Nimics

游戏简介

这是一个关于组合博弈论的游戏。如果你热爱解谜、编程或数学，那么你会在这段游戏化的旅程中享受到三者合为一体的满足感。

你将在各种有趣的博弈游戏中寻找策略，编写推演规则（而不是直接对弈），用以不变应万变的智慧战胜机敏的对手，所向披靡。

它是提供给没有任何数学背景知识的玩家的，请放心游玩。如果你对组合博弈论已经有所了解，那么早期的关卡可能过于简单。需要玩家对任意一种软件编程语言有初步的了解。

Game Description

This is a game about combinatorial game theory. If you love puzzles, programming, or mathematics, you will enjoy the satisfying feeling of all three coming together in this gamified journey.

You will discover strategies and program deduction rules across a variety of intriguing games, rather than playing directly, using timeless wisdom to outsmart clever opponents and become unstoppable.

The game is designed for players with no prior mathematical background, so you can play with confidence. If you are already familiar with combinatorial game theory, early levels may feel somewhat straightforward. Basic knowledge of any programming language is required.

Currently only Chinese is supported.

我为什么要玩这个游戏，而不是看数学书？

• 将数学理论映射到程序化规则的新鲜体验
• 独特、可扩展、容易上手和允许快速迭代的运行框架
• 循序渐进的关卡，充满探索和独立思考乐趣的旅程

Why play this game instead of reading a math textbook?

• A fresh experience that maps mathematical theory to programmable rules.
• A unique, extensible, beginner-friendly runtime framework that enables fast iteration.
• Progressively designed levels for a journey full of exploration and independent thinking.

游戏中提供了：

• 3个教程关卡和46个具有挑战性的关卡
• 10段玩家手册文本，降低上手门槛
• 每个关卡配备层层递进的提示文本
• 精美流畅的博弈局面

The game includes:

• 3 tutorial levels and 46 challenging levels.
• 10 player handbook entries to lower the entry barrier.
• Layered hints for every level.
• Elegant and fluid game scenarios.

注意:

网页版本会保持更新，可下载的windows版本可能滞后。

Acknowledgments：

• Elwyn R. Berlekamp, John H. Conway, Richard K. Guy, Winning Ways for Your Mathematical Plays, Vol. 1 & 2
• Aaron N. Siegel, Combinatorial Game Theory
• Bombe; The Qubit Factory; Prove You Can Win; Elevator Saga