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NZDJPY H3 Bearish Max Gartley — October 20, 2026 | FxMath Harmonic Hunter MT5 Analysis

NZDJPY H3 Bearish Max Gartley — October 20, 2026 | FxMath Harmonic Hunter MT5 Analysis

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MetaTrader 5 Pattern Shot

NZDJPY H3 Bearish Max Gartley — October 20, 2026 | FxMath Harmonic Hunter MT5 Analysis

Generated by FxMath Harmonic Hunter MT5 with 100.0% Accuracy Score & 0% ML Quality Score (Guards Not Aligned).

October 20, 2026 · 16:22 server time

Pattern Type
Bearish Max Gartley

SELL SIGNAL

Pattern Accuracy
100.0%

Tolerance: 80%

ML Validation
0% FAIL

GUARDS NOT ALIGNED — WAIT

Pair / Timeframe
NZDJPY H3

ZigZag Depth: 25


📈 Live Pattern Shot (MetaTrader 5)

D point age: 2 bar(s)
NZDJPY H3 Bearish Max Gartley FxMath Pattern MT5

🎯 Key Execution Levels

Entry Price
89.751
Stop Loss (SL)
90.042
Take Profit 1 (TP1)
89.253
Take Profit 2 (TP2)
88.813
Take Profit 3 (TP3)
88.503

📐 Fibonacci Geometry & Ratios

Ratio XAB
0.395
Ratio ABC
0.866
Ratio BCD
2.073
Ratio XAD
0.709
Filter Status
ML 0% FAIL · Overall FAIL

🛡 Filter Guard Verdicts

✘ Trend (D 89.956 vs EMA50 89.174)✔ RSI (69.8)✘ S/R (71.0p)✘ ML (0%)

This setup did not pass the EA’s own filter check. The ML model and the chart guards both withheld confirmation — treat it as a watchlist candidate, not a triggered entry.

⚡ Features of FxMath Harmonic Hunter MT5

FxMath Harmonic Hunter MT5 automatically monitors your charts around the clock. It evaluates harmonic leg geometry, applies Machine Learning filters, and provides structured signal outputs complete with high-reward risk setups.

⚡ Native MT5 Scanner
Blazing fast multi-symbol and multi-timeframe pattern recognition.
🤖 ML Signal Validation
Integrated AI quality scorer filters out weak setups before entry.
📌 Automated SL & TP
Calculates Entry, Stop Loss, and up to 3 Take Profit levels on your chart.


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FxMath Financial Solution is a financial software team developing end-to-end algo trading systems for quantitative hedge funds and institutional trading groups. Our system based on profitable mathematical models with highest possible profit and lowest drawn down.

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