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Aiyawatstani
Ruleset: Aiyawatstani (Ludii 1)

Game

See the game Aiyawatstani for more details.

Period(s)

Modern

Summary

Reconstructed with Ludii

Rules

The game Aiyawatstani is played by two players on a 5x5 rectangle board with square tiling.
All players play with Counters.
Rules for Pieces:
Counters hop adjacent or step adjacent.
Players take turns moving.
Setup:
Place a Counter for player one at the union of the vertexes with coordinates [C5, G5], each vertex of the 0 row, each vertex of the 1 row, each vertex of the 2 row and each vertex of the 3 row.
Place a Counter for player two at the union of the vertexes with coordinates [A5, I5], each vertex of the 5 row, each vertex of the 6 row, each vertex of the 7 row and each vertex of the 8 row..
Rules:
Move one of your pieces.
Aim:
If the next player cannot move, the next player loses.

Reconstruction Details

Combined Score: 0.928
Cultural Score: 0.951
Conceptual Score: 0.904

Geographical Score: 0.947 (~1060km)

Based on:
1. Tuknanavuhpi / Oraibi 2. Tuknanavuhpi / Oraibi 3. Tuknanavuhpi / Oraibi

Can also be based on:
1) 1. Tuknanavuhpi / Oraibi 2. Ko-app-paw-na / Taos 3. Tuknanavuhpi / Oraibi
2) 1. Tuknanavuhpi / Oraibi 2. El Cazador / El Cazador 3. Tuknanavuhpi / Oraibi
3) 1. Tuknanavuhpi / Oraibi 2. Crand / Crand 3. Tuknanavuhpi / Oraibi

Concepts

Browse all concepts for Aiyawatstani (Ludii 1) here.

Other Rulesets

Reconstructed rulesets
Aiyawatstani (Ludii 2) Reconstructed with Ludii
Aiyawatstani (Ludii 3) Reconstructed with Ludii
Aiyawatstani (Ludii 4) Reconstructed with Ludii
Aiyawatstani (Ludii 5) Reconstructed with Ludii
Aiyawatstani (Ludii 6) Reconstructed with Ludii
Aiyawatstani (Ludii 7) Reconstructed with Ludii
Aiyawatstani (Ludii 8) Reconstructed with Ludii
Aiyawatstani (Ludii 9) Reconstructed with Ludii
Aiyawatstani (Ludii 10) Reconstructed with Ludii

Identifiers

DLP.GameRulesets.3034

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lkjh Maastricht University Department of Advanced Computing Sciences (DACS), Paul-Henri Spaaklaan 1, 6229 EN Maastricht, Netherlands Funded by a €2m ERC Consolidator Grant (#771292) from the European Research Council