Trading with Moving Average Part 3 by Himanshu Arora | Fibonacci Strategy | Swing Trading скачать в хорошем качестве

Trading with Moving Average Part 3 by Himanshu Arora | Fibonacci Strategy | Swing Trading

📈 Check out the trading mentorship program by Himanshu Arora: https://linktr.ee/upsurgexhimanshuarora 📈 Check out other courses by Himanshu Arora: https://www.upsurge.club/instructor/h... Check out the entire moving average playlist 👇🏼    • Trading with Moving Averages   This is the third part of the moving average series by Himanshu Arora, where he has explained a moving average strategy using the concept of the Fibonacci series. Himanshu starts by giving a recap of what the 'Trading with Moving Average' series is all about and the different types of moving averages. Then, Himanshu Arora explains about the concept of the Fibonacci series and their importance in trading. He then tells how to create a moving average strategy using the Fibonacci numbers and trade it. He explains the versatility of this strategy and how to use this technique on various instruments across multiple time frames. Full of examples from the live market, this video will guide you on how to find entries for trades that can possibly give you 3X, 5X, and 10X returns from swing trading. Himanshu Arora's SEBI RA Registration No. - INH000016490 Join Telegram Community: https://t.me/upsurgecommunity IF YOU LIKE THIS VIDEO, PLEASE SUBSCRIBE TO THE CHANNEL! Timestamp: 0:00 Introduction 1:58 What you will learn in this video 3:00 Introduction to Fibonacci moving averages 3:45 What are Fibonacci numbers 6:14 Intraday trading strategy using Fibonacci numbers with example in Nifty and Bank Nifty 11:18 Secret Fibonacci moving average trading strategy 16:08 Things to keep in mind 16:48 Conclusion #Upsurge #swingtrading #Technicalanalysis #Stockmarket #Trading #swingtradingstrategy #swingtrading #profitabletrading #tradingwithupsurgeclub #himanshuarora #movingaverage #movingaverages #movingaveragetradingstrategy #emastrategy #fibonaccitradingstartegy #fibonacci #fibonacciretracements