OPEN-SOURCE SCRIPT
Bitcoin: The Golden Ratio Multiplier advanced with Z-score
What this does: We took the classic Golden Ratio / 350DMA idea and ported it to TradingView, then standardized it with a single Z-score. The three core bands are the 350DMA multiples (1.0×, 1.6×, 2.0×). We define their Z values and add two outer bands to complete a 5-level scale:
0.625× 350DMA → Z = +2
1.0× 350DMA → Z = +1
1.6× 350DMA → Z = 0 (golden-ratio mid)
2.0× 350DMA → Z = −1
2.5× 350DMA → Z = −2
How the Z-score is computed:
We take the **price-to-350DMA ratio**, locate it **between the two nearest bands**, and then measure its **position on a log scale** (because the bands are multiplicative). That position is **linearly mapped** so each band-to-band step equals **1 Z unit**: 0.625×→1.0×→1.6×→2.0×→2.5× becomes **+2 → +1 → 0 → −1 → −2**. If price sits **outside** the outer bands, the Z-score simply **extends past ±2** (optionally clamped in settings). Positive Z means price is **below** the 1.6× mid; negative Z means it’s **above** the 1.6× mid.
0.625× 350DMA → Z = +2
1.0× 350DMA → Z = +1
1.6× 350DMA → Z = 0 (golden-ratio mid)
2.0× 350DMA → Z = −1
2.5× 350DMA → Z = −2
How the Z-score is computed:
We take the **price-to-350DMA ratio**, locate it **between the two nearest bands**, and then measure its **position on a log scale** (because the bands are multiplicative). That position is **linearly mapped** so each band-to-band step equals **1 Z unit**: 0.625×→1.0×→1.6×→2.0×→2.5× becomes **+2 → +1 → 0 → −1 → −2**. If price sits **outside** the outer bands, the Z-score simply **extends past ±2** (optionally clamped in settings). Positive Z means price is **below** the 1.6× mid; negative Z means it’s **above** the 1.6× mid.
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這些資訊和出版物並不意味著也不構成TradingView提供或認可的金融、投資、交易或其他類型的意見或建議。請在使用條款閱讀更多資訊。
免責聲明
這些資訊和出版物並不意味著也不構成TradingView提供或認可的金融、投資、交易或其他類型的意見或建議。請在使用條款閱讀更多資訊。