Spot Distance Calculation

Spot Distance Calculation MCP Connector for Claude

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Calculate great-circle distances, bearings, and travel times using spherical geometry.

4 tools Official Updated Oct 1, 2026 Official Vinkius Partner

This MCP server provides precise navigational calculations based on the Haversine formula. It allows AI agents to determine the shortest distance between two geographic points, calculate the required compass bearing, and estimate travel time based on speed. Use get_distance_and_bearing to find distance and direction, calculate_estimated_travel_time for duration, verify_navigation_feasibility to check heading constraints, and get_distance_to_landmark_collection to find the nearest point in a list.

haversinegpsdistancebearingtravel-time

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

verify_navigation_feasibility

Verifies if the target bearing is within the allowed deviation

calculate_estimated_travel_time

Calculates the estimated travel time in minutes

get_distance_and_bearing

Calculates the great-circle distance and bearing between two points

get_distance_to_landmark_collection

Finds the closest landmark in a collection

See how to talk to your AI agent using Spot Distance Calculation.

How far is it from latitude 40.7128, longitude -74.0060 to latitude 34.0522, longitude -118.2437?

The distance is approximately 3935.74 km with a bearing of 259.32 degrees.

If I am 100 km away and traveling at 50 kph, how long will it take to arrive?

It will take 120 minutes to reach your destination.

I am facing 90 degrees. Is it feasible to reach a target at 100 degrees if my max deviation is 15 degrees?

No, the angular difference is 10 degrees, which is within the 15 degree limit, so it is feasible.

The distance is calculated using the Haversine formula, which accounts for the Earth's curvature to provide the shortest great-circle distance.

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