Pivot Points Calculator

Pivot Points Calculator MCP Connector for Claude

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Deterministic technical analysis engine for pivot point, support, and resistance levels.

5 tools Official Updated Oct 1, 2026 Official Vinkius Partner

This MCP server provides a deterministic calculation engine for technical analysis pivot points. It allows AI agents to identify key market equilibrium levels and potential support and resistance zones using multiple mathematical methodologies. By connecting to Vinkius Edge, agents can use tools like pivot_classic for standard calculations, pivot_fibonacci for ratio-based levels, pivot_woodie for close-weighted pivots, pivot_camarilla for tight equilibrium levels, and pivot_demark for predictive modeling based on open/close relationships.

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5 tools expose this connector's capabilities to your AI agent.

pivot_classic

Calculates support and resistance levels using the standard Classic pivot point methodology

pivot_camarilla

Calculates levels using the Camarilla method, which uses the close and the range to find levels near the equilibrium

pivot_demark

Calculates levels using the DeMark method, where the pivot calculation is determined by the relationship between the open and close

pivot_fibonacci

Calculates support and resistance levels using Fibonacci-based mathematical ratios

pivot_woodie

Calculates levels using the Woodie method, which adjusts the pivot calculation to favor the closing price

See how to talk to your AI agent using Pivot Points Calculator.

Calculate the classic pivot points for a period with high 150, low 140, and close 145.

The Classic pivot point is 145.0, with R1 at 155.0, S1 at 135.0, R2 at 155.0, and S2 at 135.0.

What are the Fibonacci resistance levels if the high is 100, low is 90, and close is 95?

The Fibonacci pivot is 95.0, R1 is 98.82, and R2 is 100.9, with S1 at 91.18 and S2 at 89.1.

Find the Camarilla levels for high 50, low 40, and close 45.

The Camarilla levels are: R3 at 45.91, R2 at 45.75, R1 at 45.41, S1 at 44.59, S2 at 44.25, and S3 at 44.09.

The server supports Classic, Fibonacci, Woodie, Camarilla, and DeMark pivot point methodologies.

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