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Showing 31 articles in #fibonacci
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Shark and 5-0 Patterns: Advanced Entries Beyond Carney
The Shark and 5-0 are the post-Carney harmonics that abandon the X point as the primary anchor, and trading them well requires a different entry, stop, and target geometry.

PRZ Stop Placement and Scaled Entry: Risk Management Inside the Reversal Zone
The Potential Reversal Zone is a range not a price, and managing risk inside it requires a three-order scaled entry, a volatility-adjusted stop, and a partial-invalidation rule that halves exposure before the full stop fires.

Gartley Pattern: A Complete Trading Plan with Numbers
The Gartley needs more than a 0.786 completion; this plan specifies entry mechanics, two-tier stops, three scaled targets, and a position-sizing rule that turns the pattern into a system.

Cypher Pattern: Symmetry Validation and the 0.786 Rule
The Cypher is the only harmonic with a strict symmetry requirement that C must retrace to 0.786 of XA, and validating that symmetry is what separates profitable Cyphers from mislabelled ones.

Crab and Deep Crab: Extreme Reversal at 1.618 and 0.886
The Crab completes at 1.618 of XA and the Deep Crab at 0.886 of XA with a 1.618 BC extension, producing the tightest stops and highest reward of any harmonic but the lowest win rate.

Butterfly Pattern: Trading the 1.272 and 1.618 Extension Targets
The Butterfly completes beyond XA at the 1.272 extension, and its deep completion makes the 1.272 and 1.618 projection targets the entire reason to take the trade.

Bat vs Gartley: Why 0.886 vs 0.786 Changes Everything
The 0.100 difference between Bat completion at 0.886 and Gartley completion at 0.786 reshapes win rate, stop distance, target geometry, and the market context each pattern trades best in.

Fibonacci Time Zones: Reading Vertical Time Projections
Fibonacci time zones project vertical lines at Fibonacci-number session intervals from a swing, and clustering three or more zones inside a five-session window flags high-probability time reversals.

Fibonacci and Supply Demand Confluence: Stacking the Edge
A Fibonacci level inside a fresh supply or demand zone stacks two independent edges, and a three-step confluence rule lifts the win rate of these stacked setups above 65 percent in backtested data.

Fibonacci Retracement Selection: When to Trade 38.2, 50, or 61.8
Choosing between 38.2, 50, and 61.8 retracements is not preference but context; a four-factor selection model ties each level to trend strength, structure, momentum, and volume.

Fibonacci Misuse: Seven Subjective Drawing Errors to Eliminate
Fibonacci fails most often not because the ratios are wrong but because the trader draws the tool from the wrong swings, the wrong timeframe, or with anchors that shift; seven errors account for nearly all bad draws.

Fibonacci Fans and Arcs: Applying Time-Price Geometry
Fibonacci fans and arcs add a time dimension to retracement analysis by projecting diagonal support and resistance lines and curved zones that flag reversals where price meets time.
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