Sid’s Current Analysis on the DJIA & S&P-500 | May 3, 2020

Sid Norris

DOW & S&P-500 Analysis Update | May 2020

Sid Norris of ElliottwavePlus.com, during the Sunday, May 3, 2020 weekly “counts” webinar for Pro-Plan subscribers describes his Elliott Wave count and associated Fibonacci price targets on the DOW (DJIA) and S&P-500 (SPX ES). Sid always considers Hurst Cycle analysis when developing his wave counts. We have started adding “bullish divergence” and “bearish divergence” signals to the Nightly Algo Report, available to Premium-Plan members. These fast technical indicators as well as additional important market conditions are described in-depth during the webinar. Will the stock market put in an interim top this week and start moving to the downside again? If so, how long will the downward movement last, and how far down will it go?  Check out the video, and be on the lookout for more content!

Conclusion: 

Timing is everything! No system is perfect, but considering Sid’s Elliott Wave & Hurst Cycle analysis in conjunction with these algorithmic momentum trade signals can help traders decide when to get in and get out. Recent volatility in the market is leaving many people wondering what’s next. Future Elliot Wave road maps and momentum-based trade signals can aid in navigating these rough waters.  As always, please check out our free resources at the site.


Subscriptions:

We offer a number of subscription levels.  Some are mostly about Elliott Wave and Hurst Cycles, and others are based on automated algorithmic trade signals.  Sid presents his Elliott wave counts, which include integrated Hurst cycle analysis on over one hundred trade-able items for subscribers (Basic Plan & up) every weekend.   He sends out updates on about half of those items every Wednesday.  Crypto and Premium Plan subscribers receive automated trade signals nightly, as described in this blog post.  Sid’s unique approach is well worth considering, especially if you’ve never experienced wave labeling and associated Fibonacci price targets that are derived in harmony with independent Hurst cycle analysis. Here’s more info about subscribing.

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