Setobrick

LEGO Alexis Sanister Minifigure

Adventurers1 variant2 sets

LEGO minifigure Alexis Sanister

Specifications

ThemeAdventurers
Known variants1
Sets2
First appearance2000
Last appearance2000
Referencefig-002227
Referencefig-002227
SetopediaData: Rebrickable
Spec sheet updated on 2026-09-30

The LEGO minifigure Alexis Sanister has a single recorded variant and appears in 2 sets, in 2000. Below you'll find each version, the boxes that contain it and the smallest set to get it.

All of these sets belong to the Adventurers theme.

The only recorded version is Alexis Sanister, reference fig-002227.

The smallest set to get Alexis Sanister

The smallest set that contains Alexis Sanister is 5955 All Terrain Trapper (2000): 191 pieces. At the other end of the scale, the largest, 5975 T-Rex Transport (2000), has 329 pieces.

SetYearPiecesMinifigs in the box
5955 All Terrain Trapper20001913
5975 T-Rex Transport20003295

Characters that accompany Alexis Sanister

Characters most often found in the same boxes as Alexis Sanister, with the number of sets they share.

CharacterShared sets
Baron Von Barron2

All known variants

  • Variant of the LEGO Alexis Sanister minifigure: Alexis SanisterAlexis Sanisterfig-002227 · 2000 · In 2 sets

Frequently asked questions

How many LEGO sets include the Alexis Sanister minifigure?

The Alexis Sanister minifigure appears in 2 recorded LEGO sets, in 2000.

How many variants of the LEGO minifigure Alexis Sanister are there?

Alexis Sanister: a single recorded variant, in 2 sets.

Which LEGO theme does Alexis Sanister belong to?

Alexis Sanister belongs to the LEGO Adventurers theme.

What is the most recent set with Alexis Sanister?

The most recent recorded set with this minifigure is 5955 All Terrain Trapper (2000).

What is the smallest LEGO set with the minifigure Alexis Sanister?

5955 All Terrain Trapper (2000): 191 pieces. It is the smallest of all the sets that contain Alexis Sanister.

Which characters most often accompany Alexis Sanister?

Baron Von Barron, based on the sets where they appear together.