As Above, So Below.

This lecture introduces the student to Fibonacci and the recursive mathematical sequence that bears his name. The student will also learn that the sequence is a convergent one where dividing a term of the sequence by the preceding term always delivers a value close to 1.618. This is the number that ancient Greeks called 'phi'. The student will learn that taking the inverse square root of phi and raising it to powers of 2,3,4,and 6 will generate numbers that traders call Fibonacci retracement levels. This all gets very intriguing when one examines segments of a stock price chart. Price will increase for a period of time, reach a peak, and then retrace its gain. The retraced portion will align to a Fibonacci retracement value. So how is it that Fibonacci math so dominates price action? This question was answered in 1970 when a researcher for the US military showed that the spatial distribution of planets in our cosmos aligns to the Fibonacci Sequence. Indeed... As Above, So Below.

Before entertaining thoughts of applying Fibonacci mathematics to a stock chart, one should first create what is called the "first trade horoscope". This is a zodiac wheel for the date when the stock first started trading on a recognized exchange. Very often, there will be geometric shapes that can be seen in a first trade horoscope wheel. Usually these shapes are triangles, but other more complex shapes sometimes appear. The Moon travels around the zodiac wheel in 29 days (lunar cycle). As Moon passes the corner points of these key geometric shapes, a price reaction will often result. Knowing that this is the case, a trader or investor  will be alert to the travel of the Moon. 

This lecture begins with a review of how the Fibonacci sequence leads to the calculation of Fibonacci retracement percentages. This lecture illustrates by way of actual price charts of how to identify and overlay retracement levels onto the chart. 

This lecture is a Case Study of the price chart of Facebook/Meta Platforms. The ups and downs of price action are reviewed in the context of Moon-based cosmic events AND Fibonacci retracements/extensions. The objective is to make the student more proficient in viewing a price chart through the lens of astrology and Fibonacci math. 

This lecture is a Case Study of the price chart of ride-hailing company UBER. The ups and downs of price action are reviewed in the context of Moon-based cosmic events AND Fibonacci retracements/extensions. The objective is to make the student more proficient in viewing a price chart through the lens of astrology and Fibonacci math. 

This lecture is a Case Study of the price chart of Canadian heavy oil producer MEG Energy. The ups and downs of price action are reviewed in the context of Moon-based cosmic events AND Fibonacci retracements/extensions. The objective is to make the student more proficient in viewing a price chart through the lens of astrology and Fibonacci math

This lecture is a Case Study of the price chart of Sugar Futures. The ups and downs of price action are reviewed in the context of Moon-based cosmic events AND Fibonacci retracements/extensions. The objective is to make the student more proficient in viewing a price chart through the lens of astrology and Fibonacci math

This lecture is a Case Study of the price charts of the S&P 500 Index and the Nsadaq Index. The ups and downs of price action are reviewed in the context of Moon-based cosmic events AND Fibonacci retracements/extensions. The objective is to make the student more proficient in viewing a price chart through the lens of astrology and Fibonacci math

This lecture is a summary of what has been discussed in this entire course.