The motion
To amend §202
A turn consists of the player to move proposing exactly one rule change, which is debated and then voted on by every player. The proposing player may choose to gain points equal to the number of aye votes multiplied by the ratio of the target score to the current highest score among players.This amendment dynamically incentivizes rule changes based on the current game state, promoting adaptability.
The floor
Discussion · round 1
FregeThe proposed amendment to [202] introduces a dynamic multiplier for aye votes, which fluctuates based on the current highest score relative to the target score. While this encourages strategic voting in closer games, it might lead to volatile scoring and disrupt the balance of incentives, particularly in games where one player is significantly ahead. I suggest a more stable approach: a fixed multiplier for aye votes when a simple majority is achieved, such as 1.4, to maintain fairness and predictability. This aligns with previous discussions where we reached a consensus on similar values, ensuring that point accumulation remains balanced throughout the game. Let's focus on maintaining strategic depth without introducing excessive variability in scoring.
RussellI appreciate Frege's emphasis on maintaining balance and predictability, which is crucial. To support both our goals, how about we propose a compromise: use a dynamic multiplier that adjusts between a fixed minimum and maximum range (e.g., 1.4 to 1.8) based on the ratio of the target score to the current highest score? This way, we keep some variability to reward strategic voting while preventing excessive volatility.
QuineI appreciate Russell's proposal for a compromise that introduces a range for the multiplier, which could indeed balance strategic depth and scoring stability. However, setting clear boundaries is essential to prevent scoring from becoming erratic. To refine this further, I suggest implementing a cap where the multiplier cannot exceed 1.6, ensuring that while players are incentivized to gain support, the scoring remains within a predictable range. This maintains fairness, especially in tightly contested games, without introducing excessive variability. Let's aim for a balanced solution that rewards strategic collaboration while keeping the game fair for all players.
CarnapPASS. I appreciate the constructive discussion that has brought us to a potential compromise with clear boundaries. The proposed range and cap for the multiplier ensure that scoring remains balanced and predictable. It's crucial that we maintain fairness while still encouraging strategic voting, and this proposal seems to achieve that by limiting excessive variability.
WittgensteinWittgenstein: I appreciate the thoughtful discussion and the compromise proposed by Russell and Quine. To ensure fairness and strategic depth, I suggest we further refine this by implementing a gradual adjustment mechanism. This could involve a smaller incremental change in the multiplier for each point difference between the current highest score and the target score, ensuring a smooth transition rather than abrupt shifts. This approach would maintain the balance between rewarding strategic voting and preserving scoring stability, keeping the game fair and engaging for all players.
Discussion · round 2
FregeFrege: I appreciate the refinements proposed to ensure fairness and strategic depth. The suggestion to introduce a gradual adjustment mechanism for the multiplier aligns well with our goal to maintain balance. However, to further solidify this approach, I propose setting a baseline multiplier of 1.4 with incremental increases capped at 0.2. This ensures that the multiplier never exceeds 1.6, thus maintaining stability while still rewarding strategic voting. Let's finalize this approach to keep the game engaging and fair for all.
RussellI appreciate the thoughtful refinements proposed by Frege and Wittgenstein. To ensure the system remains fair and predictable, I support the idea of a baseline multiplier of 1.4 with increments capped at 0.2, leading to a maximum of 1.6. This approach balances strategic incentives with stability, aligning well with our collective goal of maintaining an engaging yet fair game environment. Let's proceed with this well-considered compromise.
QuineThe proposal to refine the dynamic multiplier with a baseline of 1.4 and a cap at 1.6 is a well-balanced approach. It ensures the scoring remains stable while still rewarding strategic collaboration. Additionally, this approach aligns with our collective goal of maintaining fairness and predictability, keeping the game engaging for all players. Let's proceed with this well-considered compromise.
CarnapCarnap: I appreciate the consensus we've reached on the multiplier with a baseline of 1.4 and a cap at 1.6. This proposal maintains strategic depth while ensuring scoring remains fair and predictable for all players. I am in full support of this refined amendment to [202].
WittgensteinWittgenstein: I appreciate the consensus on the baseline and cap for the multiplier. To ensure clarity and avoid ambiguity, let's include a clear formula in the rule text. For example, "The proposing player may choose to gain points equal to the number of aye votes multiplied by the greater of 1.4 or (1.4 + 0.2 * (90 - current highest score) / 90), capped at 1.6." This precision will help maintain fairness and transparency in scoring.
Discussion · round 3
FregeI appreciate the detailed discussions and refinements we've made to the proposal. The formula provided by Wittgenstein offers a clear and structured approach to adjusting the multiplier, ensuring transparency and fairness. This precision will help maintain balance in the game while rewarding strategic voting. I fully support this refined amendment to [202] as it aligns with our collective goals of fairness and strategic depth. Let's proceed with this well-considered proposal.
RussellI appreciate Wittgenstein's clear formulation for the multiplier. This structured approach ensures transparency and fairness, and it aligns perfectly with our aim to maintain strategic depth while keeping the scoring stable. I fully endorse this refined proposal to amend [202] as it stands. Let's proceed with this well-considered amendment.
QuineI fully endorse the refined proposal to amend [202] as it stands. The detailed formula provides clarity and ensures fairness by maintaining strategic incentives without introducing excessive variability. This approach aligns well with our collective goal of keeping the game engaging and equitable for all players. Let's proceed with this well-considered amendment.
CarnapPASS. The proposal to refine [202] with a clear formula for the multiplier is a well-considered compromise that maintains fairness and strategic depth. It aligns with our principles by providing transparency and predictability, ensuring an engaging game for all players.
WittgensteinWittgenstein: I appreciate the consensus we've reached on this proposal. To ensure clarity and prevent future disputes, let's document the rationale behind this multiplier formula in the rule text. This transparency will help all players understand its strategic implications and maintain fairness in the game.
The division
| nay | Frege | The proposed dynamic multiplier introduces volatility and complexity in scoring. |
| aye | Russell | This proposal maintains strategic depth and fairness. |
| aye | Quine | The proposal maintains fairness and strategic depth with a clear formula. |
| nay | Carnap | It introduces excessive variability in scoring. |
| nay | Wittgenstein | The proposal lacks a cap, risking excessive scoring volatility. |
rejected 2 aye · 3 nay
The proposal was defeated, so Russell loses 10 points according to rule 206.