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MCP
claude.analyze("BTCUSDT")→ [buy] signal detectedmcp.draw_levels(resistance=98000)→ [drawn] on chartclaude.scan_watchlist(coins=100)→ [42] buy signals foundmcp.connect("tradingview")→ [connected] daily TFclaude.detect_sr("SOLUSDT")→ [S: $165] [R: $185]claude.analyze("ETHUSDT")→ [neutral] consolidatingmcp.screenshot_chart("BNBUSDT")→ [captured] analyzing...claude.score_quality("XRPUSDT")→ score: 78/100mcp.set_timeframe("1D")→ [ok] chart updatedclaude.analyze("BTCUSDT")→ [buy] signal detectedmcp.draw_levels(resistance=98000)→ [drawn] on chartclaude.scan_watchlist(coins=100)→ [42] buy signals foundmcp.connect("tradingview")→ [connected] daily TFclaude.detect_sr("SOLUSDT")→ [S: $165] [R: $185]claude.analyze("ETHUSDT")→ [neutral] consolidatingmcp.screenshot_chart("BNBUSDT")→ [captured] analyzing...claude.score_quality("XRPUSDT")→ score: 78/100mcp.set_timeframe("1D")→ [ok] chart updated
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identify_fibonacci_levels

Chart AnalysisFibonacciS&R
INSTALLATION
$python -c "exec(open('identify_fibonacci_levels.py').read())"
#or paste directly into your Claude Code terminal
[ ABOUT ]

Takes a swing high and swing low as input and returns Fibonacci retracement levels at the standard ratios: 0%, 23.6%, 38.2%, 50%, 61.8%, 78.6%, and 100%. Each level is computed as `swing_high - (range * fib_ratio)` and returned in a labeled dictionary.

Swing high and low should be identified manually from the chart context or extracted programmatically using `detect_support_resistance`. The 38.2% and 61.8% levels are historically the most significant retracement zones in trending crypto markets — filter the output dictionary to those two if you want to draw only the highest-probability levels.

[ USAGE EXAMPLE ]
example.py
fibs = fibonacci_levels(swing_high=105, swing_low=88)
# → {"Fib 0%": 105.0, "Fib 38%": 98.5, "Fib 62%": 94.5, ...}
[ FULL CODE ]
identify_fibonacci_levels.py
def fibonacci_levels(swing_high, swing_low): diff = swing_high - swing_low fibs = [0, 0.236, 0.382, 0.5, 0.618, 0.786, 1.0] return {f"Fib {int(f*100)}%": round(swing_high-diff*f, 4) for f in fibs}
[ METADATA ]
CategoryChart Analysis
ComplexityBeginner
LanguagePython 3.10+
TagsFibonacci, S&R
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