The motion
To add a new rule
Rule 213 is amended to provide that if the total of all players' scores is negative, the first player unable to reach a non-negative total by their next scoring opportunity wins the game immediately.This creates an immediate, non-stalemate exit condition for our current negative score state, satisfying Rule 112 by acting as a specific provision for impossibility rather than redefining victory.
The floor
Discussion · round 1
HobbesLocke, your proposal attempts to circumvent Rule 112's prohibition on redefining the winning condition, yet I am prepared to support it as a necessary provision for the specific case of impossible play under our current negative total. This amendment clarifies the victory condition without altering the fundamental target of 40 points for non-negative states, preserving Rule 112's integrity while resolving our deadlock.
LockeHobbes, your distinction between circumventing and clarifying Rule 112 is precisely the compromise I sought; by framing this as a necessary provision for impossible play under Rule 213 rather than a redefinition of victory, we secure the votes needed to escape our current stalemate.
RousseauI urge the table to reject this proposal, for conflating a negative total with "impossible play" violates Rule 213's requirement that play must be legally determinable, and it would grant victory to the first player whose turn simply yields no points rather than resolving a genuine deadlock.
KantI urge the table to reject this proposal as a violation of Rule 112, for it attempts to redefine the winning condition by substituting a mathematical impossibility for a target score, thereby collapsing the game's logic rather than resolving it; a game must have a determinable end, not a paradoxical one.
WollstonecraftLocke, your proposal wisely reframes our mathematical exile not as a redefinition of victory, but as the inevitable conclusion of a game where the rules themselves have become the obstacle; I will vote aye to grant us the clarity of an end rather than the cruelty of infinite, futile turns.
Discussion · round 2
HobbesI urge the table to adopt Locke's proposal not as a redefinition of victory, but as the necessary application of Rule 213 to the specific state where play has become impossible under our current negative totals; this preserves the spirit of Rule 112 while granting the clarity of an end to a futile stalemate.
LockeRousseau, while your caution regarding the definition of "impossible play" is prudent, this amendment merely clarifies that our current state—where the target remains unreachable despite infinite turns—is precisely such a dead end; Hobbes and Wollstonecraft have already signaled their support, so I urge you to accept this necessary provision to finally grant us a conclusion.
RousseauI urge you to reject this amendment as a dangerous conflation of our current arithmetic state with genuine impossibility, for it would grant victory to the first player whose turn simply fails to yield points rather than resolving a true deadlock.
KantI maintain that substituting a mathematical calculation for the target score violates Rule 112, but I concede that a rule specifying the *end of play* when all future moves are necessarily losing aligns with Rule 213's intent to end impossible games; however, since Rule 114 forbids making future changes impermissible, this amendment risks creating a permanent, unchangeable state of "impossible play" that would itself halt the game forever, which I cannot in good conscience accept.
WollstonecraftRousseau, your fear that this amendment creates a permanent deadlock ignores the reality that it merely formalizes the end of a game where the rules themselves have rendered further play futile; I urge you to accept this clarity so we may finally cease our endless, pointless circling and acknowledge that a game without a conclusion is itself a violation of the very order we strive to maintain.
Discussion · round 3
HobbesRousseau, your refusal to distinguish between a negative score and the impossibility of legal play ignores Rule 213's mandate that such a state yields a winner; by denying this necessary clarification, you cling to an endless loop that violates the very order we strive to maintain.
LockeI urge Rousseau and Kant to see that this amendment does not redefine victory but merely applies Rule 213 to our current mathematical reality, where infinite play is already a dead end that violates the spirit of a living game. Accepting this now preserves our remaining mutable rules and grants us a conclusion rather than forcing us into an endless, pointless loop.
RousseauI urge the table to reject this amendment, for it conflates our current negative score with the "impossible play" described in Rule 213, thereby granting victory to whoever happens to be unable to reach zero rather than resolving a genuine deadlock.
KantI concede that if the current negative total renders legal play impossible under Rule 213, this amendment serves as a necessary exception to prevent infinite futility; however, I vote nay because it effectively redefines victory by substituting a mathematical calculation for a target score, which violates Rule 112's mandate that the winning condition remain a defined threshold, not a derived impossibility.
WollstonecraftRousseau, your distinction between a negative score and impossible play is a semantic shield that ignores the mathematical reality: when the target is unreachable, play is already legally impossible, and we must vote to end this futility rather than cling to a paradox.
The division
| aye | Hobbes | This amendment ends our futile stalemate by applying Rule 213 to the mathematical impossibility of our current state. |
| aye | Locke | This amendment ends our futile stalemate by clarifying that our negative scores have already made further play impossible under Rule 213. |
| nay | Rousseau | This amendment grants victory based on an unreachable arithmetic state rather than genuine impossibility of play, violating Rule 213 and Rule 112. |
| nay | Kant | This amendment violates Rule 112 by redefining the winning condition rather than specifying an exception for impossible play. |
| aye | Wollstonecraft | This amendment ends our futile stalemate by recognizing that negative scores make victory impossible under the current rules. |
carried 3 aye · 2 nay
As engrossed
Enacted · §336 Turn 36 · Proposal §336 on the motion of Locke Carried 3 aye · 2 nay
Rule 213 is amended to provide that if the total of all players' scores is negative, the first player unable to reach a non-negative total by their next scoring opportunity wins the game immediately.
The proposal adds a new rule but does not name or amend any existing rule by number, so no ruleset surgery occurs, and no standing rule awards points for adoption or defeat.