{"id":3622,"date":"2012-05-16T13:06:30","date_gmt":"2012-05-16T21:06:30","guid":{"rendered":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/?p=3622"},"modified":"2014-09-12T04:58:32","modified_gmt":"2014-09-12T12:58:32","slug":"weekly-chart-of-the-mini-nasdaq-support-and-resistance-levels","status":"publish","type":"post","link":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/weekly-chart-of-the-mini-nasdaq-support-and-resistance-levels\/","title":{"rendered":"Weekly Chart of the Mini NASDAQ | Support and Resistance Levels"},"content":{"rendered":"<p>&nbsp;<\/p>\n<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 May 17, 2012<\/a><\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>Hello Traders,<\/p>\n<p><strong>Weekly chart of the mini NASDAQ with possible levels to watch for your review below.<\/strong><\/p>\n<p><strong>Patience, discipline and ability to accept losses are some of the biggest keys for any trading, especially for day-trading.<\/strong><\/p>\n<p><strong>Write your rules down, post them on the computer and make a conscious effort to follow them. I know when I follow my own rules, it helps me and sometimes the biggest battle is just staying disciplined.<\/strong><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" alt=\"\" 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\" width=\"486\" height=\"678\" title=\"\"><!--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\">1351.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2628.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12783<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">793.30<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">82.18<\/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\">1345.25<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2612.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12742<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">788.20<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">81.96<\/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\">1334.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2587.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12658<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">779.10<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">81.78<\/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\">1328.25<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2571.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12617<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">774.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">81.56<\/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\">1317.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2546.33<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12533<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">764.90<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">81.38<\/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\">1311.25<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">2530.67<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">12492<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">759.80<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">81.16<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1300.00<\/td>\n<td rowspan=\"1\" colspan=\"1\">2505.33<\/td>\n<td rowspan=\"1\" colspan=\"1\">12408<\/td>\n<td rowspan=\"1\" colspan=\"1\">750.70<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">80.98<\/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\">1577.4<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.2832<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">96.27<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">148 21\/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\">1564.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.2797<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">95.21<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">147 28\/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\">1551.9<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.2754<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">93.92<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">147 12\/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\">1539.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.2719<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">92.86<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">146 19\/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\">1526.4<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.2676<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">91.57<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">146 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\">1513.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">1.2641<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">90.51<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">145 10\/32<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"26\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">1500.9<\/td>\n<td rowspan=\"1\" colspan=\"1\">1.2598<\/td>\n<td rowspan=\"1\" colspan=\"1\">89.22<\/td>\n<td rowspan=\"1\" colspan=\"1\">144 26\/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\">648.4<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">675.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1450.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2907.5<\/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\">634.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">657.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1436.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2852.0<\/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\">627.2<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">648.0<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1429.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2784.0<\/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\">613.1<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">629.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1415.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2728.5<\/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\">605.9<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">620.5<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1408.0<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2660.5<\/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\">591.8<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"96\">602.3<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"86\">1394.00<\/td>\n<td rowspan=\"1\" colspan=\"1\" width=\"82\">2605.0<\/td>\n<\/tr>\n<tr>\n<td rowspan=\"1\" colspan=\"1\" height=\"22\">Support 3<\/td>\n<td rowspan=\"1\" colspan=\"1\">584.7<\/td>\n<td rowspan=\"1\" colspan=\"1\">593.0<\/td>\n<td rowspan=\"1\" colspan=\"1\">1387.00<\/td>\n<td rowspan=\"1\" colspan=\"1\">2537.0<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><a name=\"five\"><\/a><br \/>\n<img decoding=\"async\" alt=\"\" src=\"https:\/\/www.cannontrading.com\/images\/divider-black-190.gif\" title=\"\"><\/p>\n<h3>5. Economic Reports<\/h3>\n<p>All Day EUR<br \/>\n<strong>French Bank Holiday<br \/>\n<\/strong><\/p>\n<p>All Day EUR<strong><br \/>\n<\/strong><strong>German Bank Holiday<\/strong><\/p>\n<p>8:30am USD<br \/>\n<strong>Unemployment Claims<br \/>\n<\/strong><\/p>\n<p>8:30am USD<br \/>\n<strong>Treasury Sec Geithner Speaks<br \/>\n<\/strong><\/p>\n<p>10:00am USD<strong><br \/>\n<\/strong><strong>Philly Fed Manufacturing Index<\/strong><\/p>\n<p>10:00am USD<strong><br \/>\n<\/strong><strong>CB Leading Index 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>&nbsp; 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 May 17, 2012 &nbsp; Hello Traders, [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[67,70],"tags":[149,134,602,374],"class_list":["post-3622","post","type-post","status-publish","format-standard","hentry","category-future-trading-news","category-future-trading-platform","tag-commodity-futures-broker","tag-futures-trading-brokers","tag-futures-trading-online","tag-mini-nasdaq"],"_links":{"self":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3622","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=3622"}],"version-history":[{"count":4,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3622\/revisions"}],"predecessor-version":[{"id":5471,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/posts\/3622\/revisions\/5471"}],"wp:attachment":[{"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/media?parent=3622"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/categories?post=3622"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.cannontrading.com\/tools\/support-resistance-levels\/wp-json\/wp\/v2\/tags?post=3622"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}