## Minecraft End Portal Finder

The **minecraft end portal finder** is a **vital tool** for players aiming to discover the elusive nether portal in their Minecraft worlds.

This **innovative method** employs mathematical calculations and in-game mechanics to accurately locate a stronghold, which contains the **nether portal**.

## Can you locate the End Portal in Minecraft?

**Absolutely**, it is feasible to locate the **End Portal** in **Minecraft**. Finding it without assistance can be a **challenging endeavor**, given the vastness of a Minecraft world.

The End Portal is consistently situated within a stronghold, typically buried underground. While it is possible to stumble upon a stronghold by chance, it is extremely rare.

This is where the End Portal Finder method becomes essential, offering players a **systematic approach** to finding these structures.

## Is there a trick to finding the End Portal?

Indeed, there is a **clever technique** to find the End Portal, which involves the use of **Eyes of Ender**. These **mystical items** are crafted by combining **Blaze Powder** and **Ender Pearls**.

When thrown,** Eyes of Ender** will float toward the **nearest stronghold**. By following their trajectory, players can eventually reach the vicinity of a stronghold.

This method alone can be **time-consuming** and resource-intensive. The real **secret** lies in merging the use of Eyes of Ender with mathematical calculations to triangulate the exact coordinates of the stronghold.

This **advanced technique** is the foundation of the **Minecraft Stronghold Locator**.

**More Calculators:**

## What are the coordinates of the End Portal?

The exact coordinates of the End Portal vary for each Minecraft world, as they are generated randomly. However, there are some **general principles** regarding their placement:

- Strongholds (and consequently, End Portals) always generate in a
**ring pattern**around the world origin (0, 0). - There are typically
**128 strongholds**in a Minecraft world (Java Edition). - The first ring of strongholds generates between
**1280 and 2816 blocks**from the origin.

These facts do not provide precise coordinates, they establish a framework for the search. The End Portal Finder method enables players to calculate the specific coordinates for their unique world.

## How to triangulate the stronghold?

Here’s a step-by-step guide to perform this calculation:

**Select two distant points**: Choose two locations in your Minecraft world that are at least**1000 blocks apart**.**Throw Eyes of Ender**: At each point, throw an Eye of Ender and record the exact coordinates where you’re standing and the angle at which the Eye travels.**Calculate the angle**: Convert the Minecraft angle (ranging from -180° to 180°) to a standard mathematical angle (0° to 360°).**Apply trigonometry**: Utilize these angles and coordinates in trigonometric equations to determine the point of intersection – this will indicate the location of the stronghold.

## Minecraft End Portal Finder Examples

Point | X Coordinate | Z Coordinate | Minecraft Angle | Mathematical Angle |
---|---|---|---|---|

A | -500 | 200 | 65° | 25° |

B | 700 | -300 | -140° | 280° |

Let’s calculate the stronghold coordinates using these values:

- Convert angles to radians:
- Angle A = 25° * (π/180) ≈ 0.4363 radians
- Angle B = 280° * (π/180) ≈ 4.8869 radians

- Calculate the slopes of the lines:
- Slope A = tan(0.4363) ≈ 0.4663
- Slope B = tan(4.8869) ≈ -0.3640

- Use the point-slope form of a line to create equations:
- Line A: z – 200 = 0.4663(x + 500)
- Line B: z + 300 = -0.3640(x – 700)

- Solve these equations simultaneously to find the intersection point: x ≈ 162.8 z ≈ 431.5

The approximate coordinates of the stronghold are (163, 432).

Let’s explore few more examples:

Point A (X, Z, Angle) | Point B (X, Z, Angle) | Calculated Stronghold (X, Z) |
---|---|---|

(-500, 200, 65°) | (700, -300, -140°) | (163, 432) |

(1000, 1000, 30°) | (-1000, -1000, 210°) | (0, 1732) |

(250, -400, -45°) | (-800, 600, 120°) | (-275, -275) |

(2000, 0, 0°) | (0, 2000, 90°) | (1000, 1000) |