> For the complete documentation index, see [llms.txt](https://shinobicoin.gitbook.io/ninja/llms.txt). Markdown versions of documentation pages are available by appending `.md` to page URLs; this page is available as [Markdown](https://shinobicoin.gitbook.io/ninja/mechanics/game-theory.md).

# Game Theory

Engaging in the voting process for the aforementioned scenarios introduces participants to a captivating Game Theory environment. By casting their votes, individuals not only contribute to the shaping of the narrative but also open the door to a unique interplay of **strategic decision-making**.

In this immersive landscape, those who support the winning scenario are rewarded with the $NINJA tokens contributed by other users who have chosen the unsuccessful alternatives. This mechanism establishes a **zero-sum game**, wherein the gains of each participant are precisely offset by the losses incurred by others. As a result, every individual's outcome hinges on the delicate balance of **strategic thinking** and anticipation of others' choices.

Within this dynamic framework, participants are prompted to consider the motivations and actions of their fellow voters. The interplay of strategies adds an exhilarating layer of complexity, heightening the stakes and injecting an element of **competition**. Success lies not only in advocating for one's preferred scenario but also in navigating the intricate web of decision-making, carefully weighing the potential choices of others to **emerge victorious**.

This captivating intersection of Game Theory and creative collaboration immerses participants in an engaging and intellectually stimulating experience. It fosters a vibrant community where **strategic thinking** intertwines with a shared passion for storytelling, culminating in an interactive journey where each participant's **strategic acumen** and anticipation of others' choices become key determinants of success.

Example:

There are 3 potential scenarios - A, B and C. 90% of token holders vote on scenario A, 7% vote on scenario B and 3% vote on scenario C:

* **A - 90% of votes**
* **B - 7% of votes**
* **C - 3% of votes**

In this configuration - scenario A has a **90% chance of winning**, scenario B has a **7% chance of winning** and scenario C has a **3% chance of winning**.

The token holders who voted on the winning scenario will receive tokens that they have contributed + all tokens that have been placed in the losing scenarios. The amount each token holder receives will be proportional to the amount they contributed to the winning scenario.