#Greggbraden.com fractal time calculator code#
# derivation of analyst Fibonacci constants For the first time in print, the Time Code Calculator gives you the toolto do just that Through easy-to-understand science and step-by-step instructions. Not sure these Fibonacci ratios apply on all occasions, but there is considerable interest in predicting peaks and dips in Bitcoin cryptocurrency. A version of 61.8% is loaded in the TCL program as the factor 0.618. The most commonly used Fibonacci ratios as dips include the 23.6%, 38.2%, 50%, 61.8%, and 78.6% shorts. The golden ratio constant is 1.6180339887… As used in the TCL program, the golden ratio conjugate is 0.6180339887… In some Bitcoin circles, a peak is considered 1.6X and a dip is considered 0.6X. Not all events in time have golden ratio proportions. There is plenty of uncertainty about probable occurrences events after the seed time in decimal years, but the the probable occurrences are largely based on growth, accumulation, and succession following the golden ratio proportions.
#Greggbraden.com fractal time calculator windows#
This calculator uses golden ratio proportions to predict successive time windows or successive time fractals of similar probable occurrences based on either a seed time or an initial human age in decimal years. Gold Here are some calculations on time fractal windows. Its very hard to reply reasonably without some background of the correspondent on his WIKI bio page. Aside from your courtesy, your wiki MONIKER and date as a signature and minimal good faith of any internet post are the rules of this TCL-WIKI. Please include your wiki MONIKER and date in your comment with the same courtesy that I will give you. Comments are welcome, but please load any comments in the comments section at the bottom of the page. Time Fractals in Golden Ratio Proportions and TCL demo example calculator, numerical analysis References: Fractal Waves and Fractal Limits.References: Elliott Wave Theory, Stock Markets.variable_length_waves from 1941 seed_date example constant_length_waves from Joe Blow example The ancient civilisation of the Mayans created. The Secret of 2012 and a New World Age - Gregg Braden 2010-08. figure 8.Golden_Ratio_waves_2, simulation in ripple tank They extend over many spatial or temporal scales.figure 7.Golden_Ratio_waves, simulation in ripple tank.Time_Fractals_in_Golden_Ratio_report_card
Testcase 13, Examples of Variable Time Waves Referenced to Calendar Years.Testcase 12, Example of Joe Blow in the Mills of Time.There is plenty of uncertainty about probable occurrences events after the seed time in decimal years, but the the probable occurrences are largely based on growth, accumulation. Testcase 11, Ratio of male bees to female bees in hive This calculator uses golden ratio proportions to predict time windows or time fractals of similar probable occurrences based a seed time or initial age decimal years.Testcase 8, Width and Height of DNA Strand.Testcase 6b, Life cycle of separate cicada species.Testcase 6a, life cycle of cicada insect and separate cicada species.Testcase 5b, Stock Markets, Fibonacci constants.Testcase 5a, Successive Fibonacci constants.Pseudocode, Equations, and Wiki Page Checklist For the first time in print, the Time Code Calculator gives you the tool to do just that Through easy-to-understand science and step-by-step instructions.Test Suite on Time Fractals in Golden Ratio Proportions.
Fractal Limits of the simulated reality from Koch snowflake.Contrast between Results on constant length and variable_length_waves Revolution Periods and Distance of Planets from the Sun.Elliot Wave Breakpoints from Fibonacci constants.Example of Joe Blow in the Mills of Time.Life cycle of cicada insect and separate cicada species, genus Magicicada in USA.Time Fractals in Golden Ratio Proportions and TCL demo example calculator, numerical analysis.The key: If you know where to look in the past,you know what to expect when the same conditions return in the present and future. As each cycle repeats, it carries a more powerful, amplified version of itself. and beyond.Īpplying fractal time to the history of the world and life, he proposes that everything from the war and peace between nations to the patterns of human relationships mirror the returning cycles of our past. The result is a powerful model of time-fractal time-and a realistic window into what we can expect for the mysterious year 2012. In this compelling exploration of life, Gregg Braden merges the modern discoveries of nature’s patterns (fractals) with the ancient view of a cyclic universe.
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