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Stronghold Triangulation

Medium1.0+

Also known as: Eye Triangulation, Two-Throw Method, Stronghold Tri

Use two eye of ender throws from different positions to mathematically calculate the exact stronghold location. This method uses only 2 eyes instead of the 5 to 10 required by the follow-the-eye approach.

How It Works

Each eye of ender, when thrown, flies toward the nearest stronghold. By recording your position and the direction the eye travels from two different locations, you can calculate where the two directional lines intersect. That intersection point is the stronghold.

The math works like basic line intersection. You record (x1, z1) and the angle of the first throw, then move perpendicular to the eye's path and record (x2, z2) and the second angle. Where the two lines cross is your target.

Tools like Ninjabrain Bot automate this calculation, but you can also do it manually with the F3 debug screen angle readout and basic trigonometry.

Step-by-Step Execution

1

Stand at a clear location and note your X and Z coordinates from the F3 screen.

2

Throw an eye of ender and record the angle it travels (read the 'Facing' line on F3 while looking in the direction the eye flew).

3

Walk 200 to 400 blocks perpendicular to the direction the eye traveled.

4

Stop, note your new X and Z coordinates.

5

Throw a second eye of ender and record the new travel angle.

6

Calculate the intersection of the two lines (manually or using Ninjabrain Bot).

7

Travel to the calculated coordinates.

8

Dig down between Y=0 and Y=40 to find the stronghold.

Tips

  • +The farther apart your two throw positions, the more accurate the triangulation
  • +Use Ninjabrain Bot to automate the math and get instant results
  • +Always move perpendicular to the first eye's direction, not parallel
  • +If both eyes point in nearly the same direction, you are too far away and need to get closer before triangulating

Common Mistakes

  • -Not moving far enough between the two throws, resulting in an inaccurate intersection
  • -Moving parallel to the eye's flight instead of perpendicular
  • -Misreading the angle from the F3 screen
  • -Using too many eyes to follow instead of triangulating with just two