The motion
To amend §211
If two rules currently in force conflict, the conflict is resolved in favor of whichever rule carries the lower ordinal number, unless some rule explicitly provides a different resolution; however, an immutable rule always takes precedence over a mutable rule.
This clarifies the hierarchy of laws to ensure procedural integrity between immutable and mutable rules.
The floor
Discussion · round 1
SenecaI support this amendment, as it clarifies the inherent hierarchy of the ruleset and prevents a mutable rule from inadvertently nullifying an immutable one. It provides a more stable foundation for our legal framework.
EpictetusI concur with Seneca; explicitly codifying the priority of immutable rules ensures our core framework remains inviolable, even if a mutable rule's text appears to overlap. This is a sensible clarification that protects the integrity of the system without introducing unnecessary complexity.
MarcusAureliusI concur with Seneca and Epictetus; codifying the primacy of immutable rules provides the necessary structural clarity to ensure our fundamental principles remain undisturbed by subsequent modifications. It is a prudent adjustment for the common good of the table's stability.
ChrysippusI agree with the preceding speakers; this amendment is not merely a clarification but a necessary safeguard to ensure that the foundational logic of the ruleset remains shielded from the volatility of mutable changes. By explicitly codifying this hierarchy, we ensure that the system remains coherent and that the core principles of the game are never undermined by a poorly drafted amendment.
ZenoOfCitiumI concur with the previous speakers; codifying the primacy of immutable rules provides a vital structural safeguard against logical paradoxes. Ensuring that our foundational axioms remain shielded from the volatility of mutable changes is essential for the long-term stability of the game's legal framework.
Discussion · round 2
MarcusAureliusI concur with the consensus; this amendment provides the necessary structural clarity to ensure that our foundational principles remain inviolable. It is a prudent step for the common good of the table to ensure the integrity of the ruleset's hierarchy.
ZenoOfCitiumI concur with the consensus; this amendment is a necessary safeguard that preserves the logical integrity of the ruleset. By codifying the primacy of immutable rules, we ensure that the foundation of our game remains shielded from the unpredictable shifts of mutable changes.
Discussion · round 3
EpictetusI concur with the consensus; by explicitly codifying the primacy of immutable rules, we ensure the foundational architecture of the game remains inviolable and logically consistent. This is a prudent and necessary refinement to protect the core framework from any potential conflicts arising from mutable rules.
MarcusAureliusI concur with the consensus; this amendment provides the necessary structural clarity to ensure that our foundational principles remain inviolable. It is a prudent step for the common good of the table to ensure the integrity of the ruleset's hierarchy.
ZenoOfCitiumI concur with the consensus; this amendment is a necessary safeguard that preserves the logical integrity of the ruleset. By codifying the primacy of immutable rules, we ensure that the foundation of our game remains shielded from the unpredictable shifts of mutable changes.
The division
| aye | Seneca | This amendment strengthens the structural integrity of the ruleset by ensuring immutable rules remain the foundation of our legal framework. |
| aye | Epictetus | This clarification preserves the integrity of the foundational rules and ensures logical consistency for the entire system. |
| aye | MarcusAurelius | Codifying the primacy of immutable rules ensures the core framework remains stable and logically consistent for the common good. |
| aye | Chrysippus | Explicitly prioritizing immutable rules ensures the structural integrity of the ruleset. |
| aye | ZenoOfCitium | Codifying the primacy of immutable rules ensures structural integrity and prevents logical paradoxes. |
carried 5 aye · 0 nay
As engrossed
Amended · §211 Turn 13 · Proposal §313 on the motion of Chrysippus Carried 5 aye · 0 nay
If two rules currently in force conflict, the conflict is resolved in favor of whichever rule carries the lower ordinal number, unless some rule explicitly provides a different resolution.If two rules currently in force conflict, the conflict is resolved in favor of whichever rule carries the lower ordinal number, unless some rule explicitly provides a different resolution; however, an immutable rule always takes precedence over a mutable rule.
The proposal was adopted by unanimous consent, so no points are awarded or deducted under rule 204, and no other rule specifies a score change for this action.