n<strong>FOMC Member Lockhart Speaks<\/strong><\/p>\n<p>10:30am USD<br \/>\n<strong>Natural Gas Storage<\/strong><\/p>\n<p>3:30pm USD<br \/>\n<strong>FOMC Member Raskin Speaks<\/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; March Corn, March Wheat, Jan Beans, March Silver 5. Economic Report for Thursday April 12, 2012 [&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":[116],"class_list":["post-3405","post","type-post","status-publish","format-standard","hentry","category-future-trading-news","tag-inside-day-on-lower-volume"],"_links":{"self":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3405","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=3405"}],"version-history":[{"count":7,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3405\/revisions"}],"predecessor-version":[{"id":3414,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3405\/revisions\/3414"}],"wp:attachment":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/media?parent=3405"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/categories?post=3405"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/tags?post=3405"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}