tag:blogger.com,1999:blog-29844531898424669092024-03-02T05:04:25.958-05:00SP500daytraderTrading signals and market predictions for SPX cash sessions.
S&P500, E-mini futures, daytrading, SPX, Market forecast.CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.comBlogger230125tag:blogger.com,1999:blog-2984453189842466909.post-41191385727596860122023-05-05T11:22:00.001-04:002023-05-05T11:22:23.274-04:00
<p> </p><p style="text-align: center;"> <a href="https://twitter.com/CosTes_trading/status/1654495639047217154?s=20"><img alt="" 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" /></a></p><p><span style="opacity: 0; position: absolute; user-select: auto; white-space: pre-wrap;">https://twitter.com/CosTes_trading/status/1654495639047217154?s=20</span></p>CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-30954977756617705262023-05-02T13:20:00.002-04:002023-05-02T13:20:13.099-04:00SPX target @ 4230<p><br /></p><p>https://twitter.com/CosTes_trading/status/1653408312530984966?t=PWiMbfwZGVhZ5tiiA-hghg&s=19</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSsWUO2kM6QN05Nc0OjHsgQvBghEwgID_rWm79O-6P4N1O8Lbwbu4X3syblTQM3mPwLK7mGYCq52vFqUzVDNydIkTCNdjYoevTOHgkn1C55fzJ6YhNjhVxFnOjwQ2MOUH-Nyh4x3N_hzLM1sAOIOVj5xHW5vl8Z4TnDt36-ApmfIrs4r-zuJslUwQvbw/s1492/Screenshot_20230502_191642_Twitter.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1492" data-original-width="1080" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSsWUO2kM6QN05Nc0OjHsgQvBghEwgID_rWm79O-6P4N1O8Lbwbu4X3syblTQM3mPwLK7mGYCq52vFqUzVDNydIkTCNdjYoevTOHgkn1C55fzJ6YhNjhVxFnOjwQ2MOUH-Nyh4x3N_hzLM1sAOIOVj5xHW5vl8Z4TnDt36-ApmfIrs4r-zuJslUwQvbw/s320/Screenshot_20230502_191642_Twitter.jpg" width="232" /></a></div><br /><p><br /></p>CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-35176665322791331152021-06-23T13:11:00.003-04:002021-06-23T13:11:20.186-04:00SPX minimum target projected to 4281 cash (by June 24th)<p> SPX minimum target projected to 4281 cash.</p><p>As shown in below 4Hrs chart:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://www.tradingview.com/x/CqksTmu6/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="434" data-original-width="800" height="348" src="https://www.tradingview.com/x/CqksTmu6/" width="640" /></a></div><br /><p><br /></p>CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com5tag:blogger.com,1999:blog-2984453189842466909.post-28314352672706950042021-06-16T13:13:00.008-04:002021-06-16T13:50:58.218-04:00MEJT forecst for June 16th - Calls for a possible market top<p> </p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="389" src="https://www.youtube.com/embed/2GKipyPDMx4" width="469" youtube-src-id="2GKipyPDMx4"></iframe></div><div><br /></div>Watch for the <a href="https://sp500daytrader.blogspot.com/p/dukas.html" target="_blank">FOMC meeting</a>CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-67643020041379765572021-06-15T10:28:00.001-04:002021-06-15T10:28:07.014-04:00S&P500 today's target - June 15th 2021<p> Hello traders,</p><p>it was a long time since last I posted here....</p><p>Let's recap.</p><p>Today's target for the SPX: 2463.4</p><div class="separator" style="clear: both; text-align: center;"><a href="https://www.tradingview.com/x/B81aAa81/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="413" data-original-width="800" height="331" src="https://www.tradingview.com/x/B81aAa81/" width="640" /></a></div><br /><p><br /></p><p>https://www.tradingview.com/chart/SPX/sPXpLNR2-Target-at-2463-4-by-today-June-15th/</p><p><br /></p><p>Happy trading ;o</p>CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-16932621332380040372020-09-16T17:44:00.002-04:002020-09-16T17:46:09.650-04:00Tom Demark analysis<p> Pay attention to the maestro, Tom Demark.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/qnmiryGjkYo" width="320" youtube-src-id="qnmiryGjkYo"></iframe></div><br /><p><br /></p>CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-83190541201161682392020-09-12T06:03:00.009-04:002020-09-12T06:24:24.615-04:00MEJT seminar by Jeffrey Tennant - 23 September 2020<p> Hello traders,</p><p>there is scheduled a webinar for those who have read J. Tennant book: "The MEJT system".</p><p>The webinar registration fee is $57 USD and will start on September 23, 2020 5 minutes after market closing bell.</p><p>Webinar registration is at the following web address:</p><p><b><a href="https://us02web.zoom.us/webinar/register/WN_pZkzLhzTSYSS2wV8SRUv6Q" target="_blank">https://us02web.zoom.us/webinar/register/WN_pZkzLhzTSYSS2wV8SRUv6Q</a></b></p><p><br /></p><p>Here is the announcement on YouTube (from 24 seconds into the video) :</p><p style="text-align: center;"><a href="https://youtu.be/CCEEQ4t9b2w?t=24" target="_blank"><b><span style="font-size: medium;">https://youtu.be/CCEEQ4t9b2w?t=24</span></b></a></p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><br /></div><p><br /></p><p style="text-align: center;"><a href="https://www.amazon.com/Jeffrey-Tennant/e/B00GF5T3UM/ref=dp_byline_cont_ebooks_1" style="color: black; text-decoration-line: none;" target="_blank"><img alt="The MEJT System: A New Tool for Day Trading the S&P 500 Index by [Jeffrey Tennant]" src="https://images-na.ssl-images-amazon.com/images/I/41SCyGuaI0L.jpg" style="border: none; margin-left: auto; margin-right: auto; position: relative;" title="" /></a></p><p style="text-align: center;">MEJT</p>CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-7585208420715427142020-08-30T12:16:00.007-04:002020-08-30T16:29:30.166-04:00MEJT predicts huge move from Monday August 31th<p> Interesting times ahead!</p><p style="text-align: center;"><a href="https://youtu.be/VSjq7Xdmnvk">https://youtu.be/VSjq7Xdmnvk</a></p><p style="text-align: center;"><br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/VSjq7Xdmnvk" width="320" youtube-src-id="VSjq7Xdmnvk"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p></p><p><span data-offset-key="clc61-0-0" face="" style="background-color: white; color: #14171a; font-size: 19px; white-space: pre-wrap;"><span data-text="true">I have noticed that often 13 higher close (modified TD combo) marks a top and are followed by a sell-off.. So I'm expecting that the big move on Monday will be on the downside:</span></span></p><p><span data-offset-key="clc61-0-0" face="" style="background-color: white; color: #14171a; font-size: 19px; white-space: pre-wrap;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://www.tradingview.com/x/G54AHxdv/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="433" data-original-width="800" height="347" src="https://www.tradingview.com/x/G54AHxdv/" width="640" /></a></div><br /><span data-text="true"><span class="style-scope yt-formatted-string" dir="auto" style="background: rgb(249, 249, 249); border: 0px; color: #030303; font-family: Roboto, Arial, sans-serif; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;">Also we have a TD Combo on 2Days chart:</span></span><div><span data-text="true"><span class="style-scope yt-formatted-string" dir="auto" style="background: rgb(249, 249, 249); border: 0px; color: #030303; font-family: Roboto, Arial, sans-serif; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://www.tradingview.com/x/SA5J9Qaj/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="433" data-original-width="800" height="347" src="https://www.tradingview.com/x/SA5J9Qaj/" width="640" /></a></div><br /></span></span></div><div><span data-text="true"><span class="style-scope yt-formatted-string" dir="auto" style="background: rgb(249, 249, 249); border: 0px; color: #030303; font-family: Roboto, Arial, sans-serif; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;"><br /></span></span></div><div><span data-text="true"><span class="style-scope yt-formatted-string" dir="auto" style="background: rgb(249, 249, 249); border: 0px; margin: 0px; padding: 0px;">
</span><span class="style-scope yt-formatted-string" dir="auto" style="background: rgb(249, 249, 249); border: 0px; color: #030303; font-family: Roboto, Arial, sans-serif; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;">I think the following scenario is most likely:</span></span></div><div><p><span data-offset-key="clc61-0-0" face="" style="background-color: white; color: #14171a; font-size: 19px; white-space: pre-wrap;"></span></p><div class="separator" style="clear: both; text-align: center;"><span data-offset-key="clc61-0-0" face="" style="background-color: white; color: #14171a; font-size: 19px; white-space: pre-wrap;"><a href="https://www.tradingview.com/x/vBd3nAzV/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="433" data-original-width="800" height="347" src="https://www.tradingview.com/x/vBd3nAzV/" width="640" /></a></span></div><span data-offset-key="clc61-0-0" face="" style="background-color: white; color: #14171a; font-size: 19px; white-space: pre-wrap;"><br /><span data-text="true"><br /></span></span><p></p><p><a href="http://tracking.topsteptrader.com/aff_c?offer_id=2&aff_id=1466" style="background-color: #d8d8d8; color: #a4c78f; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.5px; text-decoration-line: none;"><img height="165" id="Image2_img" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipwsYZtwmIrg5zy1e-Kb0O8YM6wlu79xO-GQBnbzNAW_1TxrN7f1Ty26utSRsls6DlOUCfoKbiQjW3mf7tupVY_cYMMj1Mf4g_xoz5YNFpJJsBSfAHn8RhRa27pKwIGwn4n_fc9JVT96qw/w640-h165/topsteptrader+-+image.png" style="border: none; position: relative;" width="640" /></a></p></div>CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-61844910291677300902020-08-23T08:53:00.003-04:002020-08-23T08:57:56.331-04:00Week-end update - Sunday, August 23rd 2020Hello traders,<div>The bull train continues slowly higher. Next target is @ 3460SPX </div><div><br /></div><div><span face="" style="background-color: #f9f9f9; color: #030303; font-family: roboto, noto, sans-serif; white-space: pre-wrap;">Looking at the weekly chart, I notice a TD trend-line projection up to 3460 SPX. </span></div><div><span face="" style="background-color: #f9f9f9; color: #030303; font-family: roboto, noto, sans-serif; white-space: pre-wrap;">Also we have completed bar no. 7 of a TD sell setup on the weekly. </span></div><div><span face="" style="background-color: #f9f9f9; color: #030303; font-family: roboto, noto, sans-serif; white-space: pre-wrap;">Furthermore, on the same chart, I notice we completed bar no. 12 of a TD Combo sell. </span></div><div><span face="" style="background-color: #f9f9f9; color: #030303; font-family: roboto, noto, sans-serif; white-space: pre-wrap;">All this indicating further strength and higher targets. </span></div><div><span face="" style="background-color: #f9f9f9; color: #030303; font-family: roboto, noto, sans-serif; white-space: pre-wrap;">Looking for 3460 <b>SPX</b> by early September. </span></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.tradingview.com/x/ulJwwmhr/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="433" data-original-width="800" height="347" src="https://www.tradingview.com/x/ulJwwmhr/" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">The weekly DOW (<b>DJI</b>) charts shows a price target projection up to 29470, that is a price target 5,5% higher from Friday's close:</div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.tradingview.com/x/gpynx9wK/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="433" data-original-width="800" height="347" src="https://www.tradingview.com/x/gpynx9wK/" width="640" /></a></div><div class="separator" style="clear: both; text-align: left;">Trade well ;o</div><div class="separator" style="clear: both; text-align: left;"><br /></div><a href="http://tracking.topsteptrader.com/aff_c?offer_id=2&aff_id=1466" style="background-color: #d8d8d8; color: #a4c78f; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.5px; text-decoration-line: none;"><img height="165" id="Image2_img" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipwsYZtwmIrg5zy1e-Kb0O8YM6wlu79xO-GQBnbzNAW_1TxrN7f1Ty26utSRsls6DlOUCfoKbiQjW3mf7tupVY_cYMMj1Mf4g_xoz5YNFpJJsBSfAHn8RhRa27pKwIGwn4n_fc9JVT96qw/w640-h165/topsteptrader+-+image.png" style="border: none; position: relative;" width="640" /></a></div>CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-573200515017393162020-08-07T15:09:00.009-04:002020-08-07T15:39:58.688-04:00Some charts to justify why I'm bearish<h2 style="text-align: left;"><span style="font-size: x-large;">Hello traders,</span></h2><div style="text-align: left;"><span>I prefer the bullish side of trading as it is much easier to time market bottoms than market tops. </span></div><div style="text-align: left;"><span>We have now reached a price level where I cannot just ignore what charts are foretelling. </span></div><div style="text-align: left;"><span><br /></span></div><div style="text-align: left;"><span>I think we are inn for a second leg down of this recent correction (wave C) and that this should start today or by Monday. This could be a quick correction that ends by this month of August.</span></div><div style="text-align: left;"><span><br /></span></div><div style="text-align: left;"><span>Please comment below your view and ideas...</span></div><div style="text-align: left;"><span>Trade well ;o</span></div><div style="text-align: left;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://www.tradingview.com/x/TEMPqcEj/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="433" data-original-width="800" height="347" src="https://www.tradingview.com/x/TEMPqcEj/" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.tradingview.com/x/VyTyLqDs/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="433" data-original-width="800" height="347" src="https://www.tradingview.com/x/VyTyLqDs/" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><span style="font-size: x-large;"><br /></span></div>
<blockquote class="twitter-tweet"><p dir="ltr" lang="en">VIX ready for take off... - <a href="https://twitter.com/hashtag/VIX?src=hash&ref_src=twsrc%5Etfw">#VIX</a> chart <a href="https://t.co/RyzB9BGUUa">https://t.co/RyzB9BGUUa</a></p>— SP500daytrader (@CosTes_trading) <a href="https://twitter.com/CosTes_trading/status/1291810457913667585?ref_src=twsrc%5Etfw">August 7, 2020</a></blockquote> <script async="" charset="utf-8" src="https://platform.twitter.com/widgets.js"></script>
<blockquote class="twitter-tweet"><p dir="ltr" lang="en">TVIX ready for take off... - <a href="https://twitter.com/hashtag/TVIXF?src=hash&ref_src=twsrc%5Etfw">#TVIXF</a> chart <a href="https://t.co/7XGrQZEtnb">https://t.co/7XGrQZEtnb</a></p>— SP500daytrader (@CosTes_trading) <a href="https://twitter.com/CosTes_trading/status/1291802972330930176?ref_src=twsrc%5Etfw">August 7, 2020</a></blockquote><p><br /></p><p><span style="font-size: x-large;"> </span><span><b>Lots of MEJT targets below, waiting to be filled... lowest at 2768.30 SPX:</b></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://www.tradingview.com/x/MtTW768J/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="433" data-original-width="800" height="347" src="https://www.tradingview.com/x/MtTW768J/" width="640" /></a></div><span style="font-size: x-large;"><br /></span><p></p><p><br /></p> <script async="" charset="utf-8" src="https://platform.twitter.com/widgets.js"></script>
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CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com1tag:blogger.com,1999:blog-2984453189842466909.post-5235071231884636592020-08-05T16:50:00.002-04:002020-08-05T16:50:24.512-04:00Short term trades - TZA and FAZ
<blockquote class="twitter-tweet"><p lang="en" dir="ltr">TZA target 18 USD by Monday - <a href="https://twitter.com/hashtag/TZA?src=hash&ref_src=twsrc%5Etfw">#TZA</a> chart <a href="https://t.co/BwpX4EDrZr">https://t.co/BwpX4EDrZr</a></p>— SP500daytrader (@CosTes_trading) <a href="https://twitter.com/CosTes_trading/status/1291111347783000064?ref_src=twsrc%5Etfw">August 5, 2020</a></blockquote> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
<blockquote class="twitter-tweet"><p lang="en" dir="ltr">FAZ to 18USD by early next week - <a href="https://twitter.com/hashtag/FAZ?src=hash&ref_src=twsrc%5Etfw">#FAZ</a> chart <a href="https://t.co/10HKVDIUQ9">https://t.co/10HKVDIUQ9</a></p>— SP500daytrader (@CosTes_trading) <a href="https://twitter.com/CosTes_trading/status/1291105725339508736?ref_src=twsrc%5Etfw">August 5, 2020</a></blockquote> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-20804510678823724642020-08-05T14:32:00.001-04:002020-08-05T14:32:31.102-04:00New TD combo sell signal on lower SPX time frame<blockquote class="twitter-tweet"><p lang="en" dir="ltr">Sell signal on 4 hr SPX - prepare for waterfalls - <a href="https://twitter.com/hashtag/SPX?src=hash&ref_src=twsrc%5Etfw">#SPX</a> chart <a href="https://t.co/xJBpi0YfC6">https://t.co/xJBpi0YfC6</a></p>— SP500daytrader (@CosTes_trading) <a href="https://twitter.com/CosTes_trading/status/1291077439804735488?ref_src=twsrc%5Etfw">August 5, 2020</a></blockquote> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-65941726697924075782020-08-04T15:04:00.005-04:002020-08-04T15:04:47.264-04:00NIFTY - next target at 10410<div><span style="background-color: white; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;"><font color="#131722">My </font><a href="https://sp500daytrader.blogspot.com/2020/08/nifty-50-projection-printed-already.html" target="_blank"><font color="#2b00fe">previous projection for </font></a></span><span class="js-inline-quote-ticker tv-inline-quote-ticker" data-symbol="NSE:NIFTY" style="background-color: white; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px; white-space: nowrap;"><span class="tv-inline-quote-ticker__source-text" style="background-color: transparent; border-bottom: 1px dashed rgb(74, 74, 74); border-left-color: rgb(74, 74, 74); border-right-color: rgb(74, 74, 74); border-top-color: rgb(74, 74, 74); fill: rgb(33, 150, 243); text-decoration-line: none; transition: color 0.35s ease 0s;"><a href="https://sp500daytrader.blogspot.com/2020/08/nifty-50-projection-printed-already.html" target="_blank"><font color="#2b00fe">NIFTY</font></a></span><a href="https://www.tradingview.com/symbols/NSE-NIFTY/" style="color: #131722;"><font color="#2196f3"><span style="fill: rgb(33, 150, 243); transition-duration: 0.35s; transition-property: color;"> </span></font></a></span><span style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;">printed the very next day.</span><br style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;" /><span style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;">New projection is at 10410..... Sell </span><span class="js-inline-quote-ticker tv-inline-quote-ticker" data-symbol="NSE:NIFTY" style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px; white-space: nowrap;"><a href="https://www.tradingview.com/symbols/NSE-NIFTY/" style="background-color: transparent; color: #2196f3; fill: rgb(33, 150, 243); text-decoration-line: none; transition: color 0.35s ease 0s;"><span class="tv-inline-quote-ticker__source-text" style="border-bottom: 1px dashed rgb(74, 74, 74); border-left-color: rgb(74, 74, 74); border-right-color: rgb(74, 74, 74); border-top-color: rgb(74, 74, 74); color: #4a4a4a;">NIFTY</span> </a></span><span style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;">for over 6% profits!</span><br style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;" /><br style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;" /><span style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;">Happy trading ;o</span></div><div><span style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;"><br /></span></div><br />
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<p><a href="https://www.tradingview.com/chart/NIFTY/x5rsZ1GA-NIFTY-next-target-at-10410/">NIFTY - next target at 10410</a> by <a href="https://www.tradingview.com/u/SP500daytrader/">SP500daytrader</a> on <a href="https://www.tradingview.com/">TradingView.com</a></p><p><br /></p><p><br /></p><p><br /></p><p><a href="http://tracking.topsteptrader.com/aff_c?offer_id=63&aff_id=1466&file_id=248" style="background-color: white; color: black; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; text-decoration-line: none;" target="_blank"><img height="168" src="https://media.go2speed.org/brand/files/topsteptrader/63/BC_Birthday_30Off_Ad_971x254.jpg" style="border: none; position: relative;" width="640" /></a></p>
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CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com1tag:blogger.com,1999:blog-2984453189842466909.post-34445924997613868152020-08-04T04:14:00.002-04:002020-08-04T04:20:47.946-04:00Sell off starting today<h3 style="text-align: left;"><span style="background-color: #f9f9f9; color: #030303; font-family: roboto, noto, sans-serif; font-size: 14px; white-space: pre-wrap;">TD Combo sell signal effect has started simultaneously on many index: </span></h3><div><font color="#030303" face=""><div class="separator" style="clear: both; text-align: center;"><a href="https://charts.mql5.com/25/671/spx500-d1-ig-group-limited.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="386" data-original-width="800" height="309" src="https://charts.mql5.com/25/671/spx500-d1-ig-group-limited.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><span style="font-size: 14px; white-space: pre-wrap;"><br /></span></font><div><font color="#030303" face=""><span style="font-size: 14px; white-space: pre-wrap;"><br /></span></font><div style="background: rgb(249, 249, 249); border: 0px; color: #030303; font-family: roboto, noto, sans-serif; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;"><br /></div><div style="background: rgb(249, 249, 249); border: 0px; color: #030303; font-family: roboto, noto, sans-serif; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;"><div class="separator" style="clear: both; text-align: center;"><a href="https://charts.mql5.com/25/671/nas100-h4-ig-group-limited.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="386" data-original-width="800" height="309" src="https://charts.mql5.com/25/671/nas100-h4-ig-group-limited.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://charts.mql5.com/25/671/ger30-m15-ig-group-limited.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="386" data-original-width="800" height="309" src="https://charts.mql5.com/25/671/ger30-m15-ig-group-limited.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://charts.mql5.com/25/671/ftse100-m30-ig-group-limited.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="386" data-original-width="800" height="309" src="https://charts.mql5.com/25/671/ftse100-m30-ig-group-limited.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://charts.mql5.com/25/671/nor25-h1-ig-group-limited.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="386" data-original-width="800" height="309" src="https://charts.mql5.com/25/671/nor25-h1-ig-group-limited.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">Down we go!</div><div class="separator" style="clear: both; text-align: left;">Trade well 😎</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><a href="http://tracking.topsteptrader.com/aff_c?offer_id=63&aff_id=1466&file_id=248" style="background-color: white; color: black; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 14.85px; text-decoration-line: none; white-space: normal;" target="_blank"><img height="168" src="https://media.go2speed.org/brand/files/topsteptrader/63/BC_Birthday_30Off_Ad_971x254.jpg" style="border: none; position: relative;" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div></div><div style="background: rgb(249, 249, 249); border: 0px; color: #030303; font-family: roboto, noto, sans-serif; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;"><br /></div><div style="background: rgb(249, 249, 249); border: 0px; color: #030303; font-family: roboto, noto, sans-serif; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;"><br /></div></div></div>CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-78743333330194354852020-08-03T16:56:00.003-04:002020-08-03T16:56:26.935-04:00NASDAQ100 index - triple topNASDAQ is at weekly sequential bar 9, and on daily chart has formed a triple top.<div>On 4 Hr chart and 1 Hr chart the index is now forming TD Combo sell signals.... these are very powerful signals when they appear parallel on multiple index and time frames.</div><div><br /></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://www.tradingview.com/x/pmx4f3zd/" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="Nasdaq 100 - NDX" border="0" data-original-height="398" data-original-width="800" height="319" src="https://www.tradingview.com/x/pmx4f3zd/" title="NASDAQ Daily chart" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">NASDAQ Daily chart<br /><br /><br /></td></tr></tbody></table><br /><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div><br /></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://www.tradingview.com/x/NI2kHeOj/" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="399" data-original-width="800" height="319" src="https://www.tradingview.com/x/NI2kHeOj/" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">NASDAQ Weekly chart<br /></td></tr></tbody></table><br /><div><br /></div>CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-10088822866731014542020-08-03T15:40:00.001-04:002020-08-03T15:40:29.649-04:00Volatility is back ;oNotice how the 5 minutes bars are getting longer especially the red ones 😎<div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.tradingview.com/x/rRYUu4yu/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="399" data-original-width="800" height="319" src="https://www.tradingview.com/x/rRYUu4yu/" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div><br /></div><div><a href="http://tracking.topsteptrader.com/aff_c?offer_id=63&aff_id=1466&file_id=248" target="_blank"><img height="168" src="https://media.go2speed.org/brand/files/topsteptrader/63/BC_Birthday_30Off_Ad_971x254.jpg" width="640" /></a></div>CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-3510831321490116032020-08-03T14:54:00.001-04:002020-08-03T15:28:55.207-04:00Closing the gap @ <br /><div>Trendline projection is suggesting that we will close the gap @ 3337,73</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.tradingview.com/x/0puBIOdS/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="399" data-original-width="800" height="319" src="https://www.tradingview.com/x/0puBIOdS/" width="640" /></a></div><div><br /></div>CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-35343287368110716122020-08-03T14:30:00.003-04:002020-08-03T14:32:49.579-04:00NIFTY 50 projection printed already...Nice 😎<div><br /></div><div>...check out this projection I posted yesterday!</div><div><br /></div><div><br /></div><div><br /></div><div><br /></div>
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<p><a href="https://www.tradingview.com/chart/NIFTY/9Bgvd9FW-Sell-Nifty-minimum-target-10880/">Sell Nifty - minimum target 10880</a> by <a href="https://www.tradingview.com/u/SP500daytrader/">SP500daytrader</a> on <a href="https://www.tradingview.com/">TradingView.com</a></p><p><br /></p><p><br /></p><p><a href="http://tracking.topsteptrader.com/aff_c?offer_id=63&aff_id=1466&file_id=248" target="_blank"><img height="168" src="https://media.go2speed.org/brand/files/topsteptrader/63/BC_Birthday_30Off_Ad_971x254.jpg" width="640" /></a></p>
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CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-91980667831117705662020-08-03T14:09:00.000-04:002020-08-03T14:09:11.714-04:00CorrectionHi traders,<div><br /></div><div>I had a wrong TD Combo sell count on my last blog post with tiltle " <a href="https://sp500daytrader.blogspot.com/2020/07/strong-correction-into-full-moon-3-4-th.html" style="font-family: arial, tahoma, helvetica, freesans, sans-serif;"><font color="#2b00fe">Strong correction into full moon 3 - 4 th of August</font></a><span style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif;">"</span></div><div><span style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif;">The chart shows there a no. 13 TD Combo but should have been a no. 12.</span></div><div><span style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif;">In fact no. 13 is printing today as I'm posting this.</span></div><div><br /></div><div><a href="https://www.tradingview.com/x/DyJQaFxG/" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="399" data-original-width="800" height="319" src="https://www.tradingview.com/x/DyJQaFxG/" width="640" /></a></div><div><span style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 18px;"><br /></span></div><div><br /></div><div><span style="background-color: #f9f9f9; color: #030303; font-family: roboto, arial, sans-serif; font-size: 14px; white-space: pre-wrap;">In fact, TD-combo sell signals are now forming on 4 hr charts and daily charts (observed on <b>SPX </b>and <b>NASDAQ</b>). </span></div><div><br /><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://charts.mql5.com/25/664/spx500-d1-ig-group-limited.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="337" data-original-width="800" height="270" src="https://charts.mql5.com/25/664/spx500-d1-ig-group-limited.png" width="640" /></a></div><div><div class="style-scope ytd-comment-renderer" id="main" style="background: rgb(249, 249, 249); border: 0px; display: flex; flex-direction: column; flex: 1 1 1e-09px; font-family: roboto, arial, sans-serif; font-size: 14px; margin: 0px; min-width: 0px; padding: 0px;"><ytd-button-renderer aria-expanded="false" button-renderer="" class="style-scope ytd-comment-renderer" id="view-threaded-replies" noink="" style="--iron-icon-height: 20px; --iron-icon-width: 20px; --paper-button-ink-color: var(--yt-paper-button-ink-color); --yt-button-icon-padding: 0; --yt-button-padding-minus-focus-outline-width: 2px; --yt-button-padding-minus-focus-outline: 0 0 8px 0; --yt-button-padding: 2px 0 10px 0; --yt-formatted-string-deemphasize-color: var(--yt-spec-static-brand-white); --yt-formatted-string-deemphasize_-_display: initial; --yt-formatted-string-deemphasize_-_margin-left: var(--ytd-margin-base); align-items: center; color: var(--yt-spec-call-to-action); display: inline-flex; font-size: var(--ytd-tab-system_-_font-size); font-weight: var(--ytd-tab-system_-_font-weight); letter-spacing: var(--ytd-tab-system_-_letter-spacing); vertical-align: middle; white-space: nowrap;" use-keyboard-focused=""></ytd-button-renderer><ytd-button-renderer aria-expanded="true" button-renderer="" class="style-scope ytd-comment-renderer" id="hide-threaded-replies" noink="" style="--iron-icon-height: 20px; --iron-icon-width: 20px; --paper-button-ink-color: var(--yt-paper-button-ink-color); --yt-button-icon-padding: 0; --yt-button-padding-minus-focus-outline-width: 2px; --yt-button-padding-minus-focus-outline: 0 0 8px 0; --yt-button-padding: 2px 0 10px 0; --yt-formatted-string-deemphasize-color: var(--yt-spec-static-brand-white); --yt-formatted-string-deemphasize_-_display: initial; --yt-formatted-string-deemphasize_-_margin-left: var(--ytd-margin-base); align-items: center; color: var(--yt-spec-call-to-action); display: inline-flex; font-size: var(--ytd-tab-system_-_font-size); font-weight: var(--ytd-tab-system_-_font-weight); letter-spacing: var(--ytd-tab-system_-_letter-spacing); vertical-align: middle; white-space: nowrap;" use-keyboard-focused=""></ytd-button-renderer></div><div class="style-scope ytd-comment-renderer" id="action-menu" style="background: rgb(249, 249, 249); border: 0px; font-family: roboto, arial, sans-serif; font-size: 14px; margin: 0px; padding: 0px;"><ytd-menu-renderer class="style-scope ytd-comment-renderer" menu-active="" style="display: flex; flex-direction: row;"></ytd-menu-renderer></div></div><div><span style="background-color: #f9f9f9; color: #030303; font-family: roboto, arial, sans-serif; font-size: 14px; white-space: pre-wrap;"><br /></span></div><div><span style="background-color: #f9f9f9; color: #030303; font-family: roboto, arial, sans-serif; font-size: 14px; white-space: pre-wrap;"><br /></span></div><div><span style="background-color: #f9f9f9; color: #030303; font-family: roboto, arial, sans-serif; font-size: 14px; white-space: pre-wrap;"><b>VIX</b> touched lower Boolinger Band and should be soon ready for a reaction upwards. </span></div><div><span style="background-color: #f9f9f9; color: #030303; font-family: roboto, arial, sans-serif; font-size: 14px; white-space: pre-wrap;">Today we have a full Moon. Notice what happens each time there is a full Moon:</span></div><div><span style="background-color: #f9f9f9; color: #030303; font-family: roboto, arial, sans-serif; font-size: 14px; white-space: pre-wrap;"><br /></span></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.tradingview.com/x/8x3Kentx/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="399" data-original-width="800" height="319" src="https://www.tradingview.com/x/8x3Kentx/" width="640" /></a></div><span style="background-color: #f9f9f9; color: #030303; font-family: roboto, arial, sans-serif; font-size: 14px; white-space: pre-wrap;"><br /></span></div><div><span style="background-color: #f9f9f9; color: #030303; font-family: roboto, arial, sans-serif; font-size: 14px; white-space: pre-wrap;"><br /></span></div><div><span style="background-color: #f9f9f9; color: #030303; font-family: roboto, arial, sans-serif; font-size: 14px; white-space: pre-wrap;"><br /></span></div><div><span style="background-color: #f9f9f9; color: #030303; font-family: roboto, arial, sans-serif; font-size: 14px; white-space: pre-wrap;"><br /></span></div><div><span style="background-color: #f9f9f9; color: #030303; font-family: roboto, arial, sans-serif; font-size: 14px; white-space: pre-wrap;"><br /></span></div>
<div style="text-align: center;"><a href="http://tracking.topsteptrader.com/aff_c?offer_id=63&aff_id=1466&file_id=248" target="_blank"><img border="0" height="168" src="https://media.go2speed.org/brand/files/topsteptrader/63/BC_Birthday_30Off_Ad_971x254.jpg" width="640" /></a></div><img border="0" height="0" src="http://tracking.topsteptrader.com/aff_i?offer_id=63&file_id=248&aff_id=1466" style="position: absolute; visibility: hidden;" width="0" />CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-8660471874311717182020-08-01T09:33:00.009-04:002020-08-03T02:33:16.225-04:00DJA weekly chart with target down more than 11%<br /><!--TradingView Chart BEGIN-->
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<p><a href="https://www.tradingview.com/chart/DJI/2He6v9HG-DJA-weekly-chart-with-target-down-more-than-11/">DJA weekly chart with target down more than 11%</a> by <a href="https://www.tradingview.com/u/SP500daytrader/">SP500daytrader</a> on <a href="https://www.tradingview.com/">TradingView.com</a></p><p><br /></p><h3 style="text-align: left;"><u>Watch out below! It will come down to target very fast.</u></h3><p><br /></p><p><br /></p><p><br /></p>
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<a href="http://tracking.topsteptrader.com/aff_c?offer_id=63&aff_id=1466&file_id=248" target="_blank"><img border="0" height="168" src="https://media.go2speed.org/brand/files/topsteptrader/63/BC_Birthday_30Off_Ad_971x254.jpg" width="640" /></a><img border="0" height="0" src="http://tracking.topsteptrader.com/aff_i?offer_id=63&file_id=248&aff_id=1466" style="position: absolute; visibility: hidden;" width="0" />CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-60387936064918487202020-07-31T11:21:00.003-04:002020-07-31T11:47:33.932-04:00Strong correction into full moon 3 - 4 th of AugustWatch out below!<div>Strong correction to SPX 2900 level is expected for next week.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.tradingview.com/x/spkn5h0H/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="433" data-original-width="800" height="347" src="https://www.tradingview.com/x/spkn5h0H/" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Trade well ;o</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div><br /></div>
<div style="text-align: center;"><a href="http://tracking.topsteptrader.com/aff_c?offer_id=2&aff_id=1466&file_id=182" target="_blank"><img border="0" height="250" src="https://media.go2speed.org/brand/files/topsteptrader/2/HasOffers_250x250.png" width="250" /></a></div><img border="0" height="0" src="http://tracking.topsteptrader.com/aff_i?offer_id=2&file_id=182&aff_id=1466" style="position: absolute; visibility: hidden;" width="0" />CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-85868015245572897192020-07-27T13:17:00.002-04:002020-07-27T13:17:08.822-04:00CCL - buy signal!<br />
<span style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;">Long position on </span><span class="js-inline-quote-ticker tv-inline-quote-ticker" data-symbol="NYSE:CCL" style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px; white-space: nowrap;"><a href="https://www.tradingview.com/symbols/NYSE-CCL/" style="background-color: transparent; color: #2196f3; fill: rgb(33, 150, 243); text-decoration-line: none; transition: color 0.35s ease 0s;"><span class="tv-inline-quote-ticker__source-text" style="border-bottom: 1px dashed rgb(74, 74, 74); border-left-color: rgb(74, 74, 74); border-right-color: rgb(74, 74, 74); border-top-color: rgb(74, 74, 74); color: #4a4a4a;">CCL</span> </a></span><span style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;">as the stock is signaling seller exhaustion on multiple time frames based on </span><span class="js-inline-quote-ticker tv-inline-quote-ticker" data-symbol="NYSE:TD" style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px; white-space: nowrap;"><a href="https://www.tradingview.com/symbols/NYSE-TD/" style="background-color: transparent; color: #2196f3; fill: rgb(33, 150, 243); text-decoration-line: none; transition: color 0.35s ease 0s;"><span class="tv-inline-quote-ticker__source-text" style="border-bottom: 1px dashed rgb(74, 74, 74); border-left-color: rgb(74, 74, 74); border-right-color: rgb(74, 74, 74); border-top-color: rgb(74, 74, 74); color: #4a4a4a;">TD</span> </a></span><span style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;"></span><a href="https://www.tradingview.com/ideas/technicalanalysis/" style="background-color: white; color: #2196f3; fill: rgb(33, 150, 243); font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px; text-decoration-line: none; transition: color 0.35s ease 0s;"><span class="tv-chart-view__tag-page-link" style="border-bottom: 1px dashed rgb(74, 74, 74); border-left-color: rgb(74, 74, 74); border-right-color: rgb(74, 74, 74); border-top-color: rgb(74, 74, 74); color: #4a4a4a;">technical analysis</span></a><span style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;"> .</span><br style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;" /><span style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;">Bullish!</span><br style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;" /><span style="background-color: white; color: #131722; font-family: "Trebuchet MS", roboto, ubuntu, sans-serif; font-size: 15px;">sp500daytrader.blogspot.com</span><br />
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<a href="https://www.tradingview.com/chart/CCL/hmx6tmyz-CCL-Multiple-buy-signals-Long/">CCL - Multiple buy signals - Long!</a> by <a href="https://www.tradingview.com/u/SP500daytrader/">SP500daytrader</a> on <a href="https://www.tradingview.com/">TradingView.com</a><br />
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<a href="https://www.tradingview.com/i/hmx6tmyz/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="399" data-original-width="800" height="318" src="https://www.tradingview.com/i/hmx6tmyz/" width="640" /></a></div>
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<a href="http://tracking.topsteptrader.com/aff_c?offer_id=2&aff_id=1466&file_id=101" style="background-color: white; clear: left; color: black; float: left; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; margin-bottom: 1em; margin-right: 1em; text-align: -webkit-center; text-decoration-line: none;" target="_blank"><img border="0" height="280" src="https://media.go2speed.org/brand/files/topsteptrader/2/2_336x280.jpg" style="border: none; position: relative;" width="336" /></a><br />
<br />CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-42246144157291705022020-07-26T07:38:00.001-04:002020-07-26T07:45:36.075-04:00Correction ongoing as expectedIn my <a href="https://sp500daytrader.blogspot.com/2020/07/more-upside-expected.html" target="_blank">previous post</a> I expected more upside to SPX above 3239 before the expected correction.<br />
That is what we got and now we are seeing a correction taking place.<br />
Short term, I don't expect SPX lower than 3160, if we continue lower that should be support level.<br />
Intermediate term, we have a projection up to minimum SPX 3429.<br />
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<a href="https://www.tradingview.com/x/qJqLAjuP/" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="433" data-original-width="800" height="346" src="https://www.tradingview.com/x/qJqLAjuP/" width="640" /></a></div>
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Long term projection is up to amazing SPX 3894:<br />
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<a href="https://www.tradingview.com/x/Bnf22qqR/" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="433" data-original-width="800" height="346" src="https://www.tradingview.com/x/Bnf22qqR/" width="640" /></a></div>
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Happy trading ;o</div>
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<a href="http://tracking.topsteptrader.com/aff_c?offer_id=2&aff_id=1466&file_id=192" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: left;" target="_blank"><img border="0" height="359" src="https://media.go2speed.org/brand/files/topsteptrader/2/HasOffers_1080x607.png" width="640" /></a></div>
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<br />CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-62050462159764410262020-07-20T05:45:00.000-04:002020-07-20T05:45:13.991-04:00More upside expected In my last post I was convinced about a correction to start already last week.<br />
looking at the charts a bit closer, I notice there is a couple of days left before we consider a move lower.<br />
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SPX should have a daily close above 3239:<br />
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<a href="https://www.tradingview.com/x/aTz1Aik9/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="397" data-original-width="800" height="316" src="https://www.tradingview.com/x/aTz1Aik9/" width="640" /></a></div>
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The German DAX is expected to have 2 higher close to a projected 13230 price target, before a correction:<br />
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<a href="https://www.tradingview.com/x/gU9dMnnw/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="397" data-original-width="800" height="316" src="https://www.tradingview.com/x/gU9dMnnw/" width="640" /></a></div>
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Happy trading ;o<br />
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<a href="http://tracking.topsteptrader.com/aff_c?offer_id=2&aff_id=1466&file_id=22" target="_blank"><img border="0" height="250" src="https://media.go2speed.org/brand/files/topsteptrader/2/1_Lifestyle1_250x250.jpg" width="250" /></a></div>
CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0tag:blogger.com,1999:blog-2984453189842466909.post-71428494216977320452020-07-13T16:04:00.002-04:002020-07-13T16:04:56.940-04:00Markets reverse prepare for wave C leg downThis is it, this should mark the turn around and start for wave C.<br />
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Notice how beautifully MEJT argets prints:<br />
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<a href="https://www.tradingview.com/x/9CNiMDo3/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="397" data-original-width="800" height="158" src="https://www.tradingview.com/x/9CNiMDo3/" width="320" /></a></div>
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/YV_y4fJMKWk/0.jpg" src="https://www.youtube.com/embed/YV_y4fJMKWk?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
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Happy trading,trade well ;o</div>
<br />CosTeshttp://www.blogger.com/profile/16517926234600751062noreply@blogger.com0