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2011issue C0861-66

Building Fibonacci and Lucas time-cycle markers

A Fibonacci time cycle flags bars that sit a Fibonacci or Lucas count away from a locked start bar. After that origin is set, later matches are bar-count arithmetic, and stacked insertions can be compared for confluence across start bars and time frames.

  • After a start bar is fixed, a counter advances and a bar is flagged only when that count equals a listed Fibonacci or Lucas number.
  • Multiple insertions with different colors, plot styles, and offsets can be stacked so overlapping markers show confluence across start bars.
  • The same indicator can be placed on a five-minute chart and a 15-minute chart so one start-bar construction is read across two time frames.
  • Once the start bar is set, later matches are bar-count arithmetic, and only how the start bar is specified changes from intraday through longer frames.
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What the study marks

A Fibonacci time cycle is a bar-count sequence from a chosen start bar that marks later bars at Fibonacci or Lucas distances as candidate reaction times.

After the start bar is fixed, a counter advances and a bar is flagged only when that counter equals a listed Fibonacci or Lucas number.

How the start bar is set

A start bar can be set by clicking the chart or by entering date and time. Click-to-start may first count from the first visible bar until a new start is assigned.

Swing highs and lows can serve as start bars, and later significant bars may fall on or within one bar of the resulting counts.

If the start bar is not defined by a hard rule, automatic placement can still leave the origin subjective. One implementation searches a recent 10 percent peak or trough.

Stacked insertions and time frames

The study can be applied once or several times on any bar size, with each instance set to Fibonacci or Lucas. Multiple insertions with different colors, plot styles, and offsets can be stacked so overlapping markers show confluence across start bars.

Confluence means two or more independently started counts landing on the same bar or one bar apart. Paintbar-showme overlays color or flag sequence-match bars so those insertions can be compared visually.

The same indicator can be placed on a five-minute chart and a 15-minute chart so one start-bar construction is read across two time frames. That time-frame stack lets cycle hits be read together.

Construction inputs and later arithmetic

Series type, color, and start date are construction inputs, and the same formula can feed a watch-list sort as well as a chart plot.

Once the start bar is set, later matches are simple bar-count arithmetic, and the same construction works from intraday through longer frames. Only how the start bar is specified changes.

Educational research material, not investment advice. Historical source context does not establish present-day performance.
10 of 14 in the Fibonacci time cycle track
201310-13 pp.Next on Fibonacci time cycleContracting Fibonacci time posts as a dominant-cycle classroom caseThe 2013 case stacked successive boxes whose side lengths grow by 1.618, then placed later time posts at 0.618 of the prior interval, and said later tops fell within 3 percent of those anticipated dates.
All readings on this track · 14 readings
  1. 1982A three-category Fibonacci filter for wave setups
  2. 1985Three-check Fibonacci swings in Treasury bonds
  3. 1990Elliott labels and Fibonacci day counts on a reversal-volatility plot
  4. 1991Constructing Fibonacci time-cycle clusters from wave ratios
  5. 1992Constructing clustered static and dynamic cycle forecasts
  6. 1992Constructing a five-cycle time-ratio workbook
  7. 1998Constructing support-resistance oscillators and Fibonacci time zones
  8. 2003Constructing nested fifth waves with Fibonacci ratios
  9. 2010Seasons, the Wall cycle, and Fibonacci time on a 1949 long wave
  10. 2011Building Fibonacci and Lucas time-cycle markers
  11. 2013Contracting Fibonacci time posts as a dominant-cycle classroom case
  12. 2013Classify the origin low before counting the next advance
  13. 2014Calling a cycle end with range bars, median lines, and Fibonacci
  14. 2015Building reaction zones with swings and median lines
All 16 readings tagged Fibonacci time cycle
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