
Explore the square of nine, its spiral layout and 45-degree divisions, revealing cycles and key numbers for price analysis.
this lecture explains intraday trading using Gan square of nine numbers and MCL major cycle levels, mapping weekly and daily pivot, buy and sell levels, and hedging rules.
Master the star lord method by identifying the ruling planet from the moon's nakshatra, determining tradable zones, and executing buys and sells with defined stop-loss rules.
Learn the basics of cycles theory using the square of nine, 360-degree cycles, and major cycle levels at 135 and 315 degrees, with even and odd cycles and retracement entries.
Explore the basics of cycles, identifying even-to-even and odd-to-odd patterns, pending cycles, and entry rules at odd or even numbers, with backtested S&P 500 examples.
Identify major cycles and layers in stock price movements, using R cycle and even cycle types, and apply backtesting and harmonic numbers to forecast trends.
Learn major cycles and layers with examples on Nifty, S&P 500, and USD/EUR, identifying layer bottoms to buy and tops to sell over four to five years of weekly charts.
Apply retracement theory to falling markets by analyzing cycle layers, identifying bottom-to-top cycles, and testing 25%, 50%, 66%, and 100% retracements to predict support, center of gravity, and potential declines.
Explore retracement theory through cycle layers, including 6, 12, and 18 cycles, with levels like 33%, 50%, 66%, and 100%, showing how prices find support and reverse in falling markets.
Explore natural and astrological pressure dates, moon cycles, and sun-moon alignments to identify pressure dates and guide long or short trades using high/low break rules.
Explore the square of 12 and its major time cycles, linking 12 to time analysis, 144-year cycles, and Jupiter’s 12-year cycle, with practical stock market applications.
Apply the square of 12 cycles to intraday trading by splitting 144 into harmonic subcycles, identifying major cycle levels and using ninth candle breakouts with stop loss rules.
Apply the square of 12 to intraday charts: count nine candles, then a break of the ninth candle high or low by the tenth signals the trend to the eighteenth.
Combine square of nine and square of twelve to map time cycles and key price levels on weekly charts; guides positional trading and targets for Nifty and Reliance.
Explore the price time square concept by linking square numbers to time and price cycles, calculating stock speed, and estimating targets on specific candles (16th/17th) using nine- and twelve-step cycles.
Learn to apply Gann's price-time square methodology by analyzing uptrends and downtrends using candle highs and lows, square numbers, and speed ratios to project targets.
Explore mathematical pressure dates with square candles and time cycles to identify potential turning points. Learn to count square candles from swing lows or highs across time frames.
Learn the inner cycle trading method derived from square of nine, converting cycles into inner circles for intraday trades, and identify pending cycles to time entries toward defined targets.
Explore the inner circle trading cycle, using a TradingView pine strategy to identify even to even and odd square patterns, with pending cycles, entries, and cost-to-cost exits.
Explore history repeats in collaborative forecasting by analyzing past intraday and positional trades across assets like nifty, euro USD, and gold, using five filters to identify green or red repetitions.
Explore history repeats part 2 by analyzing monthly open-high-low-close data and exact high/low dates to assess probability for intraday moves and swing trades in April, with weekly updates.
History repeats in April as this lecture analyzes past patterns of the nifty's April 4th low and April 10th high, outlining short or long trades toward April 30th.
Forecast monthly high and low using past history and the eight to nine calendar days pattern, and outline exit profits and stop loss strategies.
Explore dynamic cycles by coupling Gan factor with musical vibration to forecast price movements across intraday and positional horizons, including trend changes and backtesting with spreadsheets.
Draw Gann angles using a 1:1 time-to-price ratio with harmonic numbers (1:1, 1:2, 1:4, 1:8, 1:16) on an inches graph sheet, mapping swing lows and highs across time frames.
W.D. Gann Mathematical
Our W.D. Gann Mathematical Courses are designed for traders and investors who want to understand the market from a unique mathematical and natural law perspective. We also regularly publish educational content on our Financial Astro YouTube channel, where you can explore valuable videos related to stock market trading and financial astrology.
Our core philosophy is based on the Natural Laws of the Universe. Everything in nature moves in cycles, and as the saying goes, "History Repeats Itself." By understanding these recurring cycles, traders can improve their market analysis and decision-making.
What You Will Learn
Our W.D. Gann Mathematical Course covers:
Square of Nine
Square of Twelve
Logical Price-Time Square
Mathematical Cycles
Major Market Cycles
Price Time Cycles
Dynamic Cycles
Gann Angles
Inner Cycles
History Repeats Analysis using Historical Market Data
These courses are designed to help traders and investors build confidence by understanding the mathematical and cyclical nature of financial markets. Instead of relying solely on indicators, you will learn the underlying principles that drive market movements.
After completing our courses, you will:
Gain a deeper understanding of market mathematics.
Learn how price and time work together.
Develop greater confidence in your trading decisions.
Improve your research and market analysis skills.
Understand disciplined risk and money management techniques.
Acquire unique knowledge that is rarely taught in conventional trading courses.
With market experience since 2008, our mission is to share years of research and practical knowledge to help traders and investors protect their capital, improve their decision-making, and achieve consistent growth in the financial markets.
Knowledge builds confidence. Discipline protects capital. Mathematics and natural cycles reveal the language of the market.