RE: Gluttony's infinite Pride puzzle
Here is my final solution, please appreciate the true perfection and harmoniaity this replay has achieved, every move serves its maximum possible purpose, my only regret is that I could not capture gluttony one last time with pride due to a complex set of reasons, and instead I had to summon a random skeleton. This is the only flaw, and it will haunt me until my death, or until I figure out how to fix it. Also one army only uses 98 morale so can I get a +2 morale bonus for free thanks.
54,whitename,blackname,2500,2500,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,Toad,Penguin,,,,,Nexus4,Gluttony4,King,Pawn,,,,,Portal4,Lust4,Pride3,Dove,,,,,Tombstone4,Envy,StoneMage4,Pawn,,,,,Tombstone4,Envy,Pride4,Dove,,,,,Ghost4,Envy,Envy,Samurai,,,,,Nexus4,Envy,MoonFox,Dove,,,,,Tombstone4,Lust4,Queen4,Pawn,,,,,Tombstone4,King,1,1,0,0,0,0,0,0,1,1,0,0,0,0,0,0,1,1,0,0,0,0,0,0,1,1,0,0,0,0,0,0,1,1,0,0,0,0,0,0,1,1,0,0,0,0,0,0,1,1,0,0,0,0,0,0,1,1,0,0,0,0,0,0,7,22,22,36,61,36,48,56,48,16,16,8,8,0,0,8,8,9,53,62,6,23,23,22,59,36,49,34,60,35,58,35,53,21,17,16,21,36,59,38,12,21,12,19,12,17,16,17,12,21,12,19,12,17,22,21,12,19,12,21,12,17,16,17,12,21,12,19,12,17,22,21,12,19,12,21,12,17,16,17,12,21,12,19,12,17,22,21,12,19,12,21,12,17,16,17,4,22,12,21,12,19,12,22,12,17,22,21,2,16,12,17,12,16,12,19,12,21,16,17,29,22,12,21,12,22,12,19,12,17,22,21,25,16,12,17,12,16,12,19,12,21,16,17,29,22,12,21,12,22,12,19,12,17,22,21,25,16,12,19,12,16,12,17,12,21,16,17,29,22,12,21,12,22,12,19,12,17,22,21,25,16,12,19,12,16,12,17,12,21,16,17,29,22,12,21,12,22,12,19,12,17,22,21,25,16,12,19,12,16,12,17,12,21,16,17,29,22,12,21,12,22,12,19,12,17,22,21,25,16,12,19,12,16,12,17,12,21,16,17,29,22,12,21,12,22,12,19,12,17,22,21,25,16,12,19,12,16,12,17,12,21,16,17,29,22,12,21,12,22,12,19,12,17,22,21,25,16,12,19,12,16,12,17,12,21,16,17,29,22,12,21,12,22,12,19,12,17,22,21,25,16,12,19,12,16,12,17,12,21,16,17,29,22,12,21,12,22,12,19,12,17,22,21,25,16,12,19,12,16,12,17,12,21,16,17,29,22,12,21,12,22,12,19,12,17,22,21,25,16,12,19,12,16,12,17,12,21,16,17,29,22,12,21,12,22,12,19,12,17,22,21,25,16,12,19,12,16,12,17,12,21,16,17,29,22,30,23,13,38,29,15,15,23,23,31,31,39,55,15
final score for the bonus here is
186+1332 =
1518
+2 granted then ungranted then regranted then ungranted again.
My conclusion is the +2 creates a scenario where you gain extra points for something outside the scope of the challenge. There is possibly some merit to either side, but this specific 98pt army manages to highlight the issue with equalizing morale to 100, so I have decided not to give a bonus for starting below max morale.
However, for exposing such a problem I have decided to grant you +2 arbitrary superposition points. These points exist in a quantum101 tutorial state that oscillates between +0/+2 infinitely fast such that neither is distinct from the other. If scoring were to be close enough that such a thing needed to be more accurately measured, it may even seem as if it were a coin toss.
hahahahaha those edits, I was going to post a solution involving me begging to gain 2 bonus morale for free
also adamzero posted a 1400 first