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Space[]|GhostMovementArray9\n; PARAM: Space[]|GhostMovementArray10\n; PARAM: Space[]|GhostMovementArray11\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\nLI T0 0 ; Orange Ghost Index\nOGSTART:\nSW T0 76(SP) ; Store Ghost Index\n\nLI T1 4 ; No Ghost Index\nBEQ T0 T1 exit ; All Ghosts have moved, exit\nNOP\n\n\nLUI T0 hi(GhostMusicIDs)\nADDIU T0 T0 lo(GhostMusicIDs)\nLW T1 76(SP)\nADDU T0 T0 T1 ; Add to get correct spot in Array\n\nLW A0 76(SP) ; Ghost Index\nJAL SetupGhostTurnStart\nLBU A1 0(T0) ; Music Index\n\nJAL DetermineGhostRoll\nLW A0 76(SP) ; Ghost Index\n\n;S1 - Moves Remaining\n;S2 - Ghost Space Index Address\n;S5 - Movement Array pointer\n;S6 - Model Pointer\n\nLI S0 0 ; Loop counter\nfingorangeghostloop:\nLUI S5 hi(GhostMovement_Array0)\nADDIU S5 S5 lo(GhostMovement_Array0)\nSLL T0 S0 4 ; Multiply by 16\nADDU S5 S5 T0 ; Add to get True Array Pointer\n\nLI S7 0 ; Array Loop Counter\nfindorangeghostarray:\nADDU T0 S5 S7 ; Add to get correct Array spot\nLBU T1 0(T0) ; Array Space Index\n\nBEQL T1 R0 fingorangeghostloop ; If 0, this is the end of the array\nADDIU S0 S0 1 ; Add 1 to find next Array\n; Space Index was found, check if Ghost is there\n\nLBU T2 0(S2) ; Ghost Space Index\n\nBNEL T1 T2 findorangeghostarray ; If not equal, search next array spot\nADDIU S7 S7 1 ; Add 1 to get next Array spot\n; This is Ghost's Space\n\n\n\n; S0 - Array the Ghost is on\n; S2 - Ghost Space Index address\n; S5 - Array Pointer\n; S6 - Model Pointer Address\n; S7 - Array spot the Ghost is on\n\nogdeloadmodel:\nBEQZ S1 ogendturn ; There's no moves left\nNOP\n\nLW T0 76(SP) ; Current Ghost Index\nLI T1 1 ; Pinky Ghost Index\nBEQL T0 T1 pinkghostjump\nADDIU S7 S7 -1 ; Subtract 1 since Pink moves in Reverse\nLI T1 3 ; Inky Index\nBEQL T0 T1 pinkghostjump\nADDIU S7 S7 -1 ; Subtract 1 since Inky moves in Reverse\n\nADDIU S7 S7 1 ; Add 1 to get next space index in array\npinkghostjump:\nADDU T0 S5 S7 ; Add to get correct Array spot\nLBU T1 0(T0) ; Next Space Index in the chain\n\nBNEZ T1 ogmovenextspace ; It's not 0, move towards next space\nNOP\n; It's 0, decide where to go on the junction\nLW T0 76(SP) ; Current Ghost Index\nLI T1 1 ; Pink Ghost Index\nBEQ T0 T1 pinkghostroutine\nNOP\nLI T1 2 ; Red Ghost Index\nBEQ T0 T1 redghostroutine\nNOP\nLI T1 3 ; Blue Ghost Index\nBEQ T0 T1 blueghostroutine\nNOP\n; It's Orange Ghost\nLI S7 0 ; Ghost will be in the first Array spot \n\n; Array 0 Check\nLUI S5 hi(GhostMovement_Array1)\nADDIU S5 S5 lo(GhostMovement_Array1)\nLBU T1 0(S5) ; Load first Space Index in Array\nLI T2 0 ; Array 0\nBEQL T2 S0 ogmovenextspace\nLI S0 1 ; Array Index is 1 if it jumps here\n\nLI T2 1 ; Array 1\nBEQL T2 S0 clydecheckjunction\nLI A0 0 ; Junction ID\n\nLI T2 2 ; Array 2\nBEQL T2 S0 clydecheckjunction\nLI A0 1 ; Junction ID\n\nLUI S5 hi(GhostMovement_Array1)\nADDIU S5 S5 lo(GhostMovement_Array1)\nLBU T1 0(S5) ; Load first Space Index in Array\nLI T2 3 ; Array 3\nBEQL T2 S0 ogmovenextspace\nLI S0 1 ; Array Index is 1 if it jumps here\n\nLUI S5 hi(GhostMovement_Array6)\nADDIU S5 S5 lo(GhostMovement_Array6)\nLBU T1 0(S5) ; Load first Space Index in Array\nSLTI T2 S0 6 ; ON IF Array 4-5\nBNEZL T2 ogmovenextspace\nLI S0 6 ; Array Index is 6 if it jumps here\n\nLI T2 6 ; Array 6\nBEQ T2 S0 clydecheckjunction\nLI A0 2 ; Junction ID\n\nLUI S5 hi(GhostMovement_Array9)\nADDIU S5 S5 lo(GhostMovement_Array9)\nLBU T1 0(S5) ; Load first Space Index in Array\nLI T2 7 ; Array 7\nBEQL T2 S0 ogmovenextspace\nLI S0 9 ; Array Index is 9 if it jumps here\n\nLI T2 10 ; Array 10\nBEQL T2 S0 ogmovenextspace \nLI S0 9 ; Array Index is 9 if it jumps here\n\nLUI S5 hi(GhostMovement_Array11)\nADDIU S5 S5 lo(GhostMovement_Array11)\nLBU T1 0(S5) ; Load first Space Index in Array\nSLTI T2 S0 10 ; ON IF Array 8-9\nBNEZL T2 ogmovenextspace\nLI S0 11 ; Array Index is 11 if it jumps here\n\n; It's Array 11\nJ clydecheckjunction\nLI A0 3 ; Junction ID\n\nclydecheckjunction:\nJAL ClydeDeterminePath ; V0 = Array Pointer - V1 = Array ID\nNOP ; A0 = Junction ID (0-3)\n\nMOVE S5 V0 ; Array Pointer\nLBU T1 0(S5)\nJ ogmovenextspace\nMOVE S0 V1 ; Array ID\n\n\n\n\n\nogmovenextspacepink:\nMOVE S5 V1 ; Copy Array to S5\nADDU T5 S5 S7 ; Add to get correct Array spot\nLBU T1 0(T5) ; Load last Space Index in Array\n\nJ ogmovenextspace\nNOP\n\nogmovenextspace:\nSB T1 0(S2) ; Store new Ghost Space Index ==========================!!!!!!!!!!!!!!!!!!!\n\nJAL SleepVProcess\nNOP\n\nJAL cameramain\nLBU A0 0(S2) ; Space Index\n\nLBU A0 0(S2) ; Space Index\nJAL SubtractFromRemainingRoll\nLW A1 76(SP) ; Current Ghost ID\n\nJAL SleepProcess\nLI A0 14 ; Frames\n\nLI S3 3 ; Start with Player 4 \n\nplayerlocationcheck:\nBLTZ S3 ogdeloadmodel ; If -1, P1 was the player, so there's no one else here\nNOP\n\nLBU A0 0(S2) ; Ghost Space Index\nJAL CheckPlayerLocations\nMOVE A1 S3 ; Player Index to start searching\n\nBLTZ V0 loadmodelnoadjust ; If -1, no player was on this space, continue\nNOP \n\nJ playerfoundadjustmodel\nNOP\n\nloadmodelnoadjust:\nBNEZ T0 ogdeloadmodel ; If 1, there's no need to load a new model\nNOP\n\nJ ogdeloadmodel\nNOP\n\nplayerfoundadjustmodel:\n; A player was found\nMOVE S3 V0 ; Index of player that was found\n\nJAL GetPlayerStruct\nMOVE A0 V0 ; Player Index\nMOVE S4 V0 ; Player Struct at S4\n\nLUI T0 hi(current_player_index)\nADDIU T0 T0 lo(current_player_index)\nLBU V0 29(S4) ; Player Index\nSB V0 0(T0) ; Change active player for message\n\nJAL SleepProcess\nLI A0 10 ; Frames\n\nLW T0 76(SP) ; Current Ghost Index\nLI T1 1 ; Pink Ghost Index\nBEQ T0 T1 pinkghostmessage\nNOP\nLI T1 2 ; Red Ghost Index\nBEQ T0 T1 redghostmessage\nNOP\nLI T1 3 ; Blue Ghost Index\nBEQ T0 T1 blueghostmessage\nNOP\n; It's Orange Ghost\n\n;scrapped mechanic check=====================================================================\nJAL PlaySound\nLI A0 0x4C1 ; Orange Ghost sfx\n\nLUI T0 hi(ClydePricing_Array)\nADDIU T0 T0 lo(ClydePricing_Array) ; Pointer it needs \n\nLBU A0 29(S4) ; Current Player Index\nJAL PlayerHasCoins\nLBU A1 0(T0) ; Coins\n\nBNEZ V0 orangeghostpromptsetup\nNOP\n; The player can't get any of the options, load message instead of prompt\nLBU T0 3(S4) ; Character Index\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(OrangeGhost_Message)\nADDIU A1 A1 lo(OrangeGhost_Message)\nADDIU A2 T0 0x1C00 ; Index for MARIO\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nLI A1 5 ; Coins\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nLI A1 5 ; Coins\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ playerlocationcheck\nADDIU S3 S3 -1 ; Subtract 1 to see if there's another player on this Space\n\norangeghostpromptsetup:\nJAL GetColorFormatter\nLBU A0 29(S4) ; Player Index\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space)\nLUI A1 hi(OrangeGhost_Prompt)\nADDIU A1 A1 lo(OrangeGhost_Prompt)\nMOVE A2 V0 ; Option 1 Color\nJAL sprintf\nMOVE A3 V1 ; Option 2 Color\n\nLBU T0 3(S4) ; Character Index\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nADDIU A2 T0 0x1C00 ; Index for MARIO\nJAL ShowMessage\nLI A3 0\n\nJAL DisableOptions\nNOP\n\nJAL PlayerIsCPU ; 1 if CPU\nLI A0 -1 ; Current player\n\nBEQZ V0 ogignoreaichoice\nNOP\n\nJAL AIChoiceClyde\nNOP\n\nogignoreaichoice:\nLI A0 2 ; \nJAL GetBasicPromptSelection\nMOVE A1 V0\nMOVE FP V0 ; S0 now has the chosen option index\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSLTI T0 FP 2 ; ON IF 0-1 \nBNEZ T0 buystar\nNOP\nLI T0 2 ; Decline\nBEQ FP T0 declinestar\nNOP\n; It's 3\nJAL ViewBoardMap\nNOP\nJ orangeghostpromptsetup\nNOP\n\ndeclinestar:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(OrangeGhostDecline_Message)\nADDIU A1 A1 lo(OrangeGhostDecline_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ playerlocationcheck\nADDIU S3 S3 -1 ; Subtract 1 to see if there's another player on this Space\n\nbuystar:\nSW FP 72(SP) ; Store Option Selected Index\nLUI T0 hi(ClydePricing_Array)\nADDIU T0 T0 lo(ClydePricing_Array) ; Pointer it needs \nADDU T0 T0 FP ; Add option index to get correct price in array\nLBU FP 0(T0) ; Price\nSUBU FP R0 FP ; Turn value negative\n\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 FP ; Coins to pay up\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nMOVE A1 FP ; Coins to pay up\n\nJAL SleepProcess\nLI A0 30 ; Frame\n\nJAL GetChainAndSpaceIndexFromAbsSpaceIndex\nLBU A0 0(S2) ; Ghost Space Index\n\nMOVE A0 V0 ; Chain Index \nJAL GetAbsSpaceIndexFromChainSpaceIndex ; True Index at V0\nMOVE A1 V1 ; Chain Space Index\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nLUI T3 hi(Coords)\nADDIU T3 T3 lo(Coords) ; Pointer it needs \n\nLW T0 8(V0) ; Load X pos of the space\nLW T2 12(V0) ; Load Y pos of the Space\nLW T1 16(V0) ; Load Z pos of the Space\n\nSW T0 0xC(T3) ; Store to 4th Word\nSW T2 0x10(T3) ; Store to 5th Word\nSW T1 0x14(T3) ; Store to 6th Word\n\nJAL 0x80106A9C ; Give Star Function\nADD A0 R0 T3\n\nJAL SleepProcess\nLI A0 70\n\nJAL PlayMusic\nLI A0 57 ; Prologue 1 Music\n\nLW T0 72(SP)\nBEQZ T0 playerlocationcheck ; If 0, they bought 1 Star, Subtract 1 to see another player\nADDIU S3 S3 -1 ; Subtract 1 to see if there's another player on this Space\n; They bought 2 Stars, give another\n\nLUI T3 hi(Coords)\nADDIU T3 T3 lo(Coords) ; Pointer it needs \n\nJAL 0x80106A9C ; Give Star Function\nADD A0 R0 T3\n\nJAL SleepProcess\nLI A0 70\n\nJAL PlayMusic\nLI A0 57 ; Prologue 1 Music\n\nJ playerlocationcheck\nADDIU S3 S3 -1 ; Subtract 1 to see if there's another player on this Space\n\n\nogendturn:\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T1 0(T0) ; Turn Number\n\nLW T0 76(SP) ; Ghost Index\n\nBEQL T0 R0 ogturncheck ; \nLI T2 4 ; Check if it's Turn 1-3\nLI T3 1 ; Pink Ghost Index\nBEQL T0 T3 pgturncheck\nLI T2 7 ; Check if it's Turn 4-6\nLI T3 2 ; Red Ghost Index\nBEQL T0 T3 rgturncheck\nLI T2 10 ; Check if it's Turn 7-9\n; It's Blue Ghost, go\n\nogendturnjump:\nJ OGSTART\nADDIU T0 T0 1 ; Add 1 to play next Ghost's turn\n\nogturncheck:\nSLT T3 T1 T2 ; ON IF Turn 1-3\nBNEZ T3 exit ; There are no more ghosts\nNOP\nJ ogendturnjump\nNOP\n\npgturncheck:\nSLT T3 T1 T2 ; ON IF Turn 4-6\nBNEZ T3 exit ; There are no more ghosts\nNOP\nJ ogendturnjump\nNOP\n\nrgturncheck:\nSLT T3 T1 T2 ; ON IF Turn 4-6\nBNEZ T3 exit ; There are no more ghosts\nNOP\nJ ogendturnjump\nNOP\n\n\n\n\n\npinkghostroutine:\nLI S7 GhostMovementArray11_length ; S7 = Length of Spaces in Array\nADDIU S7 S7 -1 ; Subtract 1 to get the index of last Space in the Array\nLUI S5 hi(GhostMovement_Array11)\nADDIU S5 S5 lo(GhostMovement_Array11)\nADDU T7 S5 S7 ; Add to get the correct Array spot\nLBU T1 0(T7) ; Load last Space Index in Array\nBEQL S0 R0 ogmovenextspace\nLI S0 11 ; Array Index is 11 if it jumps here\n\nLI T2 10 ; Array 10\nBEQL T2 S0 ogmovenextspace\nLI S0 11 ; Array Index is 11 if it jumps here \n\nLI T2 1 ; Array 1\nBEQL T2 S0 pinkycheckjunction\nLI A0 0 ; Junction ID\n\nLI S7 GhostMovementArray1_length ; S7 = Length of Spaces in Array\nADDIU S7 S7 -1 ; Subtract 1 to get the index of last Space in the Array\nLUI S5 hi(GhostMovement_Array1)\nADDIU S5 S5 lo(GhostMovement_Array1)\nADDU T7 S5 S7 ; Add to get the correct Array spot\nLBU T1 0(T7) ; Load last Space Index in Array\nSLTI T2 S0 4 ; ON IF 2-3\nBNEZL T2 ogmovenextspace\nLI S0 1 ; Array Index is 1 if it jumps here\n\nLI S7 GhostMovementArray2_length ; S7 = Length of Spaces in Array\nADDIU S7 S7 -1 ; Subtract 1 to get the index of last Space in the Array\nLUI S5 hi(GhostMovement_Array2)\nADDIU S5 S5 lo(GhostMovement_Array2)\nADDU T7 S5 S7 ; Add to get the correct Array spot\nLBU T1 0(T7) ; Load last Space Index in Array\nSLTI T2 S0 6 ; ON IF 4-5\nBNEZL T2 ogmovenextspace\nLI S0 2 ; Array Index is 1 if it jumps here\n\nLI T2 6 ; Array 6\nBEQL T2 S0 pinkycheckjunction\nLI A0 1 ; Junction ID\n\nLI S7 GhostMovementArray6_length ; S7 = Length of Spaces in Array\nADDIU S7 S7 -1 ; Subtract 1 to get the index of last Space in the Array\nLUI S5 hi(GhostMovement_Array6)\nADDIU S5 S5 lo(GhostMovement_Array6)\nADDU T7 S5 S7 ; Add to get the correct Array spot\nLBU T1 0(T7) ; Load last Space Index in Array\nSLTI T2 S0 9 ; ON IF 7-8\nBNEZL T2 ogmovenextspace\nLI S0 6 ; Array Index is 1 if it jumps here\n\nLI T2 9 ; Array 9\nBEQL T2 S0 pinkycheckjunction\nLI A0 2 ; Junction ID\n; It's Array 11\nLI A0 3 ; Junction ID\n\npinkycheckjunction:\nJAL PinkyDeterminePath ; V0 = Array Pointer - V1 = Array ID \nNOP ; A0 = Junction ID (0-3)\n; T0 = Amount to add to get correct Array spot\n\nMOVE S7 T0 ; Amount to add to get correct Array spot\nMOVE S5 V0 ; Array Pointer\nADDU T5 S5 S7 ; Add to get correct Array spot\nLBU T1 0(T5)\nJ ogmovenextspace\nMOVE S0 V1 ; Array ID\n\n\n\n\npinkghostmessage:\nJAL PlaySound\nLI A0 0x443 ; Baddie Ghost sfx\n\nLHU T0 10(S4) ; Coins\nBEQZ T0 pinkghostnocoinsmessage\nNOP\n\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(PinkGhost_Message)\nADDIU A1 A1 lo(PinkGhost_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins ; 0 if not enough\nLI A1 15 ; Coins\n\nBNEZL V0 pinkghosttakecoins\nLI FP 15 ; Take 15 Coins\n; They don't have 15, take all their coins\nLHU T0 10(S4) ; Coins\nMOVE FP T0 ; All Player's Coins\n\npinkghosttakecoins:\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 FP ; Coins\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nSUBU A1 R0 FP ; Coins\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJ playerlocationcheck\nADDIU S3 S3 -1 ; Subtract 1 to see if there's another player on this Space\n\npinkghostnocoinsmessage:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(PinkGhostNoCoins_Message)\nADDIU A1 A1 lo(PinkGhostNoCoins_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nLI A1 15 \n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nLI A1 15 \n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(PinkGhostSteal_Message)\nADDIU A1 A1 lo(PinkGhostSteal_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nLI A1 -14\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nLI A1 -14\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJ playerlocationcheck\nADDIU S3 S3 -1 ; Subtract 1 to see if there's another player on this Space\n\n\n\n\n\nredghostroutine:\nLI S7 0 ; Ghost will be in the first Array spot \n\n; Array 0 Check\nLUI S5 hi(GhostMovement_Array1)\nADDIU S5 S5 lo(GhostMovement_Array1)\nLBU T1 0(S5) ; Load first Space Index in Array\nLI T2 0 ; Array 0\nBEQL T2 S0 ogmovenextspace\nLI S0 1 ; Array Index is 1 if it jumps here\n\nLI T2 1 ; Array 1\nBEQL T2 S0 blinkycheckjunction\nLI A0 0 ; Junction ID\n\nLI T2 2 ; Array 2\nBEQL T2 S0 blinkycheckjunction\nLI A0 1 ; Junction ID\n\nLUI S5 hi(GhostMovement_Array1)\nADDIU S5 S5 lo(GhostMovement_Array1)\nLBU T1 0(S5) ; Load first Space Index in Array\nLI T2 3 ; Array 3\nBEQL T2 S0 ogmovenextspace\nLI S0 1 ; Array Index is 1 if it jumps here\n\nLUI S5 hi(GhostMovement_Array6)\nADDIU S5 S5 lo(GhostMovement_Array6)\nLBU T1 0(S5) ; Load first Space Index in Array\nSLTI T2 S0 6 ; ON IF Array 4-5\nBNEZL T2 ogmovenextspace\nLI S0 6 ; Array Index is 6 if it jumps here\n\nLI T2 6 ; Array 6\nBEQ T2 S0 blinkycheckjunction\nLI A0 2 ; Junction ID\n\nLUI S5 hi(GhostMovement_Array9)\nADDIU S5 S5 lo(GhostMovement_Array9)\nLBU T1 0(S5) ; Load first Space Index in Array\nLI T2 7 ; Array 7\nBEQL T2 S0 ogmovenextspace\nLI S0 9 ; Array Index is 9 if it jumps here\n\nLI T2 10 ; Array 10\nBEQL T2 S0 ogmovenextspace \nLI S0 9 ; Array Index is 9 if it jumps here\n\nLUI S5 hi(GhostMovement_Array11)\nADDIU S5 S5 lo(GhostMovement_Array11)\nLBU T1 0(S5) ; Load first Space Index in Array\nSLTI T2 S0 10 ; ON IF Array 8-9\nBNEZL T2 ogmovenextspace\nLI S0 11 ; Array Index is 11 if it jumps here\n\n; It's Array 11\nJ blinkycheckjunction\nLI A0 3 ; Junction ID\n\nblinkycheckjunction:\nJAL BlinkyDeterminePath ; V0 = Array Pointer - V1 = Array ID\nNOP ; A0 = Junction ID (0-3)\n\nMOVE S5 V0 ; Array Pointer\nLBU T1 0(S5)\nJ ogmovenextspace\nMOVE S0 V1 ; Array ID\n\n\n\n\n\nredghostmessage:\nJAL PlaySound\nLI A0 0x443 ; Baddie Ghost sfx\n\nJAL PlayerHasEmptyItemSlot ; -1 if no items\nMOVE A0 S3 ; Caught Player's Index\n\nBEQZ V0 redghostnoitemsmessage\nNOP\n; They have at least 1 item\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(RedGhost_Message)\nADDIU A1 A1 lo(RedGhost_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL GetPlayerStruct\nMOVE A0 S3 ; Caught Player's Index\n\nLI T0 0xFF\nSB T0 24(V0) ; Delete Item #1\nSB T0 25(V0) ; Delete Item #2\nSB T0 26(V0) ; Delete Item #3\n\nJAL RefreshHUD\nLBU T0 29(V0) ; Caught Player's Index\n\nJAL PlaySound\nLI A0 0x126\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJ playerlocationcheck\nADDIU S3 S3 -1 ; Subtract 1 to see if there's another player on this Space\n\n\nredghostnoitemsmessage:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(RedGhostNoItems_Message)\nADDIU A1 A1 lo(RedGhostNoItems_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ playerlocationcheck\nADDIU S3 S3 -1 ; Subtract 1 to see if there's another player on this Space\n\n\n\nblueghostroutine:\nLI S7 GhostMovementArray11_length ; S7 = Length of Spaces in Array\nADDIU S7 S7 -1 ; Subtract 1 to get the index of last Space in the Array\nLUI S5 hi(GhostMovement_Array11)\nADDIU S5 S5 lo(GhostMovement_Array11)\nADDU T7 S5 S7 ; Add to get the correct Array spot\nLBU T1 0(T7) ; Load last Space Index in Array\nBEQL S0 R0 ogmovenextspace\nLI S0 11 ; Array Index is 11 if it jumps here\n\nLI T2 10 ; Array 10\nBEQL T2 S0 ogmovenextspace\nLI S0 11 ; Array Index is 11 if it jumps here \n\nLI T2 1 ; Array 1\nBEQL T2 S0 inkycheckjunction\nLI A0 0 ; Junction ID\n\nLI S7 GhostMovementArray1_length ; S7 = Length of Spaces in Array\nADDIU S7 S7 -1 ; Subtract 1 to get the index of last Space in the Array\nLUI S5 hi(GhostMovement_Array1)\nADDIU S5 S5 lo(GhostMovement_Array1)\nADDU T7 S5 S7 ; Add to get the correct Array spot\nLBU T1 0(T7) ; Load last Space Index in Array\nSLTI T2 S0 4 ; ON IF 2-3\nBNEZL T2 ogmovenextspace\nLI S0 1 ; Array Index is 1 if it jumps here\n\nLI S7 GhostMovementArray2_length ; S7 = Length of Spaces in Array\nADDIU S7 S7 -1 ; Subtract 1 to get the index of last Space in the Array\nLUI S5 hi(GhostMovement_Array2)\nADDIU S5 S5 lo(GhostMovement_Array2)\nADDU T7 S5 S7 ; Add to get the correct Array spot\nLBU T1 0(T7) ; Load last Space Index in Array\nSLTI T2 S0 6 ; ON IF 4-5\nBNEZL T2 ogmovenextspace\nLI S0 2 ; Array Index is 1 if it jumps here\n\nLI T2 6 ; Array 6\nBEQL T2 S0 inkycheckjunction\nLI A0 1 ; Junction ID\n\nLI S7 GhostMovementArray6_length ; S7 = Length of Spaces in Array\nADDIU S7 S7 -1 ; Subtract 1 to get the index of last Space in the Array\nLUI S5 hi(GhostMovement_Array6)\nADDIU S5 S5 lo(GhostMovement_Array6)\nADDU T7 S5 S7 ; Add to get the correct Array spot\nLBU T1 0(T7) ; Load last Space Index in Array\nSLTI T2 S0 9 ; ON IF 7-8\nBNEZL T2 ogmovenextspace\nLI S0 6 ; Array Index is 1 if it jumps here\n\nLI T2 9 ; Array 9\nBEQL T2 S0 inkycheckjunction\nLI A0 2 ; Junction ID\n; It's Array 11\nLI A0 3 ; Junction ID\n\ninkycheckjunction:\nJAL InkyDeterminePath ; V0 = Array Pointer - V1 = Array ID \nNOP ; A0 = Junction ID (0-3)\n; T0 = Amount to add to get correct Array spot\n\nMOVE S7 T0 ; Amount to add to get correct Array spot\nMOVE S5 V0 ; Array Pointer\nADDU T5 S5 S7 ; Add to get correct Array spot\nLBU T1 0(T5)\nJ ogmovenextspace\nMOVE S0 V1 ; Array ID\n\n\n\n\nblueghostmessage:\nJAL PlaySound\nLI A0 0x443 ; Baddie Ghost sfx\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(BlueGhost_Message)\nADDIU A1 A1 lo(BlueGhost_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlayMusic\nLI A0 0x6B ; Game Over \n\nLBU T0 14(S4) ; Stars \n\nBEQZ T0 blueghosttakecoins ; They've no Stars, take 20 coins\nNOP\n\nADDIU T0 T0 -1 ; Subtract 1 Star\nSB T0 14(S4) ; Insert new Star amount\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index\n\nJ blueghostanimateplayer\nNOP\n\nblueghosttakecoins:\nLBU A0 29(S4) \nJAL PlayerHasCoins ; 0 if not enough\nLI A1 20 \n\nBNEZL V0 blueghosttakecoins2\nLI FP 20 ; Take 20 Coins\n; They don't have 20, take all their coins\nLHU T0 10(S4) ; Coins\nMOVE FP T0 ; All Player's Coins\n\nblueghosttakecoins2:\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 FP ; Coins\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nSUBU A1 R0 FP ; Coins\n\n\nblueghostanimateplayer:\nLBU T0 3(S4) ; Character Index\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLBU A0 29(S4) ; Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 90\n\nJAL PlayMusic\nLI A0 52 ; Play Baddie music again\n\nJ playerlocationcheck\nADDIU S3 S3 -1 ; Subtract 1 to see if there's another player on this Space\n\n\n\nexit:\nLI A0 0 ; Bar-Code\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16\n\nLUI T0 hi(current_player_index)\nADDIU T0 T0 lo(current_player_index)\nLI T1 3 ; Player 4\nSB T1 0(T0) ; Change back to normal\n\nLUI T0 0x800C\nORI T0 T0 0xD09E ; Speedy Ghost Flag\nSB R0 0(T0) ; Turn Speedy Ghost Flag OFF\n\nJAL SetCameraType\nLI A0 1 ; Follow Camera\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nLI A0 0 ; Bar-Code\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16\n\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n;==================================================================================================\n\n.align 16\nBlackColor_ptr:\n.byte 0x1,0\n\n.align 16\nWhiteColor_ptr:\n.byte 0x8,0\n\n.align 16\nOptionsToDisable:\n.byte 8,1,0xFF\n\n.align 16\nClydePricing_Array:\n.byte 20,50,0xFF\n\n.align 16\nNotSolidGhostSpaceTypes_Array:\n.byte 0,13\n\n; A0 = Junction ID\n.align 16\nClydeDeterminePath:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\nBEQZ A0 clydejunc0\nNOP\nLI T0 1 \nBEQ A0 T0 clydejunc1\nNOP\nLI T0 2\nBEQ A0 T0 clydejunc2\nNOP\n;clydejunc3:\nLUI A0 hi(ClydeJunc013_Array)\nADDIU A0 A0 lo(ClydeJunc013_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag OUTSIDE\nMOVE S1 V1 ; Save Bowser Suit Flag OUTSIDE\n\nLUI A0 hi(GhostMovement_Array10)\nADDIU A0 A0 lo(GhostMovement_Array10)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LOOP\nMOVE S6 V1 ; Save Bowser Suit Flag LOOP\n\nBEQZ S0 clydejunc3right ; Go OUTSIDE, no one's there\nNOP\n; Someone's on Array 2, check loop\n\nBEQZ S5 clydejunc3left ; Go Array 3, no one's there\nNOP\n; There's someone on both paths, check Bowser Suits\n\nBEQZ S1 clydejunc3right ; There's no BowSuits, pick OUTSIDE\nNOP\n\nBNEZ S6 clydejunc3right ; There's a BowSuit, pick OUTSIDE\nNOP\n; There's no Bowser Suit in the LOOP\n; Pick Left\nclydejunc3left:\nLUI V0 hi(GhostMovement_Array10)\nADDIU V0 V0 lo(GhostMovement_Array10)\nJ ClydeDeterminePath_exit\nLI V1 10 ; Array ID\n\nclydejunc3right:\nLUI V0 hi(GhostMovement_Array0)\nADDIU V0 V0 lo(GhostMovement_Array0)\nJ ClydeDeterminePath_exit\nLI V1 0 ; Array ID\n\n\n\n\nclydejunc0:\nLUI A0 hi(GhostMovement_Array2)\nADDIU A0 A0 lo(GhostMovement_Array2)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag OUTSIDE\nMOVE S1 V1 ; Save Bowser Suit Flag OUTSIDE\n\nLUI A0 hi(ClydeJunc31_Array)\nADDIU A0 A0 lo(ClydeJunc31_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LOOP\nMOVE S6 V1 ; Save Bowser Suit Flag LOOP\n\nBEQZ S0 clydejunc0right ; Go OUTSIDE, no one's there\nNOP\n; Someone's on Array 2, check loop\n\nBEQZ S5 clydejunc0left ; Go Array 3, no one's there\nNOP\n; There's someone on both paths, check Bowser Suits\n\nBEQZ S1 clydejunc0right ; There's no BowSuits, pick OUTSIDE\nNOP\n\nBNEZ S6 clydejunc0right ; There's a BowSuit, pick OUTSIDE\nNOP\n; There's no Bowser Suit in the LOOP\n; Pick Left\nclydejunc0left:\nLUI V0 hi(GhostMovement_Array3)\nADDIU V0 V0 lo(GhostMovement_Array3)\nJ ClydeDeterminePath_exit\nLI V1 3 ; Array ID\n\nclydejunc0right:\nLUI V0 hi(GhostMovement_Array2)\nADDIU V0 V0 lo(GhostMovement_Array2)\nJ ClydeDeterminePath_exit\nLI V1 2 ; Array ID\n\n\n\n\nclydejunc1:\nLUI A0 hi(GhostMovement_Array5)\nADDIU A0 A0 lo(GhostMovement_Array5)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag OUTSIDE\nMOVE S1 V1 ; Save Bowser Suit Flag OUTSIDE\n\nLUI A0 hi(GhostMovement_Array4)\nADDIU A0 A0 lo(GhostMovement_Array4)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LOOP\nMOVE S6 V1 ; Save Bowser Suit Flag LOOP\n\nBEQZ S0 clydejunc1right ; Go OUTSIDE, no one's there\nNOP\n; Someone's on Array 2, check loop\n\nBEQZ S5 clydejunc1left ; Go Array 3, no one's there\nNOP\n; There's someone on both paths, check Bowser Suits\n\nBEQZ S1 clydejunc1right ; There's no BowSuits, pick OUTSIDE\nNOP\n\nBNEZ S6 clydejunc1right ; There's a BowSuit, pick OUTSIDE\nNOP\n; There's no Bowser Suit in the LOOP\n; Pick Left\nclydejunc1left:\nLUI V0 hi(GhostMovement_Array4)\nADDIU V0 V0 lo(GhostMovement_Array4)\nJ ClydeDeterminePath_exit\nLI V1 4 ; Array ID\n\nclydejunc1right:\nLUI V0 hi(GhostMovement_Array5)\nADDIU V0 V0 lo(GhostMovement_Array5)\nJ ClydeDeterminePath_exit\nLI V1 5 ; Array ID\n\n\n\nclydejunc2:\nLUI A0 hi(BlinkyJunc79_Array)\nADDIU A0 A0 lo(BlinkyJunc79_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag OUTSIDE\nMOVE S1 V1 ; Save Bowser Suit Flag OUTSIDE\n\nLUI A0 hi(GhostMovement_Array8)\nADDIU A0 A0 lo(GhostMovement_Array8)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LOOP\nMOVE S6 V1 ; Save Bowser Suit Flag LOOP\n\nBEQZ S0 clydejunc2right ; Go OUTSIDE, no one's there\nNOP\n; Someone's on Array 2, check loop\n\nBEQZ S5 clydejunc2left ; Go Array 3, no one's there\nNOP\n; There's someone on both paths, check Bowser Suits\n\nBEQZ S1 clydejunc2right ; There's no BowSuits, pick OUTSIDE\nNOP\n\nBNEZ S6 clydejunc2right ; There's a BowSuit, pick OUTSIDE\nNOP\n; There's no Bowser Suit in the LOOP\n; Pick Left\nclydejunc2left:\nLUI V0 hi(GhostMovement_Array8)\nADDIU V0 V0 lo(GhostMovement_Array8)\nJ ClydeDeterminePath_exit\nLI V1 8 ; Array ID\n\nclydejunc2right:\nLUI V0 hi(GhostMovement_Array7)\nADDIU V0 V0 lo(GhostMovement_Array7)\nJ ClydeDeterminePath_exit\nLI V1 7 ; Array ID\n\n\n\nClydeDeterminePath_exit:\nLW RA 116(SP)\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n; A0 = Junction ID\n.align 16\nBlinkyDeterminePath:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\nBEQZ A0 blinkyjunc0\nNOP\nLI T0 1 \nBEQ A0 T0 blinkyjunc1\nNOP\nLI T0 2\nBEQ A0 T0 blinkyjunc2\nNOP\n;blinkyjunc3:\nLUI A0 hi(BlinkyJunc6789101145_Array)\nADDIU A0 A0 lo(BlinkyJunc6789101145_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag RIGHT\nMOVE S1 V1 ; Save Bowser Suit Flag RIGHT\nMOVE S2 T0 ; Save 1st Place Found RIGHT\n\nLUI A0 hi(ClydeJunc013_Array)\nADDIU A0 A0 lo(ClydeJunc013_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LEFT\nMOVE S6 V1 ; Save Bowser Suit Flag LEFT\nMOVE S7 T0 ; Save 1st Place Found LEFT\n\nBNEZ S2 blinkyjunc3prioright ; Prioritize SLOT, check BowSuits there\nNOP\n; 1st Place in SHOP\n\nBEQZ S6 blinkyjunc3left ; No BowSuits, pick OUTSIDE\nNOP\n; There's a BowSuit on Array 2, check LOOP\n\nBEQZ S1 blinkyjunc3right ; There's no BowSuits, pick Right\nNOP\n; Both paths have a Bowser Suit, pick left\nJ blinkyjunc3left\nNOP\n\nblinkyjunc3prioright:\nBEQZ S1 blinkyjunc3right ; There's no BowSuits, pick SLOTS\nNOP\n; There's a BowSuit in that path, check if SHOP is safe\n\nBNEZ S6 blinkyjunc3right ; No BowSuits, pick SLOTS\nNOP\n; There's also a Bowsuit here, pick SHOP\n\nblinkyjunc3left:\nLUI V0 hi(GhostMovement_Array0)\nADDIU V0 V0 lo(GhostMovement_Array0)\nJ BlinkyDeterminePath_exit\nLI V1 0 ; Array ID\n\nblinkyjunc3right:\nLUI V0 hi(GhostMovement_Array10)\nADDIU V0 V0 lo(GhostMovement_Array10)\nJ BlinkyDeterminePath_exit\nLI V1 10 ; Array ID\n\n\n\n\nblinkyjunc0:\nLUI A0 hi(BlinkyJunc31011_Array)\nADDIU A0 A0 lo(BlinkyJunc31011_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag RIGHT\nMOVE S1 V1 ; Save Bowser Suit Flag RIGHT\nMOVE S2 T0 ; Save 1st Place Found RIGHT\n\nLUI A0 hi(GhostMovement_Array2)\nADDIU A0 A0 lo(GhostMovement_Array2)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LEFT\nMOVE S6 V1 ; Save Bowser Suit Flag LEFT\nMOVE S7 T0 ; Save 1st Place Found LEFT\n\nBNEZ S2 blinkyjunc0prioright ; Prioritize LOOP, check BowSuits there\nNOP\n; 1st Place OUTSIDE\n\nBEQZ S6 blinkyjunc0left ; No BowSuits, pick OUTSIDE\nNOP\n; There's a BowSuit on Array 2, check LOOP\n\nBEQZ S1 blinkyjunc0right ; There's no BowSuits, pick Right\nNOP\n; Both paths have a Bowser Suit, pick left\nJ blinkyjunc0left\nNOP\n\nblinkyjunc0prioright:\nBEQZ S1 blinkyjunc0right ; There's no BowSuits, pick LOOP\nNOP\n; There's a BowSuit in that path, check if Loop is safe\n\nBNEZ S6 blinkyjunc0right ; No BowSuits, pick OUTSIDE\nNOP\n; There's also a Bowsuit here, pick LOOP\n\nblinkyjunc0left:\nLUI V0 hi(GhostMovement_Array2)\nADDIU V0 V0 lo(GhostMovement_Array2)\nJ BlinkyDeterminePath_exit\nLI V1 2 ; Array ID\n\nblinkyjunc0right:\nLUI V0 hi(GhostMovement_Array3)\nADDIU V0 V0 lo(GhostMovement_Array3)\nJ BlinkyDeterminePath_exit\nLI V1 3 ; Array ID\n\n\n\nblinkyjunc1:\nLUI A0 hi(GhostMovement_Array5)\nADDIU A0 A0 lo(GhostMovement_Array5)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag RIGHT\nMOVE S1 V1 ; Save Bowser Suit Flag RIGHT\nMOVE S2 T0 ; Save 1st Place Found RIGHT\n\nLUI A0 hi(GhostMovement_Array4)\nADDIU A0 A0 lo(GhostMovement_Array4)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LEFT\nMOVE S6 V1 ; Save Bowser Suit Flag LEFT\nMOVE S7 T0 ; Save 1st Place Found LEFT\n\nBNEZ S2 blinkyjunc1prioright ; Prioritize SLOT, check BowSuits there\nNOP\n; 1st Place in SHOP\n\nBEQZ S6 blinkyjunc1left ; No BowSuits, pick OUTSIDE\nNOP\n; There's a BowSuit on Array 2, check LOOP\n\nBEQZ S1 blinkyjunc1right ; There's no BowSuits, pick Right\nNOP\n; Both paths have a Bowser Suit, pick left\nJ blinkyjunc1left\nNOP\n\nblinkyjunc1prioright:\nBEQZ S1 blinkyjunc1right ; There's no BowSuits, pick SLOTS\nNOP\n; There's a BowSuit in that path, check if SHOP is safe\n\nBNEZ S6 blinkyjunc1right ; No BowSuits, pick SLOTS\nNOP\n; There's also a Bowsuit here, pick SHOP\n\nblinkyjunc1left:\nLUI V0 hi(GhostMovement_Array4)\nADDIU V0 V0 lo(GhostMovement_Array4)\nJ BlinkyDeterminePath_exit\nLI V1 4 ; Array ID\n\nblinkyjunc1right:\nLUI V0 hi(GhostMovement_Array5)\nADDIU V0 V0 lo(GhostMovement_Array5)\nJ BlinkyDeterminePath_exit\nLI V1 5 ; Array ID\n\n\n\nblinkyjunc2:\nLUI A0 hi(BlinkyJunc79_Array)\nADDIU A0 A0 lo(BlinkyJunc79_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag RIGHT\nMOVE S1 V1 ; Save Bowser Suit Flag RIGHT\nMOVE S2 T0 ; Save 1st Place Found RIGHT\n\nLUI A0 hi(GhostMovement_Array8)\nADDIU A0 A0 lo(GhostMovement_Array8)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LEFT\nMOVE S6 V1 ; Save Bowser Suit Flag LEFT\nMOVE S7 T0 ; Save 1st Place Found LEFT\n\nBNEZ S2 blinkyjunc2prioright ; Prioritize SLOT, check BowSuits there\nNOP\n; 1st Place in SHOP\n\nBEQZ S6 blinkyjunc2left ; No BowSuits, pick OUTSIDE\nNOP\n; There's a BowSuit on Array 2, check LOOP\n\nBEQZ S1 blinkyjunc2right ; There's no BowSuits, pick Right\nNOP\n; Both paths have a Bowser Suit, pick left\nJ blinkyjunc2left\nNOP\n\nblinkyjunc2prioright:\nBEQZ S1 blinkyjunc2right ; There's no BowSuits, pick SLOTS\nNOP\n; There's a BowSuit in that path, check if SHOP is safe\n\nBNEZ S6 blinkyjunc2right ; No BowSuits, pick SLOTS\nNOP\n; There's also a Bowsuit here, pick SHOP\n\nblinkyjunc2left:\nLUI V0 hi(GhostMovement_Array8)\nADDIU V0 V0 lo(GhostMovement_Array8)\nJ BlinkyDeterminePath_exit\nLI V1 8 ; Array ID\n\nblinkyjunc2right:\nLUI V0 hi(GhostMovement_Array7)\nADDIU V0 V0 lo(GhostMovement_Array7)\nJ BlinkyDeterminePath_exit\nLI V1 7 ; Array ID\n\n\n\nBlinkyDeterminePath_exit:\nLW RA 116(SP)\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n; A0 = Junction ID\n.align 16\nPinkyDeterminePath:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\nBEQZ A0 pinkyjunc0\nNOP\nLI T0 1 \nBEQ A0 T0 pinkyjunc1\nNOP\nLI T0 2\nBEQ A0 T0 pinkyjunc2\nNOP\n;pinkyjunc3:\nLUI A0 hi(PinkyJunc791011_Array)\nADDIU A0 A0 lo(PinkyJunc791011_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag RIGHT\nMOVE S1 V1 ; Save Bowser Suit Flag RIGHT\nMOVE S2 T0 ; Save 1st Place Found RIGHT\n\nLUI A0 hi(PinkyJunc68_Array)\nADDIU A0 A0 lo(PinkyJunc68_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LEFT\nMOVE S6 V1 ; Save Bowser Suit Flag LEFT\nMOVE S7 T0 ; Save 1st Place Found LEFT\n\nBNEZ S2 pinkyjunc3prioright ; Prioritize SLOT, check BowSuits there\nNOP\n; 1st Place in SHOP\n\nBEQZ S6 pinkyjunc3left ; No BowSuits, pick OUTSIDE\nNOP\n; There's a BowSuit on Array 2, check LOOP\n\nBEQZ S1 pinkyjunc3right ; There's no BowSuits, pick Right\nNOP\n; Both paths have a Bowser Suit, pick left\nJ pinkyjunc3left\nNOP\n\npinkyjunc3prioright:\nBEQZ S1 pinkyjunc3right ; There's no BowSuits, pick SLOTS\nNOP\n; There's a BowSuit in that path, check if SHOP is safe\n\nBNEZ S6 pinkyjunc3right ; No BowSuits, pick SLOTS\nNOP\n; There's also a Bowsuit here, pick SHOP\n\npinkyjunc3left:\nLUI V0 hi(GhostMovement_Array8)\nADDIU V0 V0 lo(GhostMovement_Array8)\nLI T0 GhostMovementArray8_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ PinkyDeterminePath_exit\nLI V1 8 ; Array ID\n\npinkyjunc3right:\nLUI V0 hi(GhostMovement_Array9)\nADDIU V0 V0 lo(GhostMovement_Array9)\nLI T0 GhostMovementArray9_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ PinkyDeterminePath_exit\nLI V1 9 ; Array ID\n\n\n\n\npinkyjunc0:\nLUI A0 hi(ClydeJunc31_Array)\nADDIU A0 A0 lo(ClydeJunc31_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag RIGHT\nMOVE S1 V1 ; Save Bowser Suit Flag RIGHT\nMOVE S2 T0 ; Save 1st Place Found RIGHT\n\nLUI A0 hi(PinkyJunc011_Array)\nADDIU A0 A0 lo(PinkyJunc011_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LEFT\nMOVE S6 V1 ; Save Bowser Suit Flag LEFT\nMOVE S7 T0 ; Save 1st Place Found LEFT\n\nBNEZ S2 pinkyjunc0prioright ; Prioritize LOOP, check BowSuits there\nNOP\n; 1st Place OUTSIDE\n\nBEQZ S6 pinkyjunc0left ; No BowSuits, pick OUTSIDE\nNOP\n; There's a BowSuit on Array 2, check LOOP\n\nBEQZ S1 pinkyjunc0right ; There's no BowSuits, pick Right\nNOP\n; Both paths have a Bowser Suit, pick left\nJ pinkyjunc0left\nNOP\n\npinkyjunc0prioright:\nBEQZ S1 pinkyjunc0right ; There's no BowSuits, pick LOOP\nNOP\n; There's a BowSuit in that path, check if Loop is safe\n\nBNEZ S6 pinkyjunc0right ; No BowSuits, pick OUTSIDE\nNOP\n; There's also a Bowsuit here, pick LOOP\n\npinkyjunc0left:\nLUI V0 hi(GhostMovement_Array0)\nADDIU V0 V0 lo(GhostMovement_Array0)\nLI T0 GhostMovementArray0_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ PinkyDeterminePath_exit\nLI V1 0 ; Array ID\n\npinkyjunc0right:\nLUI V0 hi(GhostMovement_Array3)\nADDIU V0 V0 lo(GhostMovement_Array3)\nLI T0 GhostMovementArray3_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ PinkyDeterminePath_exit\nLI V1 3 ; Array ID\n\n\n\npinkyjunc1:\nLUI A0 hi(GhostMovement_Array5)\nADDIU A0 A0 lo(GhostMovement_Array5)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag RIGHT\nMOVE S1 V1 ; Save Bowser Suit Flag RIGHT\nMOVE S2 T0 ; Save 1st Place Found RIGHT\n\nLUI A0 hi(GhostMovement_Array4)\nADDIU A0 A0 lo(GhostMovement_Array4)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LEFT\nMOVE S6 V1 ; Save Bowser Suit Flag LEFT\nMOVE S7 T0 ; Save 1st Place Found LEFT\n\nBNEZ S2 pinkyjunc1prioright ; Prioritize SLOT, check BowSuits there\nNOP\n; 1st Place in SHOP\n\nBEQZ S6 pinkyjunc1left ; No BowSuits, pick OUTSIDE\nNOP\n; There's a BowSuit on Array 2, check LOOP\n\nBEQZ S1 pinkyjunc1right ; There's no BowSuits, pick Right\nNOP\n; Both paths have a Bowser Suit, pick left\nJ pinkyjunc1left\nNOP\n\npinkyjunc1prioright:\nBEQZ S1 pinkyjunc1right ; There's no BowSuits, pick SLOTS\nNOP\n; There's a BowSuit in that path, check if SHOP is safe\n\nBNEZ S6 pinkyjunc1right ; No BowSuits, pick SLOTS\nNOP\n; There's also a Bowsuit here, pick SHOP\n\npinkyjunc1left:\nLUI V0 hi(GhostMovement_Array4)\nADDIU V0 V0 lo(GhostMovement_Array4)\nLI T0 GhostMovementArray4_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ PinkyDeterminePath_exit\nLI V1 4 ; Array ID\n\npinkyjunc1right:\nLUI V0 hi(GhostMovement_Array5)\nADDIU V0 V0 lo(GhostMovement_Array5)\nLI T0 GhostMovementArray5_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ PinkyDeterminePath_exit\nLI V1 5 ; Array ID\n\n\n\npinkyjunc2:\nLUI A0 hi(PinkyJunc891011_Array)\nADDIU A0 A0 lo(PinkyJunc891011_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag RIGHT\nMOVE S1 V1 ; Save Bowser Suit Flag RIGHT\nMOVE S2 T0 ; Save 1st Place Found RIGHT\n\nLUI A0 hi(PinkyJunc67_Array)\nADDIU A0 A0 lo(PinkyJunc67_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LEFT\nMOVE S6 V1 ; Save Bowser Suit Flag LEFT\nMOVE S7 T0 ; Save 1st Place Found LEFT\n\nBNEZ S2 pinkyjunc2prioright ; Prioritize SLOT, check BowSuits there\nNOP\n; 1st Place in SHOP\n\nBEQZ S6 pinkyjunc2left ; No BowSuits, pick OUTSIDE\nNOP\n; There's a BowSuit on Array 2, check LOOP\n\nBEQZ S1 pinkyjunc2right ; There's no BowSuits, pick Right\nNOP\n; Both paths have a Bowser Suit, pick left\nJ pinkyjunc2left\nNOP\n\npinkyjunc2prioright:\nBEQZ S1 pinkyjunc2right ; There's no BowSuits, pick SLOTS\nNOP\n; There's a BowSuit in that path, check if SHOP is safe\n\nBNEZ S6 pinkyjunc2right ; No BowSuits, pick SLOTS\nNOP\n; There's also a Bowsuit here, pick SHOP\n\npinkyjunc2left:\nLUI V0 hi(GhostMovement_Array7)\nADDIU V0 V0 lo(GhostMovement_Array7)\nLI T0 GhostMovementArray7_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ PinkyDeterminePath_exit\nLI V1 7 ; Array ID\n\npinkyjunc2right:\nLUI V0 hi(GhostMovement_Array10)\nADDIU V0 V0 lo(GhostMovement_Array10)\nLI T0 GhostMovementArray10_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ PinkyDeterminePath_exit\nLI V1 10 ; Array ID\n\n\n\nPinkyDeterminePath_exit:\nLW RA 116(SP)\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n; A0 = Junction ID\n.align 16\nInkyDeterminePath:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\nBEQZ A0 inkyjunc0\nNOP\nLI T0 1 \nBEQ A0 T0 inkyjunc1\nNOP\nLI T0 2\nBEQ A0 T0 inkyjunc2\nNOP\n;inkyjunc3:\nLUI A0 hi(PinkyJunc791011_Array)\nADDIU A0 A0 lo(PinkyJunc791011_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag RIGHT\nMOVE S1 V1 ; Save Bowser Suit Flag RIGHT\nMOVE S2 T0 ; Save 1st Place Found RIGHT\n\nLUI A0 hi(PinkyJunc68_Array)\nADDIU A0 A0 lo(PinkyJunc68_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LEFT\nMOVE S6 V1 ; Save Bowser Suit Flag LEFT\nMOVE S7 T0 ; Save 1st Place Found LEFT\n\nBNEZ S2 inkyjunc3prioright ; Prioritize SLOT, check BowSuits there\nNOP\n; 1st Place in SHOP\ninkyjunc3prioleft:\nLUI A0 hi(ClydeJunc013_Array)\nADDIU A0 A0 lo(ClydeJunc013_Array) \nJAL BlinkyIsInPath ; V0 = 1 if FOUND\nNOP\n\nBNEZ V0 inkyjunc3priorightbowsuit ; Blinky's around, check Bowsuits SLOTS\nNOP\n; Blinky's not here, check Bowser Suits SHOP\n\ninkyjunc3prioleftbowsuit:\nBEQZ S6 inkyjunc3left ; No BowSuits, pick OUTSIDE\nNOP\n; There's a BowSuit on Array 2, check LOOP\n\nBEQZ S1 inkyjunc3right ; There's no BowSuits, pick Right\nNOP\n; Both paths have a Bowser Suit, pick left\nJ inkyjunc3left\nNOP\n\ninkyjunc3prioright:\nLUI A0 hi(InkyJunc2845_Array)\nADDIU A0 A0 lo(InkyJunc2845_Array)\nJAL BlinkyIsInPath ; V0 = 1 if FOUND\nNOP\n\nBNEZ V0 inkyjunc3prioleft ; Blinky's too far, check BowSuits \nNOP\n; Blinky's not here, check BowSuits in UP\n\ninkyjunc3priorightbowsuit:\nBEQZ S1 inkyjunc3right ; There's no BowSuits, pick SLOTS\nNOP\n; There's a BowSuit in that path, check if SHOP is safe\n\nBNEZ S6 inkyjunc3right ; No BowSuits, pick SLOTS\nNOP\n; There's also a Bowsuit here, pick SHOP\n\ninkyjunc3left:\nLUI V0 hi(GhostMovement_Array8)\nADDIU V0 V0 lo(GhostMovement_Array8)\nLI T0 GhostMovementArray8_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ InkyDeterminePath_exit\nLI V1 8 ; Array ID\n\ninkyjunc3right:\nLUI V0 hi(GhostMovement_Array9)\nADDIU V0 V0 lo(GhostMovement_Array9)\nLI T0 GhostMovementArray9_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ InkyDeterminePath_exit\nLI V1 9 ; Array ID\n\n\n\n\ninkyjunc0:\nLUI A0 hi(ClydeJunc31_Array)\nADDIU A0 A0 lo(ClydeJunc31_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag OUTSIDE\nMOVE S1 V1 ; Save Bowser Suit Flag OUTSIDE\nMOVE S2 T0 ; Save 1st Place Found OUTSIDE\n\nLUI A0 hi(PinkyJunc011_Array)\nADDIU A0 A0 lo(PinkyJunc011_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LOOP\nMOVE S6 V1 ; Save Bowser Suit Flag LOOP\nMOVE S7 T0 ; Save 1st Place Found LOOP\n\nBNEZ S2 inkyjunc0prioright ; Prioritize LOOP, check BowSuits there\nNOP\n; 1st Place is elsewhere, check Blinky's location\ninkyjunc0prioleft:\nLUI A0 hi(InkyJunc789_Array)\nADDIU A0 A0 lo(InkyJunc789_Array) \nJAL BlinkyIsInPath ; V0 = 1 if FOUND\nNOP\n\nBNEZ V0 inkyjunc0priorightbowsuit ; Blinky's around, check Bowsuits OUTSIDE\nNOP\n; Blinky's not here, check Bowser Suits OUTSIDE\n\ninkyjunc0prioleftbowsuit:\nBEQZ S6 inkyjunc0left ; No BowSuits, pick OUTSIDE\nNOP\n; There's a BowSuit on Array 2, check LOOP\n\nBEQZ S1 inkyjunc0right ; There's no BowSuits, pick Right\nNOP\n; Both paths have a Bowser Suit, pick left\nJ inkyjunc0left\nNOP\n\ninkyjunc0prioright:\nLUI A0 hi(InkyJunc012311_Array)\nADDIU A0 A0 lo(InkyJunc012311_Array)\nJAL BlinkyIsInPath ; V0 = 1 if FOUND\nNOP\n\nBEQZ V0 inkyjunc0prioleft ; Blinky's not around, check BowSuits OUTSIDE\nNOP\n; Blinky's around here, check BowSuits in LOOP\n\ninkyjunc0priorightbowsuit:\nBEQZ S1 inkyjunc0right ; There's no BowSuits, pick LOOP\nNOP\n; There's a BowSuit in that path, check if Loop is safe\n\nBNEZ S6 inkyjunc0right ; No BowSuits, pick OUTSIDE\nNOP\n; There's also a Bowsuit here, pick LOOP\n\ninkyjunc0left:\nLUI V0 hi(GhostMovement_Array0)\nADDIU V0 V0 lo(GhostMovement_Array0)\nLI T0 GhostMovementArray0_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ InkyDeterminePath_exit\nLI V1 0 ; Array ID\n\ninkyjunc0right:\nLUI V0 hi(GhostMovement_Array3)\nADDIU V0 V0 lo(GhostMovement_Array3)\nLI T0 GhostMovementArray3_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ InkyDeterminePath_exit\nLI V1 3 ; Array ID\n\n\n\ninkyjunc1:\nLUI A0 hi(GhostMovement_Array5)\nADDIU A0 A0 lo(GhostMovement_Array5)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag RIGHT\nMOVE S1 V1 ; Save Bowser Suit Flag RIGHT\nMOVE S2 T0 ; Save 1st Place Found RIGHT\n\nLUI A0 hi(GhostMovement_Array4)\nADDIU A0 A0 lo(GhostMovement_Array4)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LEFT\nMOVE S6 V1 ; Save Bowser Suit Flag LEFT\nMOVE S7 T0 ; Save 1st Place Found LEFT\n\nBNEZ S2 inkyjunc1prioright ; Prioritize SLOT, check BowSuits there\nNOP\n; 1st Place in SHOP\ninkyjunc1prioleft:\nLUI A0 hi(GhostMovement_Array11)\nADDIU A0 A0 lo(GhostMovement_Array11) \nJAL BlinkyIsInPath ; V0 = 1 if FOUND\nNOP\n\nBNEZ V0 inkyjunc1priorightbowsuit ; Blinky's around, check Bowsuits SLOTS\nNOP\n; Blinky's not here, check Bowser Suits SHOP\n\ninkyjunc1prioleftbowsuit:\nBEQZ S6 inkyjunc1left ; No BowSuits, pick SHOP\nNOP\n; There's a BowSuit on Array 2, check SLOTS\n\nBEQZ S1 inkyjunc1right ; There's no BowSuits, pick Right\nNOP\n; Both paths have a Bowser Suit, pick left\nJ inkyjunc1left\nNOP\n\ninkyjunc1prioright:\nLUI A0 hi(InkyJunc251_Array)\nADDIU A0 A0 lo(InkyJunc251_Array)\nJAL BlinkyIsInPath ; V0 = 1 if FOUND\nNOP\n\nBEQZ V0 inkyjunc1prioleft ; Blinky's not around, check BowSuits SHOP\nNOP\n; Blinky's around here, check BowSuits in SLOTS\n\ninkyjunc1priorightbowsuit:\nBEQZ S1 inkyjunc1right ; There's no BowSuits, pick SLOTS\nNOP\n; There's a BowSuit in that path, check if SHOP is safe\n\nBNEZ S6 inkyjunc1right ; No BowSuits, pick SLOTS\nNOP\n; There's also a Bowsuit here, pick SHOP\n\ninkyjunc1left:\nLUI V0 hi(GhostMovement_Array4)\nADDIU V0 V0 lo(GhostMovement_Array4)\nLI T0 GhostMovementArray4_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ InkyDeterminePath_exit\nLI V1 4 ; Array ID\n\ninkyjunc1right:\nLUI V0 hi(GhostMovement_Array5)\nADDIU V0 V0 lo(GhostMovement_Array5)\nLI T0 GhostMovementArray5_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ InkyDeterminePath_exit\nLI V1 5 ; Array ID\n\n\n\ninkyjunc2:\nLUI A0 hi(PinkyJunc891011_Array)\nADDIU A0 A0 lo(PinkyJunc891011_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S0 V0 ; Save Player Found Flag RIGHT\nMOVE S1 V1 ; Save Bowser Suit Flag RIGHT\nMOVE S2 T0 ; Save 1st Place Found RIGHT\n\nLUI A0 hi(PinkyJunc67_Array)\nADDIU A0 A0 lo(PinkyJunc67_Array)\nJAL PlayerIsInPath ; V0 = Player Found - V1 = BowSuit Found\nNOP ; T0 = 1st Place Found\nMOVE S5 V0 ; Save Player Found Flag LEFT\nMOVE S6 V1 ; Save Bowser Suit Flag LEFT\nMOVE S7 T0 ; Save 1st Place Found LEFT\n\nBNEZ S2 inkyjunc2prioright ; Prioritize SLOT, check BowSuits there\nNOP\n; 1st Place in SHOP\ninkyjunc2prioleft:\nLUI A0 hi(InkyJunc45_Array)\nADDIU A0 A0 lo(InkyJunc45_Array) \nJAL BlinkyIsInPath ; V0 = 1 if FOUND\nNOP\n\nBNEZ V0 inkyjunc2priorightbowsuit ; Blinky's around, check Bowsuits SLOTS\nNOP\n; Blinky's not here, check Bowser Suits SHOP\n\ninkyjunc2prioleftbowsuit:\nBEQZ S6 inkyjunc2left ; No BowSuits, pick OUTSIDE\nNOP\n; There's a BowSuit on Array 2, check LOOP\n\nBEQZ S1 inkyjunc2right ; There's no BowSuits, pick Right\nNOP\n; Both paths have a Bowser Suit, pick left\nJ inkyjunc2left\nNOP\n\ninkyjunc2prioright:\nLUI A0 hi(InkyJunc012345_Array)\nADDIU A0 A0 lo(InkyJunc012345_Array)\nJAL BlinkyIsInPath ; V0 = 1 if FOUND\nNOP\n\nBNEZ V0 inkyjunc2prioleft ; Blinky's too far, check BowSuits RIGHT\nNOP\n; Blinky's not here, check BowSuits in UP\n\ninkyjunc2priorightbowsuit:\nBEQZ S1 inkyjunc2right ; There's no BowSuits, pick SLOTS\nNOP\n; There's a BowSuit in that path, check if SHOP is safe\n\nBNEZ S6 inkyjunc2right ; No BowSuits, pick SLOTS\nNOP\n; There's also a Bowsuit here, pick SHOP\n\ninkyjunc2left:\nLUI V0 hi(GhostMovement_Array7)\nADDIU V0 V0 lo(GhostMovement_Array7)\nLI T0 GhostMovementArray7_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ InkyDeterminePath_exit\nLI V1 7 ; Array ID\n\ninkyjunc2right:\nLUI V0 hi(GhostMovement_Array10)\nADDIU V0 V0 lo(GhostMovement_Array10)\nLI T0 GhostMovementArray10_length\nADDIU T0 T0 -1 ; Subtract 1 to get last Space in Array\nJ InkyDeterminePath_exit\nLI V1 10 ; Array ID\n\n\n\nInkyDeterminePath_exit:\nLW RA 116(SP)\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n\n; A0 - Active Space Index\n; A1 - Ghost Index\n.align 16\nSubtractFromRemainingRoll:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S7 68(SP)\n\nLI T3 0x800CD096 ; Orange Ghost Space Index\nLI S0 3 ; Start with Inky\nSubtractFromRemainingRollloop:\nBLTZ S0 SubtractFromRemainingRollloopexit ; No other Ghost is on this space, count it \nNOP\nBEQL S0 A1 SubtractFromRemainingRollloop ; loop if this is the current Ghost\nADDIU S0 S0 -1 ; Subtract 1 to check next Ghost\n\nADDU T2 T3 S0  ; Add Loop Counter to get correct Ghost Space Index address\nLBU T0 0(T2) ; Other Ghost's Space Index\n\nBEQ T0 A0 SubtractFromRemainingRoll_exit ; do not count if there's a Ghost here\nNOP\n; This Ghost's Space does not match, search next\nJ SubtractFromRemainingRollloop\nADDIU S0 S0 -1 ; Subtract 1 to check next Ghost\n\nSubtractFromRemainingRollloopexit:\nLUI T0 0x8009 \nORI T0 T0 0x77D4 ; Original Space Type\nADDU T0 T0 A1 ; Add Ghost Index to get correct address\nLBU T2 0(T0) ; Original Space Type\nBEQZ T2 SubtractFromRemainingRoll_exit ; Do not count if it's a Blank Space\nNOP\nLI T1 0xD ; Arrow Space\nBEQ T2 T1 SubtractFromRemainingRoll_exit ; Do not count if it's an Arrow Space\nNOP\n; Count it\nADDIU S1 S1 -1 ; Subtract 1 from Moves Remaining\n\nJAL PlaySound\nLI A0 0x101 ; Pass Space sfx\n\nSubtractFromRemainingRoll_exit:\nLW S7 68(SP)\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA \nADDIU SP SP 80\n\n\n.align 16\nCheckOrangePromptActivation:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins ; 1 if they have 20 coins\nLI A1 20 ; Coins\n\nBNEZ V0 CheckOrangePromptActivation_exit ; If they have 20 coins, proceed to prompt\nLI V0 1 ; Load Prompt\n\nLI S0 3 ; Start with Player 4\nCheckOrangePromptActivationloop:\nBLTZL S0 CheckOrangePromptActivation_exit\nLI V0 0 ; Nobody else has coins, do not load prompt\n\nLBU T0 29(S4) ; Current Player Index\nBEQL T0 S0 CheckOrangePromptActivationloop\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n\nMOVE A0 S0 ; Player Index\nJAL PlayerHasCoins\nLI A1 1 ; Coins\n\nBEQL V0 R0 CheckOrangePromptActivationloop ; If 0, loop and check the next player\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; They have at least 1 coin, the prompt can be loaded\nLI V0 1 ; Load prompt\n\nCheckOrangePromptActivation_exit:\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n.align 16\nGetColorFormatter:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\n; 56(SP) First Option Color Pointer\n; 60(SP) Second Option Color Pointer\n\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\n\nLHU T3 10(V0) ; Current Player's Coins\nLBU T4 14(V0) ; Current Player's Stars\nLBU T0 29(V0) ; Current Player's Index\nSW T3 52(SP) ; Store Current Player's Coins\nSW T4 48(SP) ; Store Current Player's Stars\nSW T0 44(SP) ; Store Current Player's Index\n\nLI S0 0 ; Start with Option 0\nGetColorFormatterloop:\nLUI T0 hi(OptionsToDisable)\nADDIU T0 T0 lo(OptionsToDisable)\nADDU T0 T0 S0 ; Add to get correct Array spot\nLB T1 0(T0) ; Option Index\n\nBLTZ T1 GetColorFormatterloopexit ; If -1, the Array is over\nNOP\n; The Array isn't over\n\nLUI T0 hi(ClydePricing_Array)\nADDIU T0 T0 lo(ClydePricing_Array)\nADDU T0 T0 S0 ; Add to get correct Array spot\n\nLW A0 44(SP) ; Current Player Index\nJAL PlayerHasCoins\nLBU A1 0(T0) ; Boo Price\n\nBNEZ V0 GetColorFormatterenablename ; If they have enough coins, enable option\nNOP\n\n; Not enough coins, do not enable\nGetColorFormatterdonotenablename:\nLUI T0 hi(BlackColor_ptr)\nJ GetColorFormatterstorevalues\nADDIU T0 T0 lo(BlackColor_ptr) \n\nGetColorFormatterenablename:\nLUI T0 hi(WhiteColor_ptr)\nADDIU T0 T0 lo(WhiteColor_ptr) \n\nGetColorFormatterstorevalues:\nLBU T1 0(T0) ; Color Value\nLUI T2 hi(OptionsToDisable)\nADDIU T2 T2 lo(OptionsToDisable)\nADDU T2 T2 S0 ; Add to get correct Array spot\nSB T1 0(T2) ; Store Color Value\n\nLI T8 4 \nMULT S0 T8 ; Player Index * 4\nMFLO T8 ; Number to add to Stack for Storage (0, 4, 8, 12)\n\nADDIU T5 SP 56 ; Add 56 to get starting Stack Storage address\nADDU T5 T5 T8 ; Add to get correct Stack Storage spot\nSW T0 0(T5) ; Store Color Pointer\nJ GetColorFormatterloop\nADDIU S0 S0 1 ; Add 1 to search next Player\n\nGetColorFormatterloopexit:\nLW V0 56(SP) ; First Option\nLW V1 60(SP) ; Second Option\n\nGetColorFormatter_exit:\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA \nADDIU SP SP 80\n\n\n.align 16\nDisableOptions:\nADDIU SP SP -72\nSW RA 68(SP)\nSW A0 64(SP) ; Window ID\nSW FP 60(SP) ; Address of Option Disable Array\nSW S0 56(SP)\n\nLUI FP hi(OptionsToDisable)\nADDIU FP FP lo(OptionsToDisable) ; Array of answers to disable\nLI S0 0 ; Start at 0\nloadbyte:\nADDU T2 FP S0 ; Add Loop Counter to get correct Array spot\nLBU T0 0(T2) ; Load Byte of Array\nLI T1 0xFF\nBEQ T0 T1 DisableOptions_exit ; Exit once array is fully checked\nNOP\nLI T1 8 ; Index to not disable\nBEQL T0 T1 loadbyte\nADDIU S0 S0 1 ; Load next Byte\n\nLW A0 64(SP) ; Window ID?\nJAL DisablePromptOption\nMOVE A1 S0 ; Option Index\n\nJ loadbyte\nADDIU S0 S0 1\n\n\nDisableOptions_exit:\nLW S0 56(SP)\nLW FP 60(SP)\nLW A0 64(SP)\nLW RA 68(SP)\nJR RA \nADDIU SP SP 72\n\n\n;A0 - Ghost Index\n;A1 - Music Index\n;A2 - Message pointer (X)\n.align 16\nSetupGhostTurnStart:\nADDIU SP SP -80\nSW RA 76(SP)\n\nSW A1 72(SP)\nSW A0 68(SP)\n\nLI T0 0x800CD096 ; Orange Ghost Space Index\nADDU S2 T0 A0 ; Add Ghost ID to get correct address\n\nLI T0 0x800977C4 ; Address of stored model pointers\nSLL A0 A0 2 ; Multiply by 4\nADDU S6 T0 A0 ; Ghost Model pointer address\n\nLI A0 0 ; Bar Code fade-out\nJAL InitFadeOut\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16\n\nJAL SetCameraType\nLI A0 0 ; Free Roam Camera\n\nJAL cameramain\nLBU A0 0(S2) ; Space Index\n\nJAL PlayMusic\nLW A0 72(SP)\n\nLI A0 0 ; Bar Code fade-in\nJAL InitFadeIn\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16\n\nJAL PlaySound\nLI A0 0x10C\n\nLW T0 68(SP) ; Ghost Index\nLUI A1 hi(ORANGETURN_Message)\nADDIU A1 A1 lo(ORANGETURN_Message)\nBEQZ T0 SetupGhostTurnStartdisplaymsg\nNOP\nLUI A1 hi(PINKTURN_Message)\nADDIU A1 A1 lo(PINKTURN_Message)\nLI T1 1\nBEQ T0 T1 SetupGhostTurnStartdisplaymsg\nNOP\nLUI A1 hi(REDTURN_Message)\nADDIU A1 A1 lo(REDTURN_Message)\nLI T1 2\nBEQ T0 T1 SetupGhostTurnStartdisplaymsg\nNOP\nLUI A1 hi(BLUETURN_Message)\nADDIU A1 A1 lo(BLUETURN_Message)\n\n\nSetupGhostTurnStartdisplaymsg:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 = Ghost Index\n.align 16\nDetermineGhostRoll:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S3 72(SP)\n\nMOVE S3 A0 ; \nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 7 ; Max roll is 7\nDIVU V0 T0 ; Divide by 7\nMFHI V0\nADDIU S1 V0 1 ; Add 1 to get 1-7\n\nLI T0 0x800CD09E ; Additional Roll Flag Address\nLBU T1 0(T0) ; Flag Value\n\nBEQZ T1 cruiseelroycheck ; It's OFF, no additional roll, check if it's Blinky\nNOP\n; It's ON, roll 2-4 extra\n\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 3\nDIVU V0 T0 ; Divide by 3\nMFHI V0 ; 0-2\nADDIU V0 V0 2 ; Add 2 to make it 2-4\nADDU S1 S1 V0 ; Add 1st and 2nd roll together\n\ncruiseelroycheck:\nLI T0 2 ; Blinky Index\nBNE S3 T0 DetermineGhostRoll_exit ; exit if it's not Blinky\nNOP\n; It's Blinky, check turn number\n\nLUI T0 hi(total_turns)\nADDIU T0 T0 lo(total_turns) \nLBU T1 0(T0) ; load Total Turns value\nLBU T0 1(T0) ; load Current Turn value\nSUBU T2 T1 T0 ; Total Turns - Current Turn\n\nSLTI T3 T2 5 ; ON IF 0-4 (Last 5 Turns)\nBEQZ T3 DetermineGhostRoll_exit ; It's not the Last 5 Turns, exit\nNOP\n; It's the Last 5 Turns, add 3 to Blinky's roll\nADDIU S1 S1 3 ; Add 3 to Cruise Elroy\n\nDetermineGhostRoll_exit:\nLW S3 72(SP) \nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n\n\n; A0 - Space Index\n; A1 - Player Index to start with\n.align 16\nCheckPlayerLocations:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP)\nSW S0 68(SP)\n\nMOVE S0 A0 ; Space Index\nMOVE S1 A1 ; Player Index to search\n\nCheckPlayerLocationsloop:\nBLTZ S1 CheckPlayerLocations_exit\nLI V0 -1 ; No Player Found\n\nJAL GetPlayerStruct\nMOVE A0 S1 ; Player Index\n\nLBU A0 15(V0) ; Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; True Index at V0\nLBU A1 16(V0) ; Chain Space Index\n\nBEQL V0 S0 CheckPlayerLocations_exit ; exit with player index \nMOVE V0 S1 ; Player Index\n; That player is not on that space\nJ CheckPlayerLocationsloop\nADDIU S1 S1 -1 ; Subtract to search next player\n\nCheckPlayerLocations_exit:\nLW S0 68(SP)\nLW S1 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 = Array of Spaces to check\n.align 16\nBlinkyIsInPath:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\n\nMOVE S1 A0 ; Array to check\nLI S0 0 ; Loop counter\nBlinkyIsInPathloop:\nLUI T0 0x800C\nORI T0 T0 0xD098 ; Blinky's Space Address\nLBU T2 0(T0) ; Blinky's Space Index\n\nADDU T1 S1 S0 ; Add to get correct Array spot\nLBU T3 0(T1) ; Space Index in Array\n\nBEQL T3 R0 BlinkyIsInPath_exit ; If 0, array is over, Blinky's not in this array\nLI V0 0 ; Flag Blinky as NOT FOUND\n\nBEQL T3 T2 BlinkyIsInPath_exit ; If equal, Blinky's on this space\nLI V0 1 ; Flag Blinky as FOUND\n; Blinky's not on this space\nJ BlinkyIsInPathloop\nADDIU S0 S0 1 ; Add 1 to check next Space in Array\n\nBlinkyIsInPath_exit:\nLW S1 68(SP)\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 - Array pointer to check\n.align 16\nPlayerIsInPath:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP)\nSW S0 68(SP)\nSW S2 64(SP)\nSW S5 60(SP)\nSW S7 56(SP)\nSW S6 52(SP)\nSW S3 48(SP)\n\n\nLI S5 0 ; Player Found Flag\nLI S3 0 ; Bowser Suit Flag\nLI S6 0 ; 1st Place Found Flag\nMOVE S1 A0 ; Array pointer to check\nLI S0 3 ; Start with Player 3\nLI S2 0 ; Array Loop Counter\nPlayerIsInPathloop:\nBLTZL S0 PlayerIsInPath_exit\nNOP\n\nJAL GetPlayerStruct\nMOVE A0 S0 ; Player Index\n\nLBU A0 15(V0) ; Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; True Index at V0\nLBU A1 16(V0) ; Chain Space Index\n\nPlayerIsInPatharrayloop:\nADDU T0 S1 S2 ; Add to get correct Array spot\nLBU T1 0(T0) ; Space Index from Array\n\nBEQL T1 R0 PlayerIsInPathnextplayer ; If 0, array's over\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; The Array isn't over yet\n\nBEQL V0 T1 PlayerIsInPathFound\nLI S5 1 ; Turn ON Player Found Flag\n; That player is not on that space\nJ PlayerIsInPatharrayloop\nADDIU S2 S2 1 ; Add 1 to search next Array spot\n\nPlayerIsInPathnextplayer:\nJ PlayerIsInPathloop\nLI S2 0 ; Set Array Loop Counter back to 0\n\nPlayerIsInPathFound:\nMOVE A0 S0 ; Player Index\nJAL PlayerHasItem ; -1 IF they don't have one\nLI A1 13 ; Bowser Suit\n\nBLTZ V0 PlayerIsInPathFoundCheckPlacing ; BowSuit not found, continue\nNOP\n; Bowser Suit found, flag it\nLI S3 1 ; Bowser Suit Found\n\nPlayerIsInPathFoundCheckPlacing:\nJAL GetPlayerPlacementAtEndOfGame\nMOVE A0 S0 ; Player Index\nBEQL V0 R0 PlayerIsInPathFound2\nLI S6 1 ; Set 1st Place as FOUND\n; This isn't 1st Place, continue\n\nPlayerIsInPathFound2:\nJ PlayerIsInPathnextplayer\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n\n\nPlayerIsInPath_exit:\nMOVE V0 S5 ; Player Found Flag\nMOVE V1 S3 ; Bowser Suit Found\nMOVE T0 S6 ; 1st Place Found Flag\nLW S3 48(SP)\nLW S6 52(SP)\nLW S7 56(SP)\nLW S5 60(SP)\nLW S2 64(SP)\nLW S0 68(SP)\nLW S1 72(SP)\nLW RA 76(SP) \nJR RA\nADDIU SP SP 80\n\n\n\n\n; A0 = Player's Index\n; A1 = Happy/Sad Index\n.align 16\nSetBoardPlayerAnimationWithSound:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\nSW A1 68(SP)\n\nJAL GetPlayerStruct\nNOP\n\nLBU T0 3(V0) ; Character Index\n\nBNEZ A1 sad\nNOP\n\nhappy:\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 5 ; Happy Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ SetBoardAnimationWithSound_exit\nNOP\n\nsad:\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 60 ; Frames\n\nSetBoardAnimationWithSound_exit:\nLW A0 72(SP) ; Player Index\nLI A1 -1 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLW A1 68(SP)\nLW A0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n.align 16\nNewModelCoords:\n.word 00000000\n.word 00000000\n.word 00000000\n\n.align 16\nGhostModelIDs:\n.byte 9,75,44,13\n\n.align 16\nGhostMusicIDs:\n.byte 57,52,52,52\n\n.align 16\nGhostMovement_Array0:\n.byte GhostMovementArray0\n\n.align 16\nGhostMovement_Array1:\n.byte GhostMovementArray1\n\n.align 16\nGhostMovement_Array2:\n.byte GhostMovementArray2\n\n.align 16\nGhostMovement_Array3:\n.byte GhostMovementArray3\n\n.align 16\nGhostMovement_Array4:\n.byte GhostMovementArray4\n\n.align 16\nGhostMovement_Array5:\n.byte GhostMovementArray5\n\n.align 16\nGhostMovement_Array6:\n.byte GhostMovementArray6\n\n.align 16\nGhostMovement_Array7:\n.byte GhostMovementArray7\n\n.align 16\nGhostMovement_Array8:\n.byte GhostMovementArray8, 00\n\n.align 16\nGhostMovement_Array9:\n.byte GhostMovementArray9, 00\n\n.align 16\nGhostMovement_Array10:\n.byte GhostMovementArray10, 00\n\n.align 16\nGhostMovement_Array11:\n.byte GhostMovementArray11, 00\n\n.align 16\nClydeJunc31_Array:\n.byte GhostMovementArray3,GhostMovementArray1,00\n\n.align 16\nClydeJunc013_Array:\n.byte GhostMovementArray0,GhostMovementArray1,GhostMovementArray3,00\n\n.align 16\nBlinkyJunc31011_Array:\n.byte GhostMovementArray3,GhostMovementArray1,GhostMovementArray0,\n.byte 8,2,98,97,95,94,91,00\n\n.align 16\nBlinkyJunc79_Array:\n.byte GhostMovementArray7,GhostMovementArray9,00\n\n.align 16\nBlinkyJunc6789101145_Array:\n.byte GhostMovementArray6,GhostMovementArray7,GhostMovementArray8,\n.byte GhostMovementArray9,GhostMovementArray10,GhostMovementArray11,\n.byte 41,00\n\n.align 16\nPinkyJunc011_Array:\n.byte GhostMovementArray0,GhostMovementArray11,00\n\n.align 16\nPinkyJunc891011_Array:\n.byte GhostMovementArray8,GhostMovementArray9,GhostMovementArray10,GhostMovementArray11,00\n\n.align 16\nPinkyJunc67_Array:\n.byte GhostMovementArray6,GhostMovementArray7,00\n\n.align 16\nPinkyJunc791011_Array:\n.byte GhostMovementArray7,GhostMovementArray9,GhostMovementArray10,\n.byte GhostMovementArray11,00\n\n.align 16\nPinkyJunc68_Array:\n.byte GhostMovementArray6,GhostMovementArray8,00\n\n.align 16\nInkyJunc789_Array:\n.byte GhostMovementArray7,GhostMovementArray8,GhostMovementArray9,00\n\n.align 16\nInkyJunc012311_Array:\n.byte GhostMovementArray0,GhostMovementArray1,GhostMovementArray2,GhostMovementArray3,\n.byte 8,2,98,97,00\n\n.align 16\nInkyJunc251_Array:\n.byte GhostMovementArray2,GhostMovementArray5,23,22,112,00\n\n.align 16\nInkyJunc45_Array:\n.byte GhostMovementArray4,GhostMovementArray5,00\n\n.align 16\nInkyJunc012345_Array:\n.byte GhostMovementArray0,GhostMovementArray1,GhostMovementArray2,GhostMovementArray3,\n.byte 41,43,34,35,36,113,00\n\n.align 16\nInkyJunc2845_Array:\n.byte GhostMovementArray2,GhostMovementArray8,41,43,34,35,36,113,00\n\n.align 32\nCoords:\n.word 0x8012EA10\n.word 0x80134E20\n.word 0x0A020008\n.word 0x00000000 ; X Coords\n.word 0x00000000 ; Y Coords\n.word 0x00000000 ; Z Coords\n\n.align 16\nORANGETURN_Message:\n.ascii \"CLYDE START\\xC2\\x00\"\n\n.align 16\nPINKTURN_Message:\n.ascii \"PINKY START\\xC2\\x00\"\n\n.align 16\nREDTURN_Message:\n.ascii \"BLINKY START\\xC2\\x00\"\n\n.align 16\nBLUETURN_Message:\n.ascii \"INKY START\\xC2\\x00\"\n\n.align 16\nOrangeGhost_Prompt:\n.ascii \"\\x0BCLYDE\\x7B \\x11\\xC2\\xC2\\xC2 P\\x3DPlease don\\x5Ct hurt me\\xC2\\x0A\"\n.ascii \"I\\x3DI don\\x5Ct want any trouble\\xC2 In fact\\x82\\x0A\"\n.ascii \"I can sell you a \\x07Star\\x08 if you let me go\\xC2\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x0C\" \"%s\" \"Buy 1 Star\\x0E\\x0E\\x29\\x3E 20\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0C\" \"%s\" \"Buy 2 Stars\\x0E\\x0E\\x29\\x3E 50\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0C\\x08I don\\x5Ct need Stars\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0CView Map\\x0D\\x00\"\n\n.align 16\nOrangeGhost_Message:\n.ascii \"CLYDE\\x7B \\x11\\xC2\\xC2\\xC2 Please\\x3D\\x3D Oh\\x85\\x85\\x85 I\\x5Cm sorry\\x82\\x0A\"\n.ascii \"but you can\\x5Ct afford my \\x07Stars\\x08\\x85 But here\\x5Cs\\x0A\"\n.ascii \"\\x065 coins\\x08\\xC2 Just pretend I wasn\\x5Ct here\\xC2\\xFF\\x00\"\n\n.align 16\nOrangeGhostDecline_Message:\n.ascii \"CLYDE\\x7B OK\\xC2 Here you g\\x3D\\x3D\\x3D Wait\\x82 really\\xC3\\x0A\"\n.ascii \"OK\\x85\\x85\\x85 I\\x5Cll just be on my way then\\xC2\\x0A\"\n.ascii \"\\x5DWhew\\x82 I sure dodged that one\\x85\\x85\\x85\\x5E\\xFF\\x00\"\n\n.align 16\nPinkGhost_Message:\n.ascii \"PINKY\\x7B Going somewhere\\xC3 I sure hope not\\xC2\\x0A\"\n.ascii \"I\\x5Cll be taking some of those \\x03coins\\x08\\x85\\x0A\"\n.ascii \"Don\\x5Ct worry\\x82 I\\x5Cll put them to good use\\x85\\xFF\\x00\"\n\n.align 16\nPinkGhostNoCoins_Message:\n.ascii \"PINKY\\x7B Hold it right there\\xC2 \\x85\\x85\\x85 Wait a second\\x85\\x0A\"\n.ascii \"You don\\x5Ct have a single coin\\xC3 I guess\\x0A\"\n.ascii \"I can give you these\\x85\\x85\\x85\\xFF\\x00\"\n\n.align 16\nPinkGhostSteal_Message:\n.ascii \"PINKY\\x7B And now that you have 20 coins\\x82 I can\\x0A\"\n.ascii \"take them from you\\xC2 HAHAHAHAHA\\xC2\\x0A\"\n.ascii \"Don\\x5Ct feel bad\\x82 I\\x5Cll let you keep one\\xC2\\xFF\\x00\"\n\n.align 16\nRedGhost_Message:\n.ascii \"BLINKY\\x7B Gotcha\\xC2 You\\x5Cre not getting away\\xC2\\x0A\"\n.ascii \"I\\x5Cll be taking all those \\x03items\\x08 of yours\\xC2\\x0A\"\n.ascii \"They\\x5Cll look great in my collection\\x85\\xFF\\x00\"\n\n.align 16\nRedGhostNoItems_Message:\n.ascii \"BLINKY\\x7B Gotcha\\xC2 \\x85\\x85\\x85Hold on\\x85 You have no items\\xC3\\x0A\"\n.ascii \"Well\\x82 at least I can say I caught you\\x85\\x0A\"\n.ascii \"Catch you later\\xC2\\xFF\\x00\"\n\n.align 16\nBlueGhost_Message:\n.ascii \"INKY\\x7B Oh\\x82 hey\\xC2 I heard you guys are looking\\x0A\"\n.ascii \"for \\x07Stars\\x08\\x85 Lucky for you\\x82 I have \\x01one\\x08\\x0A\"\n.ascii \"right here\\x82 free of charge\\xC2 Take it\\xC2\\xFF\\x00\"\n\n.align 16\nA_Pointer_With_Enough_Space:\n.fill 0xC1C\n\n;======================================================================================CAMERA STUFF\n\n.align 16\ncameramain:\nADDIU sp, sp, -0x30\nSW ra, 0x0020 (sp)\nSW s0, 0x0024 (sp)\n\n;LI a0, test1\nJAL setCameraPosToSpace\nNOP\n\nLW ra, 0x0020 (sp)\nLW s0, 0x0024 (sp)\nJR RA\nADDIU sp, sp, 0x30\n\ngetSpaceVec3f:\nADDIU sp, sp, -0x20\nSW ra, 0x0018 (sp)\nJAL GetSpaceData\nNOP\nADDIU v0, v0, 8 //now points to XYZ of space\nLW ra, 0x0018 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\nsetCameraCoords: //takes 1 arg0, Vec3f*\nLI t0, 0x801049F0\nLW t1, 0x0000 (a0) //load X\nSW t1, 0x0000 (t0) //store X\nLW t1, 0x0004 (a0) //load Y\nJR RA\nSW t1, 0x0004 (t0) //store Z\n\nsetCameraPosToSpace: //takes arg a0, space id\nADDIU sp, sp, -0x28\nSW ra, 0x0020 (sp)\n\nJAL getSpaceVec3f\nNOP\n\nDADDU a0, r0, r0\nLI a2, tempVec2f\nJAL 0x8001291C //Convert3DTo2D\nADDU a1, v0, r0\n\nLI a0, tempVec2f\nLI a1, posOffset\nLWC1 f0, 0x0000 (a0)\nLWC1 f2, 0x0000 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0000 (a0)\nLWC1 f0, 0x0004 (a0)\nLWC1 f2, 0x0004 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0004 (a0)\nJAL setCameraCoords\nNOP\n\nLW ra, 0x0020 (sp)\nJR RA\nADDIU sp, sp, 0x28\n\n\ntempVec2f:\n.word 0, 0\n\nposOffset:\n.float 10.0, 4.0\n\n.align 16\nGetChainAndSpaceIndexFromAbsSpaceIndex:\n//takes arg a0, abs_space_index\n//returns chain_index to v0\n//returns space_index to v1\nADDIU sp, sp, -0x40 \nSW ra, 0x0018 (sp)\nSW s0, 0x001C (sp)\nSW s1, 0x0020 (sp)\nSW s2, 0x0024 (sp)\nSW s3, 0x0028 (sp)\nSW s4, 0x002C (sp)\nSW s5, 0x0030 (sp)\nSW s6, 0x0034 (sp)\nORI s3, r0, 0x0000 //init s3 to 0\nADDIU s4, r0, 0xFFFF //init s4 to FFFF, loop1 counter\nLUI s0, 0x8010\nLW s0, 0x5218 (s0) //load ptr to beginning of hydrated chains ptr\nDADDU s1, a0, r0 ;move abs_space_index to s0\nLoop:\nADDIU s4, s4, 0x0001 //add 1 to current loop total\nLHU s2, 0x0000 (s0) //load total number of space_indicies in chain\nBEQ s2, r0, error\nNOP\nORI t0, r0, 0x0000 //going to be used for loop 2 counter\nLW s3, 0x0004 (s0) //load pointer that points to abs space_indicies for current chain in loop\nLoop2:\n//\nLHU t1, 0x0000 (s3) //load abs value from hydrated chain\nBEQ t1, s1, isabs\nNOP\nADDIU t0, t0, 0x0001 //add 1 to loop2 counter\nBEQ t0, s2, backtoLoop1\nNOP\nBEQ r0, r0, Loop2\nADDIU s3, s3, 0x0002\nreturnvalues:\n//\nexit_func:\nLW ra, 0x0018 (sp)\nLW s0, 0x001C (sp)\nLW s1, 0x0020 (sp)\nLW s2, 0x0024 (sp)\nLW s3, 0x0028 (sp)\nLW s4, 0x002C (sp)\nLW s5, 0x0030 (sp)\nLW s6, 0x0034 (sp)\nJR RA\nADDIU sp, sp, 0x40\nerror:\nORI v0, r0, 0xFFFF //error, return FFFF\nBEQ r0, r0, exit_func\nORI v1, r0, 0xFFFF //error, return FFFF\nisabs:\n//s4 holds current chain index\n//t1 holds current space index in chain\nADD v0, s4, r0 //move chain index to v0\nBEQ r0, r0, exit_func\nADD v1, t0, r0 //move space_index to v1\nbacktoLoop1:\nBEQ r0, r0, Loop\nADDIU s0, s0, 0x0008 //advance to next hydrated chains ptr\n\n.align 16\nAIChoiceClyde:\nADDIU SP SP -80\nSW RA 76(SP)\n\nLUI T0 hi(ClydePricing_Array)\nADDIU T0 T0 lo(ClydePricing_Array)\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLBU A1 1(T0) ; Load Price of 2 Stars\n; If 0, they'll choose to buy 1 Star\n; If 1, they'll choose to buy 2 Stars\n\nAIChoiceClyde_exit:\nLW RA 76(SP)\nJR RA \nADDIU SP SP 80"},"Next Space Setup":{"language":0,"code":"; NAME: Next Space Setup\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Next\n\nADDIU SP SP -40\nSW RA 36(SP)\n\nJAL GetCurrentPlayerIndex\nNOP\n\nADD A0 R0 V0 ; Assigns Current Player Index to A0\nADDIU A1 R0 Next_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 Next_chain_space_index ; Assigns Space Index to A2\n\nJAL SetNextChainAndSpace \nNOP\n\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40"},"Warp Pipe":{"language":0,"code":"; NAME: Warp Pipe\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|SpaceToFace\n; PARAM: Number|PipeID\n; PARAM: Space[]|Destinations\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\n\nLI T0 0x800CD09B ; Pipes Open/Closed Address\nLBU T1 0(T0) ; Pipes\n\nBNEZ T1 exit ; exit if the Warp Pipes are closed\nNOP\n; The Warp Pipes are open\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S4 V0\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop Animation\n\nLI A0 -1 ; Current Player's Index\nLI A1 8 ; Frames it takes to turn\nJAL RotatePlayerModel\nLI A2 SpaceToFace\n\nJAL SleepProcess\nLI A0 8\n\npromptsetup:\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(WarpPipe_Prompt)\nADDIU A1 A1 lo(WarpPipe_Prompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL PlayerIsCPU ; 1 if CPU\nLI A0 -1 ; Current player\n\nBEQZ V0 ogignoreaichoice\nNOP\n\nJAL AIChoiceWarpPipe\nNOP\n\nogignoreaichoice:\nLI A0 2 \nJAL GetBasicPromptSelection\nMOVE A1 V0\nMOVE FP V0 ; S0 now has the chosen option index\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0\nBEQ FP A0 yes\nNOP\nLI A0 1\nBEQ FP A0 exit\nNOP\n; It's 2\nJAL ViewBoardMap\nNOP\nJ promptsetup\nNOP\n\nyes:\nLI A0 0 \nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL PlaySound \nLI A0 0x1BC ; Warp Pipe Sound Index\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLI T0 0x800CD09A ; Pipe Course Index Address\nLBU T1 0(T0) ; Pipe Course Value\nADDIU T1 T1 -1 ; Subtract 1 to bring it back to 0-8 for math\nLI T2 4\nMULTU T1 T2 ; Pipe Course * 4 \nMFLO V0\nLI T2 PipeID\nADDU V0 V0 T2 ; Add Pipe ID to get proper value\n\nLUI T0 hi(Destinations_Array)\nADDIU T0 T0 lo(Destinations_Array)\nADDU S2 T0 V0 ; Add result to get correct Array spot\n\nJAL GetChainAndSpaceIndexFromAbsSpaceIndex \nLBU A0 0(S2) ; Space Index \nMOVE S6 V0 ; Chain Index\nMOVE S7 V1 ; Chain Space Index\n\nLBU A0 29(S4) ; Current Player Index\nMOVE A1 V0 ; Chain Index\nJAL SetPlayerOntoChain\nMOVE A2 V1 ; Chain Space Index\n\nLBU T0 23(S4) ; Status Flag\nANDI T1 T0 0x01 ; 1 IF in Reverse\nBEQZ T1 continue ; If not in reverse, do not do anything else\nNOP\n; They're in Reverse\nLBU A0 29(S4) ; Current Player Index\nMOVE A1 S6 ; Chain Index\nJAL SetNextChainAndSpace\nADDIU A2 S7 -1 ; Subtract 1 to get the Space behind\n\ncontinue:\nJAL GetSpaceData ; Pointer to Space Data at V0\nLBU A0 0(S2) ; True Space Index\n\nLW V1 8(V0) ; Space's X pos\nMOVE T0 V1 ; Copy to T0\n\nLW V1 16(V0) ; Space's Y pos\nMOVE T1 V1 ; Copy to T1\n\nLW V1 0x24(S4) ; Load Offset 24 into V1\nSW T0 12(V1) ; Current Player's X Coords\nSW T1 20(V1) ; Current Player's Y Coords\n\nJAL PlaySound \nLI A0 0x1BC ; Warp Pipe Sound Index\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLI A0 4 ; Happening Space\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\n\n\nexit:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n\n.align 16\nDestinations_Array:\n.byte Destinations\n\n.align 16\nWarpPipe_Prompt:\n.ascii \"\\x0BWould you like to enter the Warp Pipe\\xC3\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x0CYes\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0CNah\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0CView Map\\x0D\\x00\"\n\n.align 16\nGetChainAndSpaceIndexFromAbsSpaceIndex:\n//takes arg a0, abs_space_index\n//returns chain_index to v0\n//returns space_index to v1\nADDIU sp, sp, -0x40 \nSW ra, 0x0018 (sp)\nSW s0, 0x001C (sp)\nSW s1, 0x0020 (sp)\nSW s2, 0x0024 (sp)\nSW s3, 0x0028 (sp)\nSW s4, 0x002C (sp)\nSW s5, 0x0030 (sp)\nSW s6, 0x0034 (sp)\nORI s3, r0, 0x0000 //init s3 to 0\nADDIU s4, r0, 0xFFFF //init s4 to FFFF, loop1 counter\nLUI s0, 0x8010\nLW s0, 0x5218 (s0) //load ptr to beginning of hydrated chains ptr\nDADDU s1, a0, r0 ;move abs_space_index to s0\nLoop:\nADDIU s4, s4, 0x0001 //add 1 to current loop total\nLHU s2, 0x0000 (s0) //load total number of space_indicies in chain\nBEQ s2, r0, error\nNOP\nORI t0, r0, 0x0000 //going to be used for loop 2 counter\nLW s3, 0x0004 (s0) //load pointer that points to abs space_indicies for current chain in loop\nLoop2:\n//\nLHU t1, 0x0000 (s3) //load abs value from hydrated chain\nBEQ t1, s1, isabs\nNOP\nADDIU t0, t0, 0x0001 //add 1 to loop2 counter\nBEQ t0, s2, backtoLoop1\nNOP\nBEQ r0, r0, Loop2\nADDIU s3, s3, 0x0002\nreturnvalues:\n//\nexitrain:\nLW ra, 0x0018 (sp)\nLW s0, 0x001C (sp)\nLW s1, 0x0020 (sp)\nLW s2, 0x0024 (sp)\nLW s3, 0x0028 (sp)\nLW s4, 0x002C (sp)\nLW s5, 0x0030 (sp)\nLW s6, 0x0034 (sp)\nJR RA\nADDIU sp, sp, 0x40\nerror:\nORI v0, r0, 0xFFFF //error, return FFFF\nBEQ r0, r0, exitrain\nORI v1, r0, 0xFFFF //error, return FFFF\nisabs:\n//s4 holds current chain index\n//t1 holds current space index in chain\nADD v0, s4, r0 //move chain index to v0\nBEQ r0, r0, exitrain\nADD v1, t0, r0 //move space_index to v1\nbacktoLoop1:\nBEQ r0, r0, Loop\nADDIU s0, s0, 0x0008 //advance to next hydrated chains ptr\n\n.align 16\nAIChoiceWarpPipe:\nADDIU SP SP -80\nSW RA 76(SP)\n\nJAL RNGPercentChance\nLI A0 25 ; Chance to say NO (Option 1)\n\nLW RA 76(SP)\nJR RA \nADDIU SP SP 80"},"Rainbow Pipe":{"language":0,"code":"; NAME: Rainbow Pipe\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space[]|Destinations\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\n\nLI T0 0x800CD09B ; Pipes Open/Closed Address\nLBU T1 0(T0) ; Pipes\n\nBNEZ T1 exit ; exit if the Warp Pipes are closed\nNOP\n; The Warp Pipes are open\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S4 V0\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop Animation\n\nyes:\nLI A0 0 \nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL PlaySound \nLI A0 0x1BC ; Warp Pipe Sound Index\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJAL GetRandomByte\nNOP\nLI T2 4\nDIVU V0 T2 ; Divide by 4\nMFHI V0 ; 0-3\n\nLUI T0 hi(Destinations_Array)\nADDIU T0 T0 lo(Destinations_Array)\nADDU S2 T0 V0 ; Add result to get correct Array spot\n\nJAL GetChainAndSpaceIndexFromAbsSpaceIndex \nLBU A0 0(S2) ; Space Index \nMOVE S6 V0 ; Chain Index\nMOVE S7 V1 ; Chain Space Index\n\nLBU A0 29(S4) ; Current Player Index\nMOVE A1 V0 ; Chain Index\nJAL SetPlayerOntoChain\nMOVE A2 V1 ; Chain Space Index\n\nLBU T0 23(S4) ; Status Flag\nANDI T1 T0 0x01 ; 1 IF in Reverse\nBEQZ T1 continue ; If not in reverse, do not do anything else\nNOP\n; They're in Reverse\nLBU A0 29(S4) ; Current Player Index\nMOVE A1 S6 ; Chain Index\nJAL SetNextChainAndSpace\nADDIU A2 S7 -1 ; Subtract 1 to get the Space behind\n\ncontinue:\nJAL GetSpaceData ; Pointer to Space Data at V0\nLBU A0 0(S2) ; True Space Index\n\nLW V1 8(V0) ; Space's X pos\nMOVE T0 V1 ; Copy to T0\n\nLW V1 16(V0) ; Space's Y pos\nMOVE T1 V1 ; Copy to T1\n\nLW V1 0x24(S4) ; Load Offset 24 into V1\nSW T0 12(V1) ; Current Player's X Coords\nSW T1 20(V1) ; Current Player's Y Coords\n\nJAL PlaySound \nLI A0 0x1BC ; Warp Pipe Sound Index\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLI A0 4 ; Happening Space\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\n\n\nexit:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n\n.align 16\nDestinations_Array:\n.byte Destinations\n\n.align 16\nWarpPipe_Prompt:\n.ascii \"\\x0BWould you like to enter the Warp Pipe\\xC3\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x0CYes\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0CNah\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0CViewMap\\x0D\\x00\"\n\n.align 16\nGetChainAndSpaceIndexFromAbsSpaceIndex:\n//takes arg a0, abs_space_index\n//returns chain_index to v0\n//returns space_index to v1\nADDIU sp, sp, -0x40 \nSW ra, 0x0018 (sp)\nSW s0, 0x001C (sp)\nSW s1, 0x0020 (sp)\nSW s2, 0x0024 (sp)\nSW s3, 0x0028 (sp)\nSW s4, 0x002C (sp)\nSW s5, 0x0030 (sp)\nSW s6, 0x0034 (sp)\nORI s3, r0, 0x0000 //init s3 to 0\nADDIU s4, r0, 0xFFFF //init s4 to FFFF, loop1 counter\nLUI s0, 0x8010\nLW s0, 0x5218 (s0) //load ptr to beginning of hydrated chains ptr\nDADDU s1, a0, r0 ;move abs_space_index to s0\nLoop:\nADDIU s4, s4, 0x0001 //add 1 to current loop total\nLHU s2, 0x0000 (s0) //load total number of space_indicies in chain\nBEQ s2, r0, error\nNOP\nORI t0, r0, 0x0000 //going to be used for loop 2 counter\nLW s3, 0x0004 (s0) //load pointer that points to abs space_indicies for current chain in loop\nLoop2:\n//\nLHU t1, 0x0000 (s3) //load abs value from hydrated chain\nBEQ t1, s1, isabs\nNOP\nADDIU t0, t0, 0x0001 //add 1 to loop2 counter\nBEQ t0, s2, backtoLoop1\nNOP\nBEQ r0, r0, Loop2\nADDIU s3, s3, 0x0002\nreturnvalues:\n//\nexitrain:\nLW ra, 0x0018 (sp)\nLW s0, 0x001C (sp)\nLW s1, 0x0020 (sp)\nLW s2, 0x0024 (sp)\nLW s3, 0x0028 (sp)\nLW s4, 0x002C (sp)\nLW s5, 0x0030 (sp)\nLW s6, 0x0034 (sp)\nJR RA\nADDIU sp, sp, 0x40\nerror:\nORI v0, r0, 0xFFFF //error, return FFFF\nBEQ r0, r0, exitrain\nORI v1, r0, 0xFFFF //error, return FFFF\nisabs:\n//s4 holds current chain index\n//t1 holds current space index in chain\nADD v0, s4, r0 //move chain index to v0\nBEQ r0, r0, exitrain\nADD v1, t0, r0 //move space_index to v1\nbacktoLoop1:\nBEQ r0, r0, Loop\nADDIU s0, s0, 0x0008 //advance to next hydrated chains ptr"},"King Boo's Slots":{"language":0,"code":"; NAME: King Boo's Slots\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|SpaceToFace\n; PARAM: Space|SpaceToFace2\n; PARAM: Space|Check\n; PARAM: Space|TinyBlueSpace\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLI A0 -1 ; Current Player\nLI A1 8 ; Frames\nJAL RotatePlayerModel\nLI A2 SpaceToFace\n\nJAL SleepProcess\nLI A0 8\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S4 V0 \n\nLBU A0 21(S4) ; Previous Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 22(S4) \n\nLI T0 Check\nBNE V0 T0 reversed\nNOP\n\nJAL PlaySound\nLI A0 0x1F4 ; Boo sound\n\nSTART:\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7; Character image (Boo)\nLUI A1 hi(KingBooWelcome_Message)\nADDIU A1 A1 lo(KingBooWelcome_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL PlayerIsCPU ; 1 if CPU\nLI A0 -1 ; Current player\n\nBEQZ V0 ogignoreaichoice\nNOP\n\n;JAL AIChoice\n;NOP\n\nogignoreaichoice:\nLI A0 2 \nJAL GetBasicPromptSelection\nLI A1 0 ; Choose YES\nMOVE FP V0 ; S0 now has the chosen option index\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0\nBEQ FP A0 yes\nNOP\nLI A0 1\nBEQ FP A0 why\nNOP\n; It's 2\nJAL ViewBoardMap\nNOP\nJ START\nNOP\n\nyes:\nLI T1 0xFF ; No Item\nLBU T0 24(S4) ; Item 1\nSB T0 76(SP) ; Store Item 1 in Stack\nSB T1 24(S4) ; Delete Item 1\nLBU T0 25(S4) ; Item 2\nSB T0 72(SP) ; Store Item 2 in Stack\nSB T1 25(S4) ; Delete Item 2\nLBU T0 26(S4) ; Item 3\nSB T0 68(SP) ; Store Item 3 in Stack\nSB T1 26(S4) ; Delete Item 3\n\nJAL RefreshHUD\nLBU A0 29(S4) ; Player Index\n\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7; Character image (Boo)\nLUI A1 hi(KingBooYes_Message)\nADDIU A1 A1 lo(KingBooYes_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL GetRandomByte ; at V0\nNOP\nLI T0 4 ; 4 Slot Items\nDIVU V0 T0\nMFHI S0 ; Loop Starting Point (0-3)\nLI S5 0 ; Current Spinning Slot\nLI S1 5 ; Timer to rotate slots\nslotsloop:\nLI T2 3 ; All Slots selected\nBEQ S5 T2 slotsloopexit \nNOP\n\nLUI T0 hi(SlotsItems_Array)\nADDIU T0 T0 lo(SlotsItems_Array)\nADDU T0 T0 S0\nLB T1 0(T0) ; Item Index\n\nBLTZL T1 slotsloop\nLI S0 0 ; Reset slots back to\n\nADDIU T4 S4 24 ; Add to get Item #1 Index\nADDU T4 T4 S5 ; Add to get Correct Item Slot\nSB T1 0(T4) ; Store Item to show on-screen\n\nJAL SleepVProcess ; Sleep 1 frame\nNOP\n\ncheckinput:\nJAL PlayerIsCPU ; 1 if CPU\nLBU A0 29(S4) ; Player Index\n\nBEQZ V0 checkinputbutactually ; It's a human player, ignore\nNOP\n; It's  CPU\nJAL GetRandomByte\nNOP\n\nSLTI T5 V0 12 ; ON IF 0-11\nBNEZ T5 apress ; If 1, the CPU pressed A\nNOP\n; They didn't press A\nJ slotsnopress ; Skip Player controller check\nNOP\n\ncheckinputbutactually:\nJAL DetectAInput\nLBU A0 29(S4) ; Current Player Index\n\nBEQZ V0 slotsnopress\nNOP\n;they pressed A\napress:\nJAL PlaySound \nADDIU A0 S5 0x0528 ; Game Guy Suspense sfx\n\nADDIU S0 S0 1 ; Add to show next item in the slots\nADDIU S5 S5 1 ; Add to use next Item Slot\nJ slotsloop\nLI S1 5 ; Reset Timer to 5\n\nslotsnopress:\nBNEZL S1 slotsloop ; Timer isn't 0, don't change anything\nADDIU S1 S1 -1 ; Lower Timer by 1 frame\n; Timer is 0\nJAL PlaySound \nLI A0 0x104 ; Scrolling through Minigame Roulette Sound Index\n\nADDIU S0 S0 1 ; Add to show next item in the slots\nJ slotsloop\nLI S1 5 ; Base Timer\n\nslotsloopexit:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLBU T0 24(S4) ; Item #1\nLBU T1 25(S4) ; Item #2\n\nBNE T0 T1 nomatch \nNOP\n; It matched, check the 3rd slot\nLBU T2 26(S4) ; Item #3\nBNE T0 T2 nomatch\nNOP\n; It's a full match\n\nLBU T1 24(S4) ; Item #1\nLI T0 2 ; Poison Mushroom\nBEQ T1 T0 curses\nNOP\nLI T0 7 ; Bowser Phone\nBEQ T1 T0 attack\nNOP\nLI T0 6 ; Plunder Chest\nBEQ T1 T0 item\nNOP\n; Coin Steal\nJAL PlayMusic\nLI A0 115 ; Game Guy Winner Music\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJAL SleepProcess\nLI A0 90 ; Frames\n\nLI S0 50 ; Coins to Steal\nLI S7 0 ; Amount of Coins stolen so far\ncoinstealloop:\nBEQZ S0 coinstealloopexit\nNOP\n\nJAL RivalsHaveCoins\nLBU A0 29(S4) ; Player Index\n\nBEQZ V0 noonehascoins\nNOP\n\nJAL GetRandomByte ; at V0\nNOP\nLI T0 4 ; Players\nDIVU V0 T0 \nMFHI S3 ; Player to steal from (0-3)\n\nLBU T0 29(S4) ; Current Player Index\nBEQ S3 T0 coinstealloop ; loop if it's the current player\nNOP\n; It picked a rival\nMOVE A0 S3 ; Player Index\nJAL PlayerHasCoins ; 0 if no coins\nLI A1 1 ; Coins\n\nBEQL V0 R0 coinstealloop ; Loop if this player has no coins\nNOP \n; The player has at least 1 coin\n\nJAL RNGPercentChance ; 1 if Yes\nLI A0 60 ; 60% to steal \n\nBEQL V0 R0 coinstealloop ; Coin steal failed, loop\nADDIU S0 S0 -1 ; Subtract 1 from coins to steal\n; Coin steal successful\n\nMOVE A0 S3 ; Player Index\nJAL AdjustPlayerCoinsGradual\nLI A1 -1 ; Coins\n\nADDIU S7 S7 1 ; Add 1 \n\nJAL SleepProcess\nLI A0 2\n\nJ coinstealloop\nADDIU S0 S0 -1 ; Subtract 1 from coins to steal\n\n\ncoinstealloopexit:\nLBU A0 29(S4) ; Current Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S7\n\nLBU A0 29(S4) ; Current Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7; Character image (Boo)\nLUI A1 hi(KingBooItemsBack_Message)\nADDIU A1 A1 lo(KingBooItemsBack_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\nnoonehascoins:\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7; Character image (Boo)\nLUI A1 hi(KingBooNoCoins_Message)\nADDIU A1 A1 lo(KingBooNoCoins_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLBU A0 29(S4) ; Current Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n\nJ exit\nNOP\n\n\ncurses:\nJAL PlayMusic\nLI A0 115 ; Game Guy Winner Music\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJAL SleepProcess\nLI A0 90 ; Frames\n\nLI S1 99 ; Loop Counter\ncursessetuploop:\nLI S0 3 ; Start with Player 4\nLI S7 0 ; Number of curses set\ncursesloop:\nBLTZ S0 cursesloopexit\nNOP\n\nLBU T0 29(S4) ; Current Player Index\nBEQL S0 T0 cursesloop ; If it's the turn player, loop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\nBEQZ S1 cursesloopexit ; If 0, it couldn't find enough players to Curse\nNOP\n\nJAL GetPlayerStruct\nMOVE A0 S0 \nMOVE S3 V0 ; Chosen Player Struct at S3\n\nJAL GetRandomByte\nNOP\n\nSLTI T0 V0 50 ; 50% chance\nBNEZL T0 cursesloop ; This player will not be cursed at all\nADDIU S0 S0 -1\nSLTI T0 V0 100 ; 50% chance\nBNEZ T0 curseonce\nNOP\nJ cursesloop\nNOP\n\ncurseonce:\nLUI T0 0x800C ; Cursed Dice Flag\nORI T0 T0 0xCD0AF\nLBU T1 0(T0) ; Cursed Dice Flag Value\nLI T2 1 ; Compare Flag\nSLLV T3 T2 S0 ; Shift by Player's Index\nAND T4 T1 T3 ; 1 IF Player is cursed already\n\nBEQL T4 R0 curseplayer\nLI A1 0 ; CurseOnce Message\nLUI T0 0x800C ; Recurse Dice Flag\nORI T0 T0 0xD09F\nLBU T1 0(T0) ; Recurse Dice Flag Value\nAND T4 T1 T3 ; 1 IF Player is cursed already\n\nBEQL T4 R0 curseplayer\nLI A1 1 ; CurseAdditional Message\n; This player is already cursed twice\nADDIU S1 S1 -1 ; Subtract 1 from loop counter\nJ cursesloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\ncurseplayer:\nADDU T1 T1 T3 ; Add to get new Flag Value\nSB T1 0(T0) ; Store new Flag Value\n\nJAL ShowCurseMessage\nMOVE A0 S0 ; Chosen Player Index\n\nADDIU S7 S7 1 ; Add 1 Curse as \"placed\"\nJ cursesloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\n\ncursesloopexit:\nBEQZ S7 cursessetuploop ; If no one was cursed, retry\nNOP\n; At least 1 player was cursed\n\ncursesfadeback:\nLI A0 12 ; Boo Fade\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16\n\nLUI T0 hi(current_player_index)\nADDIU T0 T0 lo(current_player_index)\nLBU T1 29(S4) ; Chosen Player Index\nSB T1 0(T0) ; Replace current player index\n\nLI A0 12 ; Boo Fade\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nLI S0 50 ; Loop Counter\nfruitloop:\nBEQZ S7 exit ; No more Fruits to give out\nNOP\nBEQZ S0 exit ; They have both fruits, exit\nNOP\n; Give Fruit\nJAL RNGPercentChance\nLI A0 50 ; 50% both fruits\n\nBEQZ V0 givereversefruit\nNOP\n; give forward fruit\nLUI T0 0x800C\nORI T0 T0 0xD0A0 ; Forward Fruit Flag Address\nLBU T1 0(T0) ; Forward Fruit Flag\nLBU T4 29(S4) ; Player Index\nLI T2 1 ; bit\nSLLV T3 T2 T4 ; Shift Left by Player Index\nAND T5 T3 T1 ; 1 IF They have this Fruit\n\nBEQZ T5 giveforwardfruit ; They do not have a Forward Fruit, give \nNOP\n\nSLL T3 T3 4 ; Shift bit by 4 to get Upper bit value\nAND T5 T3 T1 ; 1 IF They have this Fruit\nBEQZ T5 giveforwardfruit ; They do not have a 2nd Forward Fruit, give\nNOP\n; They have 2 Forward Fruits, loop\nJ fruitloop\nADDIU S0 S0 -1 ; Subtract 1 from loop counter\n\n\ngiveforwardfruit:\nADDU T6 T1 T3 ; Add to get new flag value\nSB T6 0(T0) ; Store new flag\n\nJAL PlaySound\nLI A0 0x1A6 ; Fruit Obtained Sound\n\nLUI A1 hi(GotForwardFruit_Message)\nADDIU A1 A1 lo(GotForwardFruit_Message)\nJ showfruitmessage\nNOP\n\ngivereversefruit:\nLUI T0 0x800C\nORI T0 T0 0xD0A1 ; Reverse Fruit Flag Address\nLBU T1 0(T0) ; Reverse Fruit Flag\nLBU T4 29(S4) ; Player Index\nLI T2 1 \nSLLV T3 T2 T4 ; Shift Left by Player Index\nAND T5 T3 T1 ; 1 IF They have this Fruit\n\nBEQZ T5 givereversefruit2 ; They do not have a Reverse Fruit, give\nNOP\n\nSLL T3 T3 4 ; Shift bit by 4 to get Upper bit value\nAND T5 T3 T1 ; 1 IF They have this Fruit\nBEQZ T5 givereversefruit2 ; They do not have a 2nd Reverse Fruit, give\nNOP\n; They have 2 Reverse Fruits, loop\nJ fruitloop\nADDIU S0 S0 -1 ; Subtract 1 from loop counter\n\ngivereversefruit2:\nADDU T6 T1 T3 ; Add to get new flag value\nSB T6 0(T0) ; Store new flag\n\nJAL PlaySound\nLI A0 0x1A6 ; Fruit Obtained Sound\n\nLUI A1 hi(GotReverseFruit_Message)\nADDIU A1 A1 lo(GotReverseFruit_Message)\n\nshowfruitmessage:\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLBU A0 29(S4) ; Current Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJ fruitloop\nADDIU S7 S7 -1 ; Subtract 1 from fruits to give out \n\n\n\n\n\nattack:\nJAL PlayMusic\nLI A0 MUSIC_TRACK_INDEX_1\n;LI A0 108 ; Tie Music\n\nJAL SleepProcess\nLI A0 75\n\nLBU A0 15(S4) ; Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 16(S4) ; Chain Space Index\n\nLBU A0 29(S4) ; Current Player Index\nLI A1 8\nJAL RotatePlayerModel\nMOVE A2 V0 ; Space Index\n\nJAL SleepProcess\nLI A0 30\n\nJAL PlayMusic\nLI A0 117 ; Null Music\n\nJAL PlaySound\nLI A0 0x4B0 ; Zap sfx\n\nLI A0 0 ; Bowser Fade\nJAL InitFadeOut\nLI A1 1 ; Frames\n\nJAL SleepProcess\nLI A0 10\n\nLI A0 0 ; Bar Code Fade\nJAL InitFadeIn\nLI A1 1 ; Frames\n\nJAL SleepProcess\nLI A0 3\n\nJAL PlaySound\nLI A0 0x4B0 ; Zap sfx\n\nLI A0 0 ; Bar Code Fade\nJAL InitFadeOut\nLI A1 1 ; Frames\n\nJAL SleepProcess\nLI A0 5\n\nLI A0 0 ; Bar Code Fade\nJAL InitFadeIn\nLI A1 1 ; Frames\n\nJAL SleepProcess\nLI A0 2\n\nJAL PlaySound\nLI A0 0x4B0 ; Zap sfx\n\nLI A0 0 ; Bar Code Fade\nJAL InitFadeOut\nLI A1 1 ; Frames\n\nJAL SleepProcess\nLI A0 20\n\nJAL PlaySound\nLI A0 0x29C ; Bowser Laugh\n\nJAL SleepProcess\nLI A0 45\n\nLBU T0 76(SP) \nSB T0 24(S4) ; Store Item #1 back\nLBU T0 72(SP)\nSB T0 25(S4) ; Store Item #2 back\nLBU T0 68(SP)\nSB T0 26(S4) ; Store Item #3 back\n\nJAL RefreshHUD\nLBU A0 29(S4) ; Current Player Index\n\nattacksetuploop:\nLI S0 3 ; Start with Player 4 \nLI S7 0 ; Flag to not end event\nattackloop:\nBLTZ S0 attackloopexit ; exit once all players are checked\nNOP\n\nJAL RNGPercentChance\nLI A0 50\n\nBEQL V0 R0 attackloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n; This player will lose something\n\nJAL GetPlayerStruct\nMOVE A0 S0 \nMOVE S3 V0 \n\nLI S1 99 ; Loop Counter\nattackloop2:\nBLTZL S1 attackloop ; They have nothing to lose, get next player\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\nJAL GetRandomByte ; at V0\nNOP\nLI T0 3 ; 3 Outcomes\nDIVU V0 T0 \nMFHI V0 ; 0-2\n\nBEQZ V0 takestar\nNOP\nLI T0 1\nBEQ V0 T0 takecoins\nNOP\n; take items\nJAL PlayerHasEmptyItemSlot\nLBU A0 29(S3) ; Chosen Player's Index\n\nBEQL V0 R0 attackloop2\nADDIU S1 S1 -1 ; Subtract 1 from loop to find something else to steal\n; They have Items to lose\n\nLI T0 0xFF\nSB T0 24(S3) ; Delete Item #1\nSB T0 25(S3) ; Delete Item #2\nSB T0 26(S3) ; Delete Item #3\n\nJAL RefreshHUD\nLBU A0 29(S3) ; Current Player Index\n\nJ scream\nNOP\n\ntakestar:\nLBU T0 14(S3) ; Chosen Player's Star\n\nBEQL T0 R0 attackloop2\nADDIU S1 S1 -1 ; Subtract 1 from loop to find something else to steal\n; They have stars to lose\n\nADDIU T0 T0 -1 ; Subtract 1 Star\nSB T0 14(S3) ; Store new Star amount\n\nJ scream\nNOP\n\ntakecoins:\nLHU T0 10(S3) ; Chosen Player's Coins\n\nBEQL T0 R0 attackloop2\nADDIU S1 S1 -1 ; Subtract 1 from loop to find something else to steal\n; They have coins to lose\n\nSH R0 10(S3) ; Store new coin total\n\nscream:\nLBU T0 3(S3) ; Chosen Character Index\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nJAL SleepProcess\nLI A0 45 ; Frames\n\nLI S7 1 ; Turn Flag ON so loop can end\n\nJ attackloop\nADDIU S0 S0 -1 ; Subtract 1 to check next player\n\n\nattackloopexit:\nBEQZ S7 attacksetuploop ; No player was affected, try again\nNOP\n\nLI A0 3 ; Bowser Fade\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 \n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7; Character image (Boo)\nLUI A1 hi(KingBooBlackout_Message)\nADDIU A1 A1 lo(KingBooBlackout_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit_2\nNOP\n\n\n\nitem:\nJAL PlayMusic\nLI A0 115 ; Game Guy Winner Music\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJAL SleepProcess\nLI A0 90 ; Frames\n\nJAL RivalsHaveItems\nLBU A0 29(S4) ; Player Index\n\nBEQZ V0 noonehasitems ; No one has items, special dialogue\nNOP\n\nitemstealsetuploop:\nLI S0 2 ; Items to Steal + 1\nLI S7 0 ; Amount of Items stolen so far\nitemstealloop:\nBLTZ S0 itemstealloopexit\nNOP\n\nJAL RivalsHaveItems\nLBU A0 29(S4) ; Player Index\n\nBEQZ V0 itemstealloopexit\nNOP\n\nJAL GetRandomByte ; at V0\nNOP\nLI T0 4 ; Players\nDIVU V0 T0 \nMFHI S3 ; Player to steal from (0-3)\n\nLBU T0 29(S4) ; Current Player Index\nBEQ S3 T0 itemstealloop ; loop if it's the current player\nNOP\n; It picked a rival\nJAL PlayerHasEmptyItemSlot ; 0 if no item\nMOVE A0 S3 ; Player Index\n\nBEQL V0 R0 itemstealloop ; Loop if this player has no items\nNOP \n; The player has at least 1 item\n\nJAL RNGPercentChance ; 1 if Yes\nLI A0 60 ; 60% to steal \n\nBEQL V0 R0 itemstealloop ; Item steal failed, loop\nADDIU S0 S0 -1 ; Subtract 1 from items to steal\n; Item steal successful\n\nJAL GetPlayerStruct\nMOVE A0 S3 ; Chosen Player Index\nMOVE S3 V0 ; Struct to S3\n\nitemslotroll:\nJAL GetRandomByte\nNOP\nLI T0 3 ; 3 Item Slots\nDIVU V0 T0 ; Divide by 3\nMFHI V0 ; Item Slot to take (0-2)\n\nADDIU T3 S3 24 ; Add to get Item Slot #1\nADDU T3 T3 V0 ; Add to get correct Item Slot\nLB T1 0(T3) ; Item Index\n\nBLTZ T1 itemslotroll ; If this slot is empty, roll for another\nNOP\n; There's an Item here\n\nLUI T0 hi(StolenItems_Array)\nADDIU T0 T0 lo(StolenItems_Array)\nADDU T0 T0 S7 ; Add to get correct Array storage spot\nSB T1 0(T0) ; Store Stolen Item in Array\n\nLI T2 0xFF ; No Item\nSB T2 0(T3) ; Delete Item\n\nJAL FixUpPlayerItemSlots\nLBU A0 29(S3) ; Chosen Player Index\n\nJAL RefreshHUD\nLBU A0 29(S3) ; Chosen Player Index\n\nADDIU S7 S7 1 ; Add 1 to stolen Items value\n\nJAL PlaySound\nLI A0 0x1F4 ; Boo sound\n\nJAL SleepProcess\nLI A0 45\n\nJ itemstealloop\nADDIU S0 S0 -1 ; Subtract 1 from items to steal\n\n\nitemstealloopexit:\nBEQZ S7 itemstealsetuploop ; If no Items were stolen, try again\nNOP\n; At least 1 item was stolen\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nLBU T0 76(SP) \nSB T0 24(S4) ; Store Item #1 back\nLBU T0 72(SP)\nSB T0 25(S4) ; Store Item #2 back\nLBU T0 68(SP)\nSB T0 26(S4) ; Store Item #3 back\n\nJAL RefreshHUD\nLBU A0 29(S4) ; Current Player Index\n\nreceiveitemloop:\nADDIU T7 S7 -1 \nBLTZ T7 receiveitemloopexit ; exit once all items are given\nNOP\n\nJAL PlayerHasEmptyItemSlot ; -1 if no space\nLBU A0 29(S4) ; Current Player Index\n\nLUI T0 hi(StolenItems_Array)\nADDIU T0 T0 lo(StolenItems_Array)\nADDIU T7 S7 -1 ; Subtract 1 \nADDU T0 T0 T7 ; Add to get correct array spot\nLBU S6 0(T0) ; Item Index\n\nBLTZ V0 promptsetup ; If -1, they have no space, set up prompt\nNOP\n; They have Space\nADDIU T4 S4 24 ; Item Slot #1\nADDU T4 T4 V0 ; Add to get correct Item Slot\n\nSB S6 0(T4) ; Insert Item\n\nJAL PlaySound\nLI A0 25 ; Got Item Sound Index\n\nJ receiveitemloop\nADDIU S7 S7 -1 ; Subtract 1 from Items remaining\n\n\npromptsetup:\nLBU T1 24(S4) ; Item 1 Value\nLBU T2 25(S4) ; Item 2 Value\nLBU T3 26(S4) ; Item 3 Value\n\nLUI T0 hi(Item_Strings)\nADDIU T0 T0 lo(Item_Strings)\n\nSLL T1 T1 0x0005 ; Multiply by 20 for alignment\nSLL T2 T2 0x0005 ; Multiply by 20 for alignment\nSLL T3 T3 0x0005 ; Multiply by 20 for alignment\nADDU T3 T0 T3\nSLL T4, S6, 0x0005 ; Multiply by 20 for alignment\nADDU T4 T0 T4\n\nLUI A0 hi(APointerWithEnoughSpace)\nADDIU A0 A0 lo(APointerWithEnoughSpace)\nLUI A1 hi(DeleteItem_Prompt)\nADDIU A1 A1 lo(DeleteItem_Prompt)\nADDU A2 T0 T1 ; Add Item Index to Item string pointer\nADDU A3 T0 T2 ; Add Item Index to Item string pointer\nSW T3 16(SP)\nSW T4 20(SP)\nJAL sprintf\nSW R0 24(SP)\n\npromptdisplay:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLUI A1 hi(APointerWithEnoughSpace)\nADDIU A1 A1 lo(APointerWithEnoughSpace)\nLI A2 0\nJAL ShowMessage \nLI A3 0\n\nJAL GetRandomByte ; 0-255 at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; MOD 4\n\nLI A0 2\nJAL GetBasicPromptSelection\nMFHI A1 ; 0 - 3 passed\nMOVE S0 V0 ; S0 now has the chosen option index\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the player's destination based on the choice.\nBEQZ S0 DelItem\nNOP\nLI A0 1\nBEQ S0 A0 DelItem\nNOP\nLI A0 2\nBEQ S0 A0 DelItem\nNOP\nLI A0 3\nBEQL S0 A0 receiveitemloop\nADDIU S7 S7 -1 ; Subtract 1 from remaining items\n\nview_map:\nJAL ViewBoardMap\nNOP\nJ promptdisplay\nNOP\n\nDelItem:\nADDIU T4 S4 24 ; Item Slot #1\nADDU T4 T4 S0 ; Add Choice Index\nSB S6 0(T4) ; Store Item\n\nJAL PlaySound\nLI A0 25 ; Got Item Sound Index\n\nJ receiveitemloop\nADDIU S7 S7 -1 ; Subtract 1 from remaining items\n\nreceiveitemloopexit:\nLBU A0 29(S4) ; Current Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJ exit_2\nNOP\n\n\n\nnoonehasitems:\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7; Character image (Boo)\nLUI A1 hi(KingBooNoItems_Message)\nADDIU A1 A1 lo(KingBooNoItems_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLBU A0 29(S4) ; Current Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n\nJ exit\nNOP\n\n\n\nnomatch:\nJAL PlayMusic\nLI A0 113 ; Game Guy Loser Music\n\nLBU T0 3(S4) ; Character Index\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLBU A0 29(S4) ; Current Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 90 ; Frames\n\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7; Character image (Boo)\nLUI A1 hi(KingBooFailed_Message)\nADDIU A1 A1 lo(KingBooFailed_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nLI S0 2 ; Loop Counter\nbubbleloop:\nBLTZ S0 bubbleloop_exit\nNOP\n\nJAL GetRandomByte\nNOP\n\nSLTI T0 V0 123 ; ON IF it's a valid space index (CHANGE IT SPACE COUNT INCREASES)\nBEQZ T0 bubbleloop ; loop if it's not a valid space\nNOP\n; It's a valid space\nMOVE S2 V0 ; Space Index\n\nJAL GetSpaceData\nMOVE A0 S2 ; Space Index\n\nLBU T0 1(V0) ; Space Type\nLI T1 1 ; Blue Space\nBNE T0 T1 bubbleloop ; Loop if it's not a Blue Space\nNOP\n;It's a Blue Space\nLI T1 TinyBlueSpace\n\nBEQ S2 T1 bubbleloop ; If it's the Tiny Blue Space, loop\nNOP\n\nLUI T0 0x800C\nORI T0 T0 0xD0A6 ; 1st Bubble Space\nADDU T0 T0 S0 ; Add Loop Counter to get correct Address\nSB S2 0(T0) ; Store Bubble Space Index\n\nLI T0 0x800977F4 ; Address to store Space Size\nSLL T5 S0 4 ; Multiply by 16\nADDU T0 T0 T5 ; Add to get correct Address for storage\n\nLW T2 20(V0) ; Width Float\nLW T3 24(V0) ; Height Float\nLW T4 28(V0) ; Depth Float\nSW T2 0(T0) ; Store Original Width Float\nSW T3 4(T0) ; Store Original Height Float\nSW T4 8(T0) ; Store Original Depth Float\n\nJ bubbleloop\nADDIU S0 S0 -1 ; Subtract 1 from loop counter\n\nbubbleloop_exit:\nJAL RedrawSpaces\nNOP\n\nJ exit\nNOP\n\nwhy:\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7; Character image (Boo)\nLUI A1 hi(KingBooWhy_Message)\nADDIU A1 A1 lo(KingBooWhy_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit_2\nNOP\n\nreversed:\nJAL PlaySound\nLI A0 0x1F4 ; Boo sound\n\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7; Character image (Boo)\nLUI A1 hi(KingBooReversed_Message)\nADDIU A1 A1 lo(KingBooReversed_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlaySound\nLI A0 0x1C6 ; Whistle sound\n\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7; Character image (Boo)\nLUI A1 hi(KingBooSecurity_Message)\nADDIU A1 A1 lo(KingBooSecurity_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLBU A0 29(S4) ; Player Index\nLI A1 8 ; Frames\nJAL RotatePlayerModel\nLI A2 SpaceToFace2\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nLBU A0 15(S4) ; Chain Space\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 16(S4) ; Chain Space Index\n\nJAL GetSpaceData\nMOVE A0 V0 ; Ghost Space Index\nMOVE S3 V0 ; Space Data pointer\n\nLI A0 10 ; Boo Model ID\nJAL 0x800D90C8 \nLI A1 0\nSW V0 64(SP) ; Save model pointer\n\nLUI T2 hi(NewModelCoords)\nADDIU T2 T2 lo(NewModelCoords)\nMOVE A1 S3 ; Space data pointer\nADDIU A1 A1 8 ; xpos float\nLW T0 4(A1) ; Z Pos value?\nSW T0 4(T2) ; Store Z Pos on NewModelCoords?\nLW T0 8(A1) ; Y Pos value?\nSW T0 8(T2) ; Store Y Pos Value\nLW T1 0(A1) ; X Pos value\n\nLI T3 0xc1a00000 ; Float value for -20\nMTC1 T3 F0 ; Move Float to F1\nMTC1 T1 F2 ; Move Space X Pos float to F2\nADD.S F0 F0 F2 ; Add the floats for maximum floatiness\nSWC1 F0 0(T2) ;  Store X Pos on NewModelCoords\n\nMOVE A0 V0\nADDIU A0 A0 12 \nJAL 0x80089A20 ; SetModelOnBoard\nMOVE A1 T2 ; NewModelCoords pointer\n\nLW A0 64(SP) ; Model Pointer\nJAL setModelRotation\nLI A1 0x005A ; Rotation (Face Right?)\n\nLBU A0 29(S4) ; Player Index\nLI A1 8 ; Frames\nJAL RotatePlayerModel\nLI A2 SpaceToFace\n\nJAL SleepProcess\nLI A0 8 ; Frames\n\nLBU T0 3(S4) ; Chosen Character Index\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLBU A0 29(S4) ; Player Index\nLI A1 1 ; Frames\nJAL RotatePlayerModel\nLI A2 SpaceToFace2\n\nLBU A0 29(S4) ; Player Index\nLI A1 1 ; Running\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLI A0 12 ; Boo Fade\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16\n\nLBU T0 3(S4) ; Chosen Character Index\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nJAL SleepProcess\nLI A0 15\n\nLBU A0 29(S4) ; Player Index\nLI A1 4 ; Dizzy\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLBU A0 29(S4) ; Player Index\nLI A1 0 ; Destination Space Index\nLI A2 1 ; Next Space Index\nJAL WarpPlayer\nLI A3 1 ; Previous Space Index\n\nJAL 0x800D9B54 ; Removes Security from the board\nLW A0 64(SP) ; Deload model\n\nLI A0 12 ; Boo Fade\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 45\n\nJ exit_2\nNOP\n\n\nexit:\nLBU T0 76(SP) \nSB T0 24(S4) ; Store Item #1 back\nLBU T0 72(SP)\nSB T0 25(S4) ; Store Item #2 back\nLBU T0 68(SP)\nSB T0 26(S4) ; Store Item #3 back\n\nJAL RefreshHUD\nLBU A0 29(S4) ; Current Player Index\n\nexit_2:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n.align 16\nNewModelCoords:\n.word 00000000\n.word 00000000\n.word 00000000\n\n.align 16\nAPointerWithEnoughSpace:\n.fill 0xC1C\n\n.align 16\nSlotsItems_Array:\n.byte 2,13,6,7,0xFF\n\n.align 16\nStolenItems_Array:\n.byte 00,00,00\n\n\n.align 16\nDetectAInput:\nADDIU SP SP -20\nSW RA 16(SP)\n\nLUI T1 hi(p1_controller)\nADDIU T1 T1 lo(p1_controller) ; Load P1's Controller\nLI T0 0x38 ; This is the distance between each player's Controller\nMULT A0 T0 ;  Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Controller Addr\nLBU T0 0(T1) ; Load address value into A1\n\nLUI T1 hi(0x800C9520)\nADDIU T1 T1 lo(0x800C9520) ; Load P1's Button Press Address\nLI A2 0x2 ; This is the distance between each player's Button Address\nMULT A2 T0 ;  Multiply Controller value by 2\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Y Axis\nLBU T0 0(T1) ; Load address value into A1\n\nLI T1 0x80\nBEQ T0 T1 APress\nNOP\n\nNoPress:\nLI V0 0\nJ DetectABInputexit\nNOP\n\nAPress:\nLI V0 1\nJ DetectABInputexit\nNOP\n\nDetectABInputexit:\nLW RA 16(SP)\nJR RA\nADDIU SP SP 20\n\n\n; A0 = Player's Index\n; A1 = Happy/Sad Index\n.align 16\nSetBoardPlayerAnimationWithSound:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\nSW A1 68(SP)\n\nJAL GetPlayerStruct\nNOP\n\nLBU T0 3(V0) ; Character Index\n\nBNEZ A1 sad\nNOP\n\nhappy:\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 5 ; Happy Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ SetBoardAnimationWithSound_exit\nNOP\n\nsad:\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 60 ; Frames\n\nSetBoardAnimationWithSound_exit:\nLW A0 72(SP) ; Player Index\nLI A1 -1 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLW A1 68(SP)\nLW A0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n;A0 = Current Player Index\n.align 16\nRivalsHaveCoins:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\n\nMOVE S1 A0 ; Current Player Index\n\nLI S0 3 ; Start with P4\nRivalsHaveCoinsloop:\nBLTZL S0 RivalsHaveCoins_exit ; exit if all players were checked\nLI V0 0 ; 0 = No other player has Coins\n\nBEQL S0 S1 RivalsHaveCoinsloop ; Do not count the current player\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; It's not the current player\n\nMOVE A0 S0 ; Player Index\nJAL PlayerHasCoins ; 1 if they have coins\nLI A1 1 ; Coins\n\nBEQL V0 R0 RivalsHaveCoinsloop ; loop if they have no coins\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; They have coins, exit\nLI V0 1 ; 1 = At least 1 other player has Coins\n\nRivalsHaveCoins_exit:\nLW S1 68(SP)\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n;A0 = Current Player Index\n.align 16\nRivalsHaveItems:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\n\nMOVE S1 A0 ; Current Player Index\n\nLI S0 3 ; Start with P4\nRivalsHaveItemsloop:\nBLTZL S0 RivalsHaveItems_exit ; exit if all players were checked\nLI V0 0 ; 0 = No other player has Items\n\nBEQL S0 S1 RivalsHaveItemsloop ; Do not count the current player\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; It's not the current player\n\nJAL PlayerHasEmptyItemSlot ; 0 if they have no items\nMOVE A0 S0 ; Player Index\n\nBEQL V0 R0 RivalsHaveItemsloop ; loop if they have no items\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; They have items, exit\nLI V0 1 ; 1 = At least 1 other player has Items\n\nRivalsHaveItems_exit:\nLW S1 68(SP)\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n; A0 = Chosen Player Index\n; A1 = Message ID\n.align 16\nShowCurseMessage:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S3 72(SP)\nSW S1 68(SP)\n\nMOVE S1 A1 ; Index of Curse Message\n\nJAL GetPlayerStruct\nNOP ; A0 is Chosen Player Index\nMOVE S3 V0\n\nLI A0 12 ; Boo Fade\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLUI T0 hi(current_player_index)\nADDIU T0 T0 lo(current_player_index)\nLBU T1 29(S3) ; Chosen Player Index\nSB T1 0(T0) ; Replace current player index\n\nLI A0 12 ; Boo Fade\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL PlaySound\nLI A0 0x1F4 ; Boo sound\n\nLBU T0 3(S3) ; Chosen Character Index\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLBU A0 29(S3) ; Player Index\nLI A1 4 ; Dizzy\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop animation\n\nLUI A1 hi(CursedOnce_Message)\nADDIU A1 A1 lo(CursedOnce_Message)\nBEQZ S1 PlayerScream_messagedisplay ; If 0, they will be cursed for the first time\nNOP\nLI T0 1 \nLUI A1 hi(CursedAdditional_Message)\nADDIU A1 A1 lo(CursedAdditional_Message)\nBEQ S1 T0 PlayerScream_messagedisplay ; If 1, they will be cursed for an additional turn\nNOP\n; They're getting 2 curses at once\nLUI A1 hi(CursedTwice_Message)\nADDIU A1 A1 lo(CursedTwice_Message)\n\nPlayerScream_messagedisplay:\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n\nLW RA 76(SP)\nLW S3 72(SP)\nLW S1 68(SP)\nJR RA\nADDIU SP SP 80\n\n.align 32\nItem_Strings:\n.asciiz \"Mushroom\" ; 00\n.align 0x20\n.asciiz \"Skeleton Key\" ; 01\n.align 0x20\n.asciiz \"Poison Mushroom\" ; 02\n.align 0x20\n.asciiz \"Reverse Mushroom\" ; 03\n.align 0x20\n.asciiz \"Cellular Shopper\" ; 04\n.align 0x20\n.asciiz \"Warp Block\" ; 05\n.align 0x20\n.asciiz \"Plunder Chest\" ; 06\n.align 0x20\n.asciiz \"Bowser Phone\" ; 07\n.align 0x20\n.asciiz \"Dueling Glove\" ; 08\n.align 0x20\n.asciiz \"Lucky Lamp\" ; 09\n.align 0x20\n.asciiz \"Golden Mushroom\" ; 10\n.align 0x20\n.asciiz \"Boo Bell\" ; 11\n.align 0x20\n.asciiz \"Boo Repellant\" ; 12\n.align 0x20\n.asciiz \"Bowser Suit\" ; 13\n.align 0x20\n.asciiz \"Magic Lamp\" ; 14\n.align 0x20\n.asciiz \"Koopa Kard\"\n.align 0x20\n.asciiz \"Barter Box\"\n.align 0x20\n.asciiz \"Lucky Charm\"\n.align 0x20\n.asciiz \"Wacky Watch\"\n\n.align 16\nDeleteItem_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"You can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t carry any more items\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.ascii \"Choose one you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re willing to throw away\"\n.byte 0x85 ; .\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0\n\n\n.align 16\nKingBooWelcome_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AAahh\\x82 welcome\\x82 esteemed guest\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AInterested in my new Stealin\\x5C Slots\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AMatch 3 and win a prize\\x85\\x85\\x85 maybe\\x85\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CHeck yeah\\xC2 I love slots\\xC2\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CActually\\x82 I don\\x5Ct like slots\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CView Map\\x0D\\x00\"\n\n.align 16\nKingBooReversed_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cm not letting someone in your condition\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Atouch my slots\\x85 It might not look it\\x82 but\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cm running a respectable business here\\x85\\xFF\\x00\"\n\n.align 16\nKingBooSecurity_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1ASECURITY\\xC2\\xC2\\xC2\\x00\"\n\n.align 16\nKingBooWhy_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x85\\x85\\x85Then why did you come to a CASINO\\xC2\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AGet out of here before I put some\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Areal fear in that dumb face of yours\\x85\\xFF\\x00\"\n\n.align 16\nKingBooYes_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AExcellent\\xC2 If you have any items\\x82 put\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Athem aside for just a moment\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1APress \\x21 to stop the slots\\x85\\xFF\\x00\"\n\n.align 16\nKingBooBlackout_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWhoops\\xC2 Looks like we had a little\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Ablackout\\x85 I hope there\\x5Cs no\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x03pickpockets\\x08 around here\\x85 Mwa ha ha\\xC2\\xFF\\x00\"\n\n.align 16\nCursedOnce_Message:\n.ascii \"\\x03King Boo\\x5Cs Curse\\x08 will limit your\\x0A\"\n.ascii \"move on your next turn to three\\x0A\"\n.ascii \"spaces or less\\x85\\xFF\\x00\"\n\n.align 16\nCursedAdditional_Message:\n.ascii \"\\x03King Boo\\x5Cs Curse\\x08 will limit your\\x0A\"\n.ascii \"move an additional turn to three\\x0A\"\n.ascii \"spaces or less\\x85\\xFF\\x00\"\n\n.align 16\nCursedTwice_Message:\n.ascii \"\\x03King Boo\\x5Cs Curse\\x08 will limit your\\x0A\"\n.ascii \"move on your next 2 turns to three\\x0A\"\n.ascii \"spaces or less\\x85\\xFF\\x00\"\n\n.align 16\nGotForwardFruit_Message:\n.ascii \"You got a \\x07Forward Fruit\\x08\\xC2\\x0A\"\n.ascii \"You can use it when landing on a\\x0A\"\n.ascii \"space in order to roll again\\xC2\\xFF\\x00\"\n\n.align 16\nGotReverseFruit_Message:\n.ascii \"You got a \\x07Reverse Fruit\\x08\\xC2\\x0A\"\n.ascii \"You can use it when landing on a space\\x0A\"\n.ascii \"in order to roll again in reverse\\xC2\\xFF\\x00\"\n\n.align 16\nGotForwardFruit_Message:\n.ascii \"You got a \\x07Forward Fruit\\x08\\xC2\\x0A\"\n.ascii \"You can use it when landing on a\\x0A\"\n.ascii \"space in order to roll again\\xC2\\xFF\\x00\"\n\n.align 16\nKingBooItemsBack_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AMwa ha ha\\xC2 Pretty great\\x82 huh\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AAnyways\\x82 don\\x5Ct forget to take any junk\\x3D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI mean\\x82 items you left behind\\x85\\xFF\\x00\"\n\n.align 16\nKingBooNoCoins_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWow\\xC2 You really timed that sooo well\\x85\\x85\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AToo bad there\\x5Cs not a soul with coins\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AMwa ha ha\\xC2 Sorry\\x82 no consolation prizes\\xC2\\xFF\\x00\"\n\n.align 16\nKingBooNoItems_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWow\\xC2 You really timed that sooo well\\x85\\x85\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AToo bad there\\x5Cs not a soul with items\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AMwa ha ha\\xC2 Sorry\\x82 no consolation prizes\\xC2\\xFF\\x00\"\n\n.align 16\nKingBooFailed_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AMwa ha ha\\xC2 What a shame\\x82 you won nothing\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ACareful out there\\x82 there\\x5Cs \\x03big\\x08 surprises\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aoutside\\x85 You might need to suit up\\x85\\x85\\x85\\xFF\\x00\"\n\n.align 16\nsetModelRotation:\nADDIU sp, sp, -0x40\nSW ra, 0x0018 (sp)\nSW s0, 0x001C (sp)\nSW s1, 0x0020 (sp)\nSW s2, 0x0024 (sp)\nSW s3, 0x0028 (sp)\nSWC1 f20, 0x0030 (sp)\nSWC1 f22, 0x0034 (sp)\nSWC1 f24, 0x0038 (sp)\nSWC1 f26, 0x003C (sp)\nLUI a2, 0x0000 //always 0\nLUI a3, 0x3F80 //always 1\nADDU s0, a0, r0 //modelPtr to s0\n//\nMTC1 a1, f0\nLI t0, 0x3c8f5c29\nMTC1 t0, f12\nCVT.S.W f0, f0\nMUL.S f0, f0, f12 //convert to radians\nMFC1 s1, f0 //currentAngle to s1\n//\nADDU s2, a2, r0 //move x1 to s2\nADDU s3, a3, r0 //move y1 to s3\n/////////////////////////////////////////\nJAL cosf\nMTC1 s1, f12 //angle to f12\nMOV.S f20, f0 //cosf(currentAngle) on f20\n\nJAL sinf\nMTC1 s1, f12 //angle to f12\nMOV.S f22, f0 //sinf(currentAngle) on f22\n\nMTC1 s2, f24 //x1 on f24\nMTC1 s3, f26 //y1 on f26\n\n//x1 * cosF(currentAngle)\nMUL.S f0, f24, f20\n\n//y1 * sinF(currentAngle)\nMUL.S f2, f26, f22\n\n//x2 =\nSUB.S f0, f0, f2\n\n//x1 * sinF(currentAngle)\nMUL.S f2, f24, f22\n\n//y1 * cosF(currentAngle);\nMUL.S f4, f26, f20\n\n//y2 =\nADD.S f2, f2, f4\n\n//flip x\nNEG.S f0, f0\n\nSWC1 f0, 0x0018 (s0) //store x2\nSWC1 f2, 0x0020 (s0) //store y2\n\nLW ra, 0x0018 (sp)\nLW s0, 0x001C (sp)\nLW s1, 0x0020 (sp)\nLW s2, 0x0024 (sp)\nLW s3, 0x0028 (sp)\nLWC1 f20, 0x0030 (sp)\nLWC1 f22, 0x0034 (sp)\nLWC1 f24, 0x0038 (sp)\nLWC1 f26, 0x003C (sp)\nJR RA\nADDIU sp, sp, 0x40\n\n;A0 = Player Index\n;A1 = Destination Space Index\n;A2 = Next Space Index\n;A3 = Previous Space Index\n.align 16\nWarpPlayer:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\nSW A0 76(SP) ; Player Index\nSW A1 72(SP) ; Destination Space Index\nSW A2 68(SP) ; Next Space Index\nSW A3 64(SP) ; Previous Space Index\n\nJAL GetChainAndSpaceIndexFromAbsSpaceIndex ; Chain at V0 and Chain Space at V1\nLW A0 72(SP) ; Destination Space Index\n\nLW A0 76(SP) ; Player Index\nMOVE A1 V0 ; Chain Index\nJAL SetPlayerOntoChain\nMOVE A2 V0 ; Chain Space Index\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nLW A0 72(SP) ; True Space Index\n\nLW V1 8(V0) ; X pos\nMOVE T0 V1 ; Copy to T0\n\nLW V1 16(V0) ; Y pos\nMOVE T1 V1 ; Copy to T1\n\nLI T2 0x41200000 ; Float value for 10?\nMTC1 T2 F0 ; Move Float to F1?\nMTC1 T1 F2 ; Move Space Y Pos float to F1?\nADD.S F0 F0 F2 ; Add the floats for maximum floatiness\n\nLW V1 0x24(S4) ; Load Offset 24 into V1\nSW T0 12(V1) ; Player's X coords\n\nSWC1 F0 20(V1) ; Player's Y Coords\n\nJAL GetChainAndSpaceIndexFromAbsSpaceIndex ; Chain at V0 and Chain Space at V1\nLW A0 68(SP) ; Next Space Index\n\nLW A0 76(SP) ; Player Index\nMOVE A1 V0 ; Chain Index\nJAL SetNextChainAndSpace\nMOVE A2 V0 ; Chain Space Index\n\nJAL GetChainAndSpaceIndexFromAbsSpaceIndex ; Chain at V0 and Chain Space at V1\nLW A0 64(SP) ; Previous Space Index\n\nLW A0 76(SP) ; Player Index\nMOVE A1 V0 ; Chain Index\nJAL SetPlayerOntoChain\nMOVE A2 V0 ; Chain Space Index\n\n\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n.align 16\nGetChainAndSpaceIndexFromAbsSpaceIndex:\n//takes arg a0, abs_space_index\n//returns chain_index to v0\n//returns space_index to v1\nADDIU sp, sp, -0x40 \nSW ra, 0x0018 (sp)\nSW s0, 0x001C (sp)\nSW s1, 0x0020 (sp)\nSW s2, 0x0024 (sp)\nSW s3, 0x0028 (sp)\nSW s4, 0x002C (sp)\nSW s5, 0x0030 (sp)\nSW s6, 0x0034 (sp)\nORI s3, r0, 0x0000 //init s3 to 0\nADDIU s4, r0, 0xFFFF //init s4 to FFFF, loop1 counter\nLUI s0, 0x8010\nLW s0, 0x5218 (s0) //load ptr to beginning of hydrated chains ptr\nDADDU s1, a0, r0 ;move abs_space_index to s0\nGetChainAndSpaceIndexFromAbsSpaceIndex_Loop:\nADDIU s4, s4, 0x0001 //add 1 to current loop total\nLHU s2, 0x0000 (s0) //load total number of space_indicies in chain\nBEQ s2, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_error\nNOP\nORI t0, r0, 0x0000 //going to be used for loop 2 counter\nLW s3, 0x0004 (s0) //load pointer that points to abs space_indicies for current chain in loop\nGetChainAndSpaceIndexFromAbsSpaceIndex_Loop2:\n//\nLHU t1, 0x0000 (s3) //load abs value from hydrated chain\nBEQ t1, s1, GetChainAndSpaceIndexFromAbsSpaceIndex_isabs\nNOP\nADDIU t0, t0, 0x0001 //add 1 to loop2 counter\nBEQ t0, s2, GetChainAndSpaceIndexFromAbsSpaceIndex_backtoLoop1\nNOP\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_Loop2\nADDIU s3, s3, 0x0002\nGetChainAndSpaceIndexFromAbsSpaceIndex_returnvalues:\n//\nGetChainAndSpaceIndexFromAbsSpaceIndex_exit:\nLW ra, 0x0018 (sp)\nLW s0, 0x001C (sp)\nLW s1, 0x0020 (sp)\nLW s2, 0x0024 (sp)\nLW s3, 0x0028 (sp)\nLW s4, 0x002C (sp)\nLW s5, 0x0030 (sp)\nLW s6, 0x0034 (sp)\nJR RA\nADDIU sp, sp, 0x40\nGetChainAndSpaceIndexFromAbsSpaceIndex_error:\nORI v0, r0, 0xFFFF //error, return FFFF\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_exit\nORI v1, r0, 0xFFFF //error, return FFFF\nGetChainAndSpaceIndexFromAbsSpaceIndex_isabs:\n//s4 holds current chain index\n//t1 holds current space index in chain\nADD v0, s4, r0 //move chain index to v0\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_exit\nADD v1, t0, r0 //move space_index to v1\nGetChainAndSpaceIndexFromAbsSpaceIndex_backtoLoop1:\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_Loop\nADDIU s0, s0, 0x0008 //advance to next hydrated chains ptr"},"Per Frame Hook":{"language":0,"code":"; NAME: Per Frame Hook\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|PipeCamera\n; PARAM: Space|BowSuitCamera\n; PARAM: Space[]|JumpSpaces\n; PARAM: Space|RainbowPipe\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\nLUI T0 hi(HookData)\nADDIU T0 T0 lo(HookData)\nLW T2 0(T0) ; Load HookData operation\nLUI V1 0x8000 ; 0x8000000\nORI V1 V1 0xE7F0 ; 0x8000E7F0, address in main game loop\nSW T2 0(V1) ; Insert rainhook to CustomCode in main game loop\n\n\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n.align 16\nMagicLamp_Array:\n.byte 98,2,8,15,16,17,18,19,20,112,22,23,30,31,32,34,35,36,113,37,39,40,57,58,\n.byte 59,61,62,63,6,65,80,81,79,82,83,89,90,91,94,95,97,98,8,10,11,12,13,75,\n.byte 74,73,72,23,111,28,27,26,110,24,32,41,43,44,46,5,59,66,3,67,68,69,71,\n.byte 106,77,78\n\n.align 16\nHookData:\nJAL PerFrameHook\nNOP\n\n.align 16\nPerFrameHook:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP)\nSW S5 104(SP)\nSW S2 100(SP)\nSW S7 96(SP)\nSW T0 92(SP)\nSW T1 88(SP)\nSW T2 84(SP)\nSW T3 80(SP)\nSW T5 76(SP)\n\nLUI T0 hi(current_scene)\nADDIU T0 T0 lo(current_scene)\nLHU T0 0(T0) ; Scene ID \n\nSLTI T1 T0 0x48 ; ON IF 0x0-0x47\nBNEZ T1 PerFrameHook_exit ; Exit if it's not a board slot ID\nNOP\nSLTI T1 T0 0x4E ; ON IF 0x48-0x4D (The 6 Board slot IDs)\nBEQZ T1 PerFrameHook_exit ; Exit if it's not a board slot ID\nNOP\n; This is a board slot ID, check pointer\nLUI T0 0x800D ; 0x800D0000\nLW T0 0xC3DC(T0) ; Load value from 0x800CC3DC\nBEQZ T0 PerFrameHook_exit ; If 0x800CC3DC == NULL (not in board play), skip\nNOP\n; There's a pointer, run code\n\n;LUI T0 hi(SDPerFrameHook_Pointer)\n;ADDIU T0 T0 lo(SDPerFrameHook_Pointer)\n;LW T2 0(T0) ; Load HookData operation\n;LUI V1 0x8000 ; 0x8000000\n;ORI V1 V1 0xE7F0 ; 0x8000E7F0, address in main game loop\n;SW T2 0(V1) ; Insert rainhook to CustomCode in main game loop\n\nLI T0 0x800FD2A8 ; Function that checks if there's 2 players on the same space\nLUI T1 hi(JumpAnimationHook)\nADDIU T1 T1 lo(JumpAnimationHook)\nLW T2 0(T1) ; New Instruction\nSW T2 0(T0) ; Replace old instruction\n\nLUI T0 hi(BowSuitHook)\nADDIU T0 T0 lo(BowSuitHook)\nLW T2 0(T0) ; Load HookData operation\n;LW T3 4(T0) ; Load NOP\nLUI V1 0x800F ; 0x8000000\nORI V1 V1 0xD598 ; 0x8000E7F0, address per space walked\nSW T2 0(V1) ; Insert Bowsuithook \n;SW T3 4(V1) ; Insert NOP Below\n\nJAL SDPerFrameHook ; Set Star Duel Hooks\nNOP\n\nLI S1 0x800CD096 ; Orange Ghost Space Index Address\nLI S5 0x800977C4 ; Address to store model pointers\nLI S0 0 ; Loop Counter\nPerFrameHook_loop:\nLI T0 4 ; All Ghosts Checked\nBEQ S0 T0 PerFrameHook_loopexit ; exit once all Ghosts are checked\nNOP\n\nADDU T0 S1 S0 ; Current Ghost Space Index Address in loop\nLBU T1 0(T0) ; Current Ghost Space Index\nBEQZ T1 PerFrameHook_loopexit ; If 0, this Ghost hasn't spawned\nNOP\n; The Ghost is on the board, check if it has changed locations\nLI T0 0x800977E4 ; Previous Ghost Space Index Address\nADDU T0 T0 S0 ; Add to get correct Ghost spot in Array\nLBU T2 0(T0) ; Previous Ghost Space in Array\n\nBEQL T1 T2 PerFrameHook_loop\nADDIU S0 S0 1 ; Add 1 to check next Ghost\n; The Ghost's Space Index changed, reposition\nMOVE S2 T1 ; Current Ghost Space Index\nSB S2 0(T0) ; Update \"Previous\" Space in Array\n\nADDIU T5 S5 16 ; Add 16 to get Space Type that was replaced\nADDU T5 T5 S0 ; Add to get correct Space Type Address\n\nMOVE A0 T2 ; Space Index\nJAL SetSpaceType ; Set Previous Ghost Space back to normal\nLBU A1 0(T5) ; Space Type\n\nJAL GetSpaceData ; at V0\nMOVE A0 S2 ; Space Index\n\nLBU T0 1(V0) ; Current Space Type\nADDIU T5 S5 16 ; Add 16 to get Space Type that was will be replaced\nADDU T5 T5 S0 ; Add to get correct Space Type Address\nSB T0 0(T5) ; Store new Space Type\n\nLUI T0 hi(GhostSpaceTypes_Array)\nADDIU T0 T0 lo(GhostSpaceTypes_Array)\nADDU T0 T0 S0 ; Add to get correct Array spot\n\nMOVE A0 S2 ; Space Index\nJAL SetSpaceType\nLBU A1 0(T0) ; Space Type to replace with \n\nJAL RedrawSpaces ; Refresh Space Types on the board\nNOP\n; Move Model\nMOVE A0 S2 ; Space Index\nJAL CheckPlayerLocations\nLI A1 3 ; Search all players\nMOVE S7 V0 \n\nBLTZ S7 checkghostlocation ; If -1, no player was found, check if there's a Ghost instead \nNOP\n; A player was found, no need to check ghost location\nJ spacedatajump\nNOP\n\ncheckghostlocation:\nMOVE A0 S2 ; Space Index\nJAL GhostIsInSpace\nMOVE A1 S0 ; Ghost Index\nADDIU V0 V0 -1 ; Subtract 1 to make it -1 & 0\nMOVE S7 V0\n\nspacedatajump:\nJAL GetSpaceData ; at V0\nMOVE A0 S2 ; Space Index\n\nLI T0 4 \nMULT S0 T0\nMFLO T0 ; Ghost Index * 4 to get number to add to pointer\nNOP\nNOP\nADDU T5 S5 T0 ; Pointer to Ghost Model\nLW T2 0(T5) ; Pointer to Ghost Model Data\n\nMOVE A1 V0 ; Space data pointer\nADDIU A1 A1 8 ; X pos float\nLW T0 0(A1) ; X Pos value\nSW T0 12(T2) ; Store X Pos on NewModelCoords\nLW T0 4(A1) ; Z Pos value?\nSW T0 16(T2) ; Store Z Pos on NewModelCoords\nLW T1 8(A1) ; Y Pos value?\n\nBLTZL S7 PerFrameHook_Jump ; If there's no player on this space, store normally\nSW T1 20(T2) ; Store vanilla Y Pos Coords \n; There's a player here, adjust model slightly upward\n\nLI T3 0xc1700000 ; Float value for -15\nMTC1 T3 F0 ; Move Float to F1?\nMTC1 T1 F2 ; Move Space Y Pos float to F2\nADD.S F0 F0 F2 ; Add the floats for maximum floatiness\nSWC1 F0 20(T2) ;  Store Y Pos on NewModelCoords\n\n\nPerFrameHook_Jump:\nJ PerFrameHook_loop\nADDIU S0 S0 1 ; Add 1 to get next Ghost Index\n\nPerFrameHook_loopexit:\nLI S0 1 ; Loop Counter for Magic Lamp Fix\nLUI S1 hi(MagicLamp_Array)\nADDIU S1 S1 lo(MagicLamp_Array)\nmagiclamploop:\nLI T0 0x800CD096 ; Clyde's Space Index Address\nLBU T3 0(T0) ; Clyde Space Index\nADDU T1 S1 S0 ; Add to get correct Array spot\nLBU T2 0(T1) ; Space Index in Array\n\nBNEL T2 T3 magiclamploop ; The Ghost isn't on this space, loop\nADDIU S0 S0 1 ; Add 1 to search next Array spot\n; The Ghost is on this Space, store as Magic Lamp destination\nADDIU S0 S0 -1 ; Subtract 1 to get the Space behind Clyde\nADDU T1 S1 S0 ; Add to get correct spot in Array\nLBU T3 0(T1) ; Space Index behind Clyde, where Magic Lamp will warp\n\nLI T0 0x80102C5C ; Magic Lamp Pointer \nLW T1 0(T0) ; Magic Lamp Function Location\nLI T2 0x021A ; Amount to add to get Upper 4 of Magic Lamp's Space Index Address\nADDU T1 T1 T2 \nLH T0 0(T1) ; Load upper 4 of Magic Lamp Space Index Address (0x8011 presumably)\nSLL T0 T0 16 ; Shift by 16 to the Left (T0 = 0x80110000?)\nLH T2 8(T1) ; Load lower 4 of Magic Lamp Space Index Address (0x7D68 in this case)\nOR T1 T0 T2 ; Add to get address where game reads Magic Lamp's Destination Space Index\n\nSH T3 0(T1) ; Store Space to warp to\n\n; Forward Fruit Space Restore\nLI T0 0x800977DC ; Forward Fruit Space Index Address\nLBU S1 0(T0) ; Space Index\n\nBEQZ T1 PerFrameHook_exit ; There's no Space Index, exit\nNOP\n; There's a Space index stored here\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\n\nLBU A0 15(V0) \nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 16(V0) \n\nBEQ V0 S1 PerFrameHook_exit ; The Player is still on this space, do not fix yet\nNOP\n; The player left this space, fix it\n\nLBU A0 0(T0) ; Space Type\nJAL SetSpaceType\nLBU A1 1(T0) ; Space Index \n\nLI T0 0x800977DC ; Forward Fruit Space Index Address\nSB R0 0(T0)\nSB R0 1(T0) ; Delete Space Type\n\nJAL RedrawSpaces\nNOP\n\nPerFrameHook_exit:\nLW RA 116(SP)\nLW S0 112(SP)\nLW S1 108(SP)\nLW S5 104(SP)\nLW S2 100(SP)\nLW S7 96(SP)\nLW T0 92(SP)\nLW T1 88(SP)\nLW T2 84(SP)\nLW T3 80(SP)\nLW T5 76(SP)\nJ 0x8000E7C0 ; Resume main game loop\n;JR RA\nADDIU SP SP 120\n\n\n\n.align 16\nGhostSpaceTypes_Array:\n.byte 14,2,2,2\n\n.align 16\nGhostModelIDs:\n.byte 9,75,44,13\n\n.align 16\nNewModelCoords:\n.word 00000000\n.word 00000000\n.word 00000000\n\n; A0 - Space Index\n; A1 - Player Index to start with\n.align 16\nCheckPlayerLocations:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP)\nSW S0 68(SP)\n\nMOVE S0 A0 ; Space Index\nMOVE S1 A1 ; Player Index to search\n\nCheckPlayerLocationsloop:\nBLTZ S1 CheckPlayerLocations_exit\nLI V0 -1 ; No Player Found\n\nJAL GetPlayerStruct\nMOVE A0 S1 ; Player Index\n\nLBU A0 15(V0) ; Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; True Index at V0\nLBU A1 16(V0) ; Chain Space Index\n\nBEQL V0 S0 CheckPlayerLocations_exit ; exit with player index \nMOVE V0 S1 ; Player Index\n; That player is not on that space\nJ CheckPlayerLocationsloop\nADDIU S1 S1 -1 ; Subtract to search next player\n\nCheckPlayerLocations_exit:\nLW S0 68(SP)\nLW S1 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n;============================================================================================\n\n.align 16\nBowSuitHook:\nJAL GhostEncounter\n\n.align 16\nGhostEncounter:\nADDIU SP SP -160\nSW RA 156(SP)\nSW S0 152(SP)\nSW S1 148(SP) \nSW S2 144(SP)\nSW S3 140(SP)\nSW S4 136(SP) \nSW S5 132(SP) \nSW S6 128(SP)\nSW S7 124(SP)\nSW FP 120(SP)\n\n\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S4 V0 \n\nLBU T0 27(S4) ; Bowser Suit Flag Value\nSW T0 112(SP) ; Store Bowsuit Flag Value to restore at the end\n\nLBU A0 29(S4) ; Current Player\nLI A1 -1 ; Idle\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLI S2 0x800CD096\nLI S0 3 ; Loop Counter\nghostlocationloop:\nBLTZ S0 bubblecheck ; There's no Ghost on this Space, check bubbles\nNOP\n\nLBU A0 15(S4) ; Current Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; True Index at V0\nLBU A1 16(S4) ; Current Chain Space Index\n\nADDU T2 S2 S0 ; Add Loop Counter to get correct Ghost address\nLBU T0 0(T2) ; Ghost Space Index\n\nBNEL T0 V0 ghostlocationloop ; loop if there's no Ghost here\nADDIU S0 S0 -1 ; Subtract 1 to search next Ghost\n; There is a Ghost on this Space, check for Bowser Suit\nLUI T0 0x800C\nORI T0 T0 0xDBC8 ; Kill Music Flag?\nLI T1 1 \nSH T1 0(T0) ; Store Flag\n\nSW S0 116(SP) ; Store Ghost Index for future reference\n\nLBU T0 27(S4) ; Bowser Suit Flag\nBNEZ T0 munch ; If 1, they have a Suit, prepare bonus point\nNOP\n; They are not wearing a Bowser Suit, determine which ghost\nLI T0 0x800977C4 ; Address to store model pointers\nSLL T1 S0 2 ; Multiply by 4\nADDU T0 T0 T1 ; Add to get correct Ghost Pointer Address\nLW T2 0(T0) ; Ghost Model Pointer\nLW T3 20(T2) ; Y pos\nMTC1 T3 F0\nLI T5 0xc1700000 ; -15\nMTC1 T5 F2 \nADD.S F0 F0 F2 ; Subtract -15 \nSWC1 F0 20(T2) ; Store Y pos back\n\nLUI T0 hi(GhostMusicIDs)\nADDIU T0 T0 lo(GhostMusicIDs)\nADDU T0 T0 S0 ; Add to get correct Array spot\n\nJAL PlayMusic\nLBU A0 0(T0) ; Ghost Music \n\nBEQZ S0 clyde ; If 0, it's orange ghost\nNOP \nLI T0 1 \nBEQ S0 T0 pinky ; If 1, it's pink ghost\nNOP\nLI T0 2\nBEQ S0 T0 blinky ; If 2, it's red ghost\nNOP\n; It's Inky, so 3\nJAL PlaySound\nLI A0 0x443 ; Baddie Ghost sfx\n\nLUI A1 hi(BlueGhost_Message)\nJAL ShowMessage_Function\nADDIU A1 A1 lo(BlueGhost_Message)\n\nJAL PlayMusic\nLI A0 0x6B ; Game Over \n\nLBU T0 14(S4) ; Stars \n\nBEQZ T0 blueghosttakecoins ; They've no Stars, take 20 coins\nNOP\n\nADDIU T0 T0 -1 ; Subtract 1 Star\nSB T0 14(S4) ; Insert new Star amount\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index\n\nJ blueghostanimateplayer\nNOP\n\nblueghosttakecoins:\nLBU A0 29(S4) \nJAL PlayerHasCoins ; 0 if not enough\nLI A1 20 \n\nBNEZL V0 blueghosttakecoins2\nLI FP 20 ; Take 20 Coins\n; They don't have 20, take all their coins\nLHU T0 10(S4) ; Coins\nMOVE FP T0 ; All Player's Coins\n\nblueghosttakecoins2:\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 FP ; Coins\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nSUBU A1 R0 FP ; Coins\n\nblueghostanimateplayer:\nLBU T0 3(S4) ; Character Index\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLBU A0 29(S4) ; Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 90\n\nJ warpghost\nNOP\n\n\nclyde:\nJAL PlaySound\nLI A0 0x4C1 ; Orange Ghost sfx\n\norangeghostpromptsetup:\nLUI T0 hi(ClydePricing_Array)\nADDIU T0 T0 lo(ClydePricing_Array) ; Pointer it needs \n\nLBU A0 29(S4) ; Current Player Index\nJAL PlayerHasCoins\nLBU A1 0(T0) ; Coins\n\nBNEZ V0 orangeghostpromptsetup\nNOP\n; The player can't get any of the options, load message instead of prompt\nLBU T0 3(S4) ; Character Index\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(OrangeGhost_Message)\nADDIU A1 A1 lo(OrangeGhost_Message)\nADDIU A2 T0 0x1C00 ; Index for MARIO\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nLI A1 5 ; Coins\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nLI A1 5 ; Coins\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ retmusictonormal\nNOP\n\norangeghostpromptsetup:\nJAL GetColorFormatter\nLBU A0 29(S4) ; Player Index\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space)\nLUI A1 hi(OrangeGhost_Prompt)\nADDIU A1 A1 lo(OrangeGhost_Prompt)\nMOVE A2 V0 ; Option 1 Color\nJAL sprintf\nMOVE A3 V1 ; Option 2 Color\n\nLBU T0 3(S4) ; Character Index\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nADDIU A2 T0 0x1C00 ; Index for MARIO\nJAL ShowMessage\nLI A3 0\n\nJAL DisableOptions\nNOP\n\nJAL PlayerIsCPU ; 1 if CPU\nLI A0 -1 ; Current player\n\nBEQZ V0 ogignoreaichoice\nNOP\n\nJAL AIChoiceClyde\nNOP\n\nogignoreaichoice:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0\nMOVE FP V0 ; S0 now has the chosen option index\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSLTI T0 FP 2 ; ON IF 0-1 \nBNEZ T0 buystar\nNOP\nLI T0 2 ; Decline\nBEQ FP T0 declinestar\nNOP\n; It's 3\nJAL ViewBoardMap\nNOP\nJ orangeghostpromptsetup\nNOP\n\ndeclinestar:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(OrangeGhostDecline_Message)\nADDIU A1 A1 lo(OrangeGhostDecline_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ retmusictonormal\nNOP\n\n\n\nbuystar:\nSW FP 72(SP) ; Store Option Selected Index\nLUI T0 hi(ClydePricing_Array)\nADDIU T0 T0 lo(ClydePricing_Array) ; Pointer it needs \nADDU T0 T0 FP ; Add option index to get correct price in array\nLBU FP 0(T0) ; Price\nSUBU FP R0 FP ; Turn value negative\n\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 FP ; Coins to pay up\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nMOVE A1 FP ; Coins to pay up\n\nJAL SleepProcess\nLI A0 30 ; Frame\n\nJAL GetChainAndSpaceIndexFromAbsSpaceIndex\nLBU A0 0(S2) ; Ghost Space Index\n\nMOVE A0 V0 ; Chain Index \nJAL GetAbsSpaceIndexFromChainSpaceIndex ; True Index at V0\nMOVE A1 V1 ; Chain Space Index\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nLUI T3 hi(Coords)\nADDIU T3 T3 lo(Coords) ; Pointer it needs \n\nLW T0 8(V0) ; Load X pos of the space\nLW T2 12(V0) ; Load Y pos of the Space\nLW T1 16(V0) ; Load Z pos of the Space\n\nSW T0 0xC(T3) ; Store to 4th Word\nSW T2 0x10(T3) ; Store to 5th Word\nSW T1 0x14(T3) ; Store to 6th Word\n\nJAL 0x80106A9C ; Give Star Function\nADD A0 R0 T3\n\nJAL SleepProcess\nLI A0 70\n\nJAL PlayMusic\nLI A0 57 ; Prologue 1 Music\n\nLW T0 72(SP)\nBEQZ T0 warpghost ; If 0, they bought 1 Star, Subtract 1 to see another player\nNOP\n; They bought 2 Stars, give another\n\nLUI T3 hi(Coords)\nADDIU T3 T3 lo(Coords) ; Pointer it needs \n\nJAL 0x80106A9C ; Give Star Function\nADD A0 R0 T3\n\nJAL SleepProcess\nLI A0 70\n\nJAL PlayMusic\nLI A0 57 ; Prologue 1 Music\n\nJ warpghost\nNOP\n\n\npinky:\nJAL PlaySound\nLI A0 0x443 ; Baddie Ghost sfx\n\nLHU T0 10(S4) ; Coins\nBEQZ T0 pinkghostnocoinsmessage\nNOP\n\nLUI A1 hi(PinkGhost_Message)\nJAL ShowMessage_Function\nADDIU A1 A1 lo(PinkGhost_Message)\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins ; 0 if not enough\nLI A1 15 ; Coins\n\nBNEZL V0 pinkghosttakecoins\nLI FP 15 ; Take 15 Coins\n; They don't have 20, take all their coins\nLHU T0 10(S4) ; Coins\nMOVE FP T0 ; All Player's Coins\n\npinkghosttakecoins:\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 FP ; Coins\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nSUBU A1 R0 FP ; Coins\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJ warpghost\nNOP\n\npinkghostnocoinsmessage:\nLUI A1 hi(PinkGhostNoCoins_Message)\nJAL ShowMessage_Function\nADDIU A1 A1 lo(PinkGhostNoCoins_Message)\n\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nLI A1 15\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nLI A1 15\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nLUI A1 hi(PinkGhostSteal_Message)\nJAL ShowMessage_Function\nADDIU A1 A1 lo(PinkGhostSteal_Message)\n\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nLI A1 -14\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nLI A1 -14\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJ warpghost\nNOP\n\n\n\nblinky:\nJAL PlaySound\nLI A0 0x443 ; Baddie Ghost sfx\n\nJAL PlayerHasEmptyItemSlot ; -1 if no items\nLBU A0 29(S4) ; Caught Player's Index\n\nBEQZ V0 redghostnoitemsmessage\nNOP\n; They have at least 1 item\n\nLUI A1 hi(RedGhost_Message)\nJAL ShowMessage_Function\nADDIU A1 A1 lo(RedGhost_Message)\n\nJAL GetPlayerStruct\nLBU A0 29(S4) ; Caught Player's Index\n\nLI T0 0xFF\nSB T0 24(V0) ; Delete Item #1\nSB T0 25(V0) ; Delete Item #2\nSB T0 26(V0) ; Delete Item #3\n\nJAL RefreshHUD\nLBU T0 29(V0) ; Caught Player's Index\n\n\nJAL PlaySound\nLI A0 0x126\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJ warpghost\nNOP\n\nredghostnoitemsmessage:\nLUI A1 hi(RedGhostNoItems_Message)\nJAL ShowMessage_Function\nADDIU A1 A1 lo(RedGhostNoItems_Message)\n\nJ warpghost\nNOP\n\n\nmunch:\nJAL PlaySound\nLI A0 0x352 ; Munching Ghost sfx?\n\nJAL PlaySound\nLI A0 0xA ; Fanfare sfx\n\nLW S2 116(SP) ; Ghost Index\n\nLI T0 0x800977C4 ; Address of stored model pointers\nSLL A0 S2 2 ; Multiply by 4\nADDU S6 T0 A0 ; Ghost Model pointer address\nLW S6 0(S6) ; Ghost Model Data\n\nSW R0 36(S6) ; Width\nSW R0 40(S6) ; Height\nSW R0 44(S6) ; Depth\n\nLUI T0 0x800C\nORI T0 T0 0xD0A2 ; Muncher Bonus Star Count\nLBU T1 29(S4) ; Current Player Index\nADDU T0 T0 T1 ; Add Player Index to get correct Address\nLBU T2 0(T0) ; Muncher Bonus Star Count\nADDIU T2 T2 1 ; Add 1 to Bonus Star\nSB T2 0(T0) ; Store new Muncher Bonus Count\n\nLUI A0 hi(Boocoin_string_loc)\nADDIU A0 A0 lo(Boocoin_string_loc) ; Parse Destination\nLUI A1 hi(Boopercent_d)\nADDIU A1 A1 lo(Boopercent_d) ; String Format\nMOVE A2 T2 ; Muncher Bonus Count\nJAL sprintf ; Creates String from Price\nLI A3 0 ; Terminator\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (None)\nLUI A1 hi(MuncherBonus_Message)\nADDIU A1 A1 lo(MuncherBonus_Message)\nLUI A2 hi(Boocoin_string_loc)\nADDIU A2 A2 lo(Boocoin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nSW A0 108(SP) ; Window ID\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLW A0 108(SP) ; Window ID \n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJ sizedecreaseloop_exit\nNOP\n\n\n\nwarpghost:\nLW S2 116(SP) ; Ghost Index\n\nLI T0 0x800977C4 ; Address of stored model pointers\nSLL A0 S2 2 ; Multiply by 4\nADDU S6 T0 A0 ; Ghost Model pointer address\nLW S6 0(S6) ; Ghost Model Data\n\nJAL PlaySound\nLI A0 0x125 ; Beeg sfx\n\nLI S0 24 ; Loop Counter\nsizeincreaseloop:\nBLTZ S0 sizeincreaseloop_exit\nNOP\n\nLW S7 36(S6) ; Width float\nMTC1 S7 F0\nLI T0 0x3d23d70a ; 0.04\nMTC1 T0 F2\nADD.S F0 F0 F2 ; Add to size multiplier\nSWC1 F0 36(S6) ; Store new size Multiplier\n\nLW S7 40(S6) ; Size Multiplier?\nMTC1 S7 F0\nLI T0 0x3d23d70a ; 0.04\nMTC1 T0 F2\nADD.S F0 F0 F2 ; Add to size multiplier\nSWC1 F0 40(S6) ; Store new size Multiplier\n\nLW S7 44(S6) ; Size Multiplier?\nMTC1 S7 F0\nLI T0 0x3d23d70a ; 0.04\nMTC1 T0 F2\nADD.S F0 F0 F2 ; Add to size multiplier\nSWC1 F0 44(S6) ; Store new size Multiplier\n\nJAL SleepVProcess ; Sleep 1 Frame\nNOP\n\nJ sizeincreaseloop\nADDIU S0 S0 -1 ; Subtract 1 from Loop Counter\n\nsizeincreaseloop_exit:\nLI A0 0\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL PlaySound\nLI A0 0x126 ; Smol sfx\n\nLI S0 9 ; Loop Counter\nsizedecreaseloop:\nBLTZ S0 sizedecreaseloop_exit\nNOP\n\nLW S7 36(S6) ; Width float\nMTC1 S7 F0\nLI T0 0xbe4ccccd ; -0.2\nMTC1 T0 F2\nADD.S F0 F0 F2 ; Add to size multiplier\nSWC1 F0 36(S6) ; Store new size Multiplier\n\nLW S7 40(S6) ; Size Multiplier?\nMTC1 S7 F0\nLI T0 0xbe4ccccd ; -0.2\nMTC1 T0 F2\nADD.S F0 F0 F2 ; Add to size multiplier\nSWC1 F0 40(S6) ; Store new size Multiplier\n\nLW S7 44(S6) ; Size Multiplier?\nMTC1 S7 F0\nLI T0 0xbe4ccccd ; -0.2\nMTC1 T0 F2\nADD.S F0 F0 F2 ; Add to size multiplier\nSWC1 F0 44(S6) ; Store new size Multiplier\n\nJAL SleepVProcess\nNOP\n\nJ sizedecreaseloop\nADDIU S0 S0 -1 ; Subtract 1 from Loop Counter\n\nsizedecreaseloop_exit:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLI S0 0 ; Loop counter\nfindghostloop:\nLUI S1 hi(GhostWarp_Array0)\nADDIU S1 S1 lo(GhostWarp_Array0)\nSLL T0 S0 5 ; Multiply by 32\nADDU S5 S1 T0 ; Add to get True Array Pointer\n\nLI S7 0 ; Array Loop Counter\nfindghostarray:\nADDU T0 S5 S7 ; Add to get correct Array spot\nLBU T1 0(T0) ; Array Space Index\n\nBEQL T1 R0 findghostloop ; If 0, this is the end of the array\nADDIU S0 S0 1 ; Add 1 to find next Array\n; Space Index was found, check if Ghost is there\n\nLI T0 0x800CD096 ; Orange Ghost Space Index Address\nADDU T2 T0 S2 ; Add Ghost Index to find correct address\nLBU T2 0(T2) ; Ghost Space Index\n\nBNEL T1 T2 findghostarray ; If not equal, search next array spot\nADDIU S7 S7 1 ; Add 1 to get next Array spot\n; This is Ghost's Space, S0 is the Array Index\n\nLUI T0 hi(GhostWarpIndex_Array)\nADDIU T0 T0 lo(GhostWarpIndex_Array)\nADDU T0 T0 S0 ; Add to get correct Array spot\nLBU T1 0(T0) ; Index of Array to use for destination\n\nSLL T2 T1 5 ; Multiply by 32\nADDU S1 S1 T2 ; Add to get correct Array to use for Destination\n\n\n\n\nBEQL T1 R0 determinedestination\nLI S3 16 ; ARRAY LENGTH\nLI T5 1\nBEQL T1 T5 determinedestination\nLI S3 16 ; ARRAY LENGTH\nLI T5 2\nBEQL T1 T5 determinedestination\nLI S3 22 ; ARRAY LENGTH\n; It's 3, use last array's length\nLI S3 15 ; ARRAY LENGTH\n\ndeterminedestination:\nJAL GetRandomByte\nNOP\nDIVU V0 S3 ; Divide by Array length to get Array spot\nMFHI V0\n\nADDU T1 S1 V0 ; Add to get correct spot in Destination Array\n\nLBU A0 0(T1) ; Space Index\nJAL GhostIsInSpace\nMOVE A1 S2 ; Ghost Index\n\nBNEZ V0 determinedestination ; If 1, there's another Ghost here, reroll\nNOP\n; There's no other Ghost here, continue\nMOVE S1 T1 ; Copy Array Spot to S1\n\nJAL SetCameraType\nLI A0 0 ; Free Roam Camera\n\nJAL cameramain\nLBU A0 0(S1) ; Space Index\n\nLI T0 0x800CD096 \nLW T1 116(SP) ; Ghost Index\nADDU T0 T0 T1 ; Add to get correct Ghost Space Index Address\nLBU T2 0(S1) ; Destination Space Index\nSB T2 0(T0) ; Store new Ghost Space Index\n\nLI A0 0\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJAL PlaySound\nLI A0 0x125 ; Beeg sfx\n\nLI S0 19 ; Loop Counter\nsizeincreaseloop2:\nBLTZ S0 sizeincreaseloop_exit2\nNOP\n\nLW S7 36(S6) ; Width float\nMTC1 S7 F0\nLI T0 0x3d4ccccd ; 0.05\nMTC1 T0 F2\nADD.S F0 F0 F2 ; Add to size multiplier\nSWC1 F0 36(S6) ; Store new size Multiplier\n\nLW S7 40(S6) ; Size Multiplier?\nMTC1 S7 F0\nLI T0 0x3d4ccccd ; 0.05\nMTC1 T0 F2\nADD.S F0 F0 F2 ; Add to size multiplier\nSWC1 F0 40(S6) ; Store new size Multiplier\n\nLW S7 44(S6) ; Size Multiplier?\nMTC1 S7 F0\nLI T0 0x3d4ccccd ; 0.05\nMTC1 T0 F2\nADD.S F0 F0 F2 ; Add to size multiplier\nSWC1 F0 44(S6) ; Store new size Multiplier\n\nJAL SleepVProcess ; Sleep 1 Frame\nNOP\n\nJ sizeincreaseloop2\nADDIU S0 S0 -1 ; Subtract 1 from Loop Counter\n\nsizeincreaseloop_exit2:\nLI A0 0\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL SetCameraType\nLI A0 1 ; Follow Player Camera\n\nLI A0 0\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nretmusictonormal:\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 ; Return Music to normal\n\nJ exit\nNOP\n\nbubblecheck:\nLUI T0 0x800C\nORI T0 T0 0xD0A6; Bubbles Address\n\nLI S0 2 ; Loop Counter\nbubblecheckloop:\nBLTZ S0 exit ; Exit once all Bubble Addresses are checked\nNOP\n\nADDU T1 T0 S0 ; Add Loop Counter to get correct Bubble Address\nLBU T2 0(T1) ; Bubble Space Index\n\nBNEL V0 T2 bubblecheckloop ; There's no Bubble here\nADDIU S0 S0 -1 ; Subtract 1 to get next Bubble Address\n; There is a Bubble in this space, check suit\nLW T0 112(SP) ; Bowser Suit Flag value\nBNEZL T0 bubblecoins ; If on, gain 15 coins\nLI S1 15 ; Coins to give \n; They're not in a Bowser Suit, take 15 coins\n\nLI S1 -15 ; Coins to take\nbubblecoins:\nSB R0 0(T1) ; Delete Bubble \n\nJAL GetSpaceData ; at V0\nMOVE A0 T2 ; Bubble Space Index \n\nLI T0 0x800977F4 ; Space Size Storage Address\nSLL T1 S0 4 ; Multiply by 16\nADDU T0 T0 T1 ; Add to get correct Space Storage Address\n\nLW T2 0(T0) ; Horizontal Size Float\nLW T3 4(T0)\nLW T4 8(T0) ; Vertical Size Float\n\nSW T2 20(V0) ; Update Horizontal Float\nSW T3 24(V0)\nSW T4 28(V0) ; Update Vertical Size\n\nJAL RedrawSpaces\nNOP\n\nLBU A0 29(S4) ; Current Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S1 ; Coins\n\nLBU A0 29(S4) ; Current Player Index\nJAL ShowPlayerCoinChange\nMOVE A1 S1 ; Coins\n\nLW T0 112(SP) ; Bowser Suit Flag Value\nBEQZ T0 bubblescream ; No suit, they scream\nNOP\n; They have the Suit, joy\n\nLBU T0 3(S4) ; Character Index\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index + Current Character Index\n\nLBU A0 29(S4) ; Current Player Index\nLI A1 5 ; Joy\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Loop\n\nJ wait\nNOP\n\nbubblescream:\nLBU T0 3(S4) ; Character Index\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLBU A0 29(S4) ; Current Player Index\nLI A1 4 ; Dizzy\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nwait:\nJAL SleepProcess\nLI A0 30 ; Frames\n\n\n\nexit:\nJAL 0x800E455C ; Check Bowser Suit Func\nNOP\n\nLI T0 0x800D41C0 ; Spaces Remaining\nLW T1 0(T0) ; Spaces Remaining Value\n\nBNEZ T1 exit_real ; If it's not 0, exit\nNOP\n; It's 0, check for Fruit use\n\n\n\nexit_real:\nLW RA 156(SP)\nLW S0 152(SP)\nLW S1 148(SP) \nLW S2 144(SP)\nLW S3 140(SP)\nLW S4 136(SP) \nLW S5 132(SP) \nLW S6 128(SP)\nLW S7 124(SP)\nLW FP 120(SP)\nJR RA\nADDIU SP SP 160\n\n\n; A0 - Active Space Index\n; A1 - Ghost Index\n.align 16\nGhostIsInSpace:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\n\n\nLI T3 0x800CD096 ; Orange Ghost Space Index\nLI S0 3 ; Start with Blue Ghost\nGhostIsInSpaceloop:\nBLTZ S0 GhostIsInSpaceloopexit ; No other Ghost is on this space, count it \nNOP\nBEQL S0 A1 GhostIsInSpaceloop ; loop if this is the active Ghost\nADDIU S0 S0 -1 ; Subtract 1 to check next Ghost\n\nADDU T2 T3 S0  ; Add Loop Counter to get correct Ghost Space Index address\nLBU T0 0(T2) ; Other Ghost's Space Index\n\nBEQL T0 A0 GhostIsInSpace_exit ; do not count if there's a Ghost here\nLI V0 1 ; 1 for Other Ghost Found\n; This Ghost's Space does not match, search next\nJ GhostIsInSpaceloop\nADDIU S0 S0 -1 ; Subtract 1 to check next Ghost\n\nGhostIsInSpaceloopexit:\nLI V0 0 ; 0 for No Other Ghost Found Here\n\nGhostIsInSpace_exit:\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA \nADDIU SP SP 80\n\n\n\n.align 16\nA_Pointer_With_Enough_Space:\n.fill 0x1C1\n\n.align 16\nBlackColor_ptr:\n.byte 0x1,0\n\n.align 16\nWhiteColor_ptr:\n.byte 0x8,0\n\n\n;=============================================================================================\n\n; A1 = Message Pointer\n.align 16\nShowMessage_Function:\nADDIU SP SP -80\nSW RA 76(SP)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLI A2 0x0\nJAL ShowMessage \nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n;==================================================================================================\n\n\n.align 16\nOptionsToDisable:\n.byte 8,1,1,0xFF\n\n.align 16\nOptionsToDisable_Static:\n.byte 8,1,1,0xFF\n\n.align 16\nClydePricing_Array:\n.byte 20,50\n\n.align 16\nCheckOrangePromptActivation:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins ; 1 if they have 20 coins\nLI A1 20 ; Coins\n\nBNEZ V0 CheckOrangePromptActivation_exit ; If they have 20 coins, proceed to prompt\nLI V0 1 ; Load Prompt\n\nLI S0 3 ; Start with Player 4\nCheckOrangePromptActivationloop:\nBLTZL S0 CheckOrangePromptActivation_exit\nLI V0 0 ; Nobody else has coins, do not load prompt\n\nLBU T0 29(S4) ; Current Player Index\nBEQL T0 S0 CheckOrangePromptActivationloop\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n\nMOVE A0 S0 ; Player Index\nJAL PlayerHasCoins\nLI A1 1 ; Coins\n\nBEQL V0 R0 CheckOrangePromptActivationloop ; If 0, loop and check the next player\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; They have at least 1 coin, the prompt can be loaded\nLI V0 1 ; Load prompt\n\nCheckOrangePromptActivation_exit:\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nGetColorFormatter:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\n; 56(SP) First Option Color Pointer\n; 60(SP) Second Option Color Pointer\n\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\n\nLHU T3 10(V0) ; Current Player's Coins\nLBU T4 14(V0) ; Current Player's Stars\nLBU T0 29(V0) ; Current Player's Index\nSW T3 52(SP) ; Store Current Player's Coins\nSW T4 48(SP) ; Store Current Player's Stars\nSW T0 44(SP) ; Store Current Player's Index\n\nLI S0 0 ; Start with Option 0\nGetColorFormatterloop:\nLUI T0 hi(OptionsToDisable)\nADDIU T0 T0 lo(OptionsToDisable)\nADDU T0 T0 S0 ; Add to get correct Array spot\nLB T1 0(T0) ; Option Index\n\nBLTZ T1 GetColorFormatterloopexit ; If -1, the Array is over\nNOP\n; The Array isn't over\n\nLUI T0 hi(ClydePricing_Array)\nADDIU T0 T0 lo(ClydePricing_Array)\nADDU T0 T0 S0 ; Add to get correct Array spot\n\nLW A0 44(SP) ; Current Player Index\nJAL PlayerHasCoins\nLBU A1 0(T0) ; Boo Price\n\nBNEZ V0 GetColorFormatterenablename ; If they have enough coins, enable option\nNOP\n\n; Not enough coins, do not enable\nGetColorFormatterdonotenablename:\nLUI T0 hi(BlackColor_ptr)\nJ GetColorFormatterstorevalues\nADDIU T0 T0 lo(BlackColor_ptr) \n\nGetColorFormatterenablename:\nLUI T0 hi(WhiteColor_ptr)\nADDIU T0 T0 lo(WhiteColor_ptr) \n\nGetColorFormatterstorevalues:\nLBU T1 0(T0) ; Color Value\nLUI T2 hi(OptionsToDisable)\nADDIU T2 T2 lo(OptionsToDisable)\nADDU T2 T2 S0 ; Add to get correct Array spot\nSB T1 0(T2) ; Store Color Value\n\nLI T8 4 \nMULT S0 T8 ; Player Index * 4\nMFLO T8 ; Number to add to Stack for Storage (0, 4, 8, 12)\n\nADDIU T5 SP 56 ; Add 56 to get starting Stack Storage address\nADDU T5 T5 T8 ; Add to get correct Stack Storage spot\nSW T0 0(T5) ; Store Color Pointer\nJ GetColorFormatterloop\nADDIU S0 S0 1 ; Add 1 to search next Player\n\nGetColorFormatterloopexit:\nLW V0 56(SP) ; First Option\nLW V1 60(SP) ; Second Option\n\nGetColorFormatter_exit:\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA \nADDIU SP SP 80\n\n\n.align 16\nDisableOptions:\nADDIU SP SP -72\nSW RA 68(SP)\nSW A0 64(SP) ; Window ID\nSW FP 60(SP) ; Address of Option Disable Array\nSW S0 56(SP)\n\nLUI FP hi(OptionsToDisable)\nADDIU FP FP lo(OptionsToDisable) ; Array of answers to disable\nLI S0 0 ; Start at 0\nloadbyte:\nADDU T2 FP S0 ; Add Loop Counter to get correct Array spot\nLBU T0 0(T2) ; Load Byte of Array\nLI T1 0xFF\nBEQ T0 T1 DisableOptions_exit ; Exit once array is fully checked\nNOP\nLI T1 8 ; Index to not disable\nBEQL T0 T1 loadbyte\nADDIU S0 S0 1 ; Load next Byte\n\nLW A0 64(SP) ; Window ID?\nJAL DisablePromptOption\nMOVE A1 S0 ; Option Index\n\nJ loadbyte\nADDIU S0 S0 1\n\n\nDisableOptions_exit:\nLW S0 56(SP)\nLW FP 60(SP)\nLW A0 64(SP)\nLW RA 68(SP)\nJR RA \nADDIU SP SP 72\n\n\n; A0 - Space Index\n; A1 - Player Index to start with\n.align 16\nCheckPlayerLocations:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP)\nSW S0 68(SP)\n\nMOVE S0 A0 ; Space Index\nMOVE S1 A1 ; Player Index to search\n\nCheckPlayerLocationsloop:\nBLTZ S1 CheckPlayerLocations_exit\nLI V0 -1 ; No Player Found\n\nJAL GetPlayerStruct\nMOVE A0 S1 ; Player Index\n\nLBU A0 15(V0) ; Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; True Index at V0\nLBU A1 16(V0) ; Chain Space Index\n\nBEQL V0 S0 CheckPlayerLocations_exit ; exit with player index \nMOVE V0 S1 ; Player Index\n; That player is not on that space\nJ CheckPlayerLocationsloop\nADDIU S1 S1 -1 ; Subtract to search next player\n\nCheckPlayerLocations_exit:\nLW S0 68(SP)\nLW S1 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n\n; A0 = Player's Index\n; A1 = Happy/Sad Index\n.align 16\nSetBoardPlayerAnimationWithSound:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\nSW A1 68(SP)\n\nJAL GetPlayerStruct\nNOP\n\nLBU T0 3(V0) ; Character Index\n\nBNEZ A1 sad\nNOP\n\nhappy:\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 5 ; Happy Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ SetBoardAnimationWithSound_exit\nNOP\n\nsad:\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 60 ; Frames\n\nSetBoardAnimationWithSound_exit:\nLW A0 72(SP) ; Player Index\nLI A1 -1 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLW A1 68(SP)\nLW A0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n\n.align 16\nGhostMusicIDs:\n.byte 57,52,52,52\n\n.align 16\nOrangeGhost_Prompt:\n.ascii \"\\x0BCLYDE\\x7B \\x11\\xC2\\xC2\\xC2 P\\x3DPlease don\\x5Ct hurt me\\xC2\\x0A\"\n.ascii \"I\\x3DI don\\x5Ct want any trouble\\xC2 In fact\\x82\\x0A\"\n.ascii \"I can sell you a \\x07Star\\x08 if you let me go\\xC2\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x0C\" \"%s\" \"Buy 1 Star\\x0E\\x0E\\x29\\x3E 20\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0C\" \"%s\" \"Buy 2 Stars\\x0E\\x0E\\x29\\x3E 50\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0C\\x08I don\\x5Ct need Stars\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0CView Map\\x0D\\x00\"\n\n.align 16\nOrangeGhost_Message:\n.ascii \"CLYDE\\x7B \\x11\\xC2\\xC2\\xC2 Please\\x3D\\x3D Oh\\x85\\x85\\x85 I\\x5Cm sorry\\x82\\x0A\"\n.ascii \"but you can\\x5Ct afford my \\x07Stars\\x08\\x85 But here\\x5Cs\\x0A\"\n.ascii \"\\x065 coins\\x08\\xC2 Just pretend I wasn\\x5Ct here\\xC2\\xFF\\x00\"\n\n.align 16\nOrangeGhostDecline_Message:\n.ascii \"CLYDE\\x7B OK\\xC2 Here you g\\x3D\\x3D\\x3D Wait\\x82 really\\xC3\\x0A\"\n.ascii \"OK\\x85\\x85\\x85 I\\x5Cll just be on my way then\\xC2\\x0A\"\n.ascii \"\\x5DWhew\\x82 I sure dodged that one\\x85\\x85\\x85\\x5E\\xFF\\x00\"\n\n.align 16\nPinkGhost_Message:\n.ascii \"PINKY\\x7B Going somewhere\\xC3 I sure hope not\\xC2\\x0A\"\n.ascii \"I\\x5Cll be taking some of those \\x03coins\\x08\\x85\\x0A\"\n.ascii \"Don\\x5Ct worry\\x82 I\\x5Cll put them to good use\\x85\\xFF\\x00\"\n\n.align 16\nPinkGhostNoCoins_Message:\n.ascii \"PINKY\\x7B Hold it right there\\xC2 \\x85\\x85\\x85 Wait a second\\x85\\x0A\"\n.ascii \"You don\\x5Ct have a single coin\\xC3 I guess\\x0A\"\n.ascii \"I can give you these\\x85\\x85\\x85\\xFF\\x00\"\n\n.align 16\nPinkGhostSteal_Message:\n.ascii \"PINKY\\x7B And now that you have 15 coins\\x82 I can\\x0A\"\n.ascii \"take them from you\\xC2 HAHAHAHAHA\\xC2\\x0A\"\n.ascii \"Don\\x5Ct feel bad\\x82 I\\x5Cll let you keep one\\xC2\\xFF\\x00\"\n\n.align 16\nRedGhost_Message:\n.ascii \"BLINKY\\x7B Gotcha\\xC2 You\\x5Cre not getting away\\xC2\\x0A\"\n.ascii \"I\\x5Cll be taking all those \\x03items\\x08 of yours\\xC2\\x0A\"\n.ascii \"They\\x5Cll look great in my collection\\x85\\xFF\\x00\"\n\n.align 16\nRedGhostNoItems_Message:\n.ascii \"BLINKY\\x7B Gotcha\\xC2 \\x85\\x85\\x85Hold on\\x85 You have no items\\xC3\\x0A\"\n.ascii \"Well\\x82 at least I can say I caught you\\x85\\x0A\"\n.ascii \"Catch you later\\xC2\\xFF\\x00\"\n\n.align 16\nBlueGhost_Message:\n.ascii \"INKY\\x7B Oh\\x82 hey\\xC2 I heard you guys are looking\\x0A\"\n.ascii \"for \\x07Stars\\x08\\x85 Lucky for you\\x82 I have \\x01one\\x08\\x0A\"\n.ascii \"right here\\x82 free of charge\\xC2 Take it\\xC2\\xFF\\x00\"\n\n.align 16\nMuncherBonus_Message:\n.ascii \"\\x11\\x00\"\n\n.align 16\nA_Pointer_With_Enough_Space:\n.fill 0xC1C\n\n.align 16\nAIChoiceClyde:\nADDIU SP SP -80\nSW RA 76(SP)\n\nLUI T0 hi(ClydePricing_Array)\nADDIU T0 T0 lo(ClydePricing_Array)\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLBU A1 1(T0) ; Load Price of 2 Stars\n; If 0, they'll choose to buy 1 Star\n; If 1, they'll choose to buy 2 Stars\n\nAIChoiceClyde_exit:\nLW RA 76(SP)\nJR RA \nADDIU SP SP 80\n\n\n.align 16\nJumpAnimationHook:\nJAL SetJumpAnimation\n\n\n.align 16\nSetJumpAnimation:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S2 68(SP)\n\n\nLI S0 0 ; Loop Counter\nLUI S2 hi(JumpSpaces_Array)\nADDIU S2 S2 lo(JumpSpaces_Array)\njumpspaceloop:\nLI T0 JumpSpaces_length\n\nBEQ S0 T0 jumpspaceloopexit ; Do normal check if it's not a Jump Space\nNOP\n; There's still spaces left to check\nADDU T2 S2 S0 ; Add to get correct spot in Array\nLBU T3 0(T2) ; Space Index\n\nLBU T0 17(S4) ; Current Space Index\n\nBEQL T0 T3 SetJumpAnimation_exit\nLI V0 1 ; Pretend there's a player on this space, trigger Jump animation\n; This is not a jump space\nJ jumpspaceloop\nADDIU S0 S0 1 ; Add 1 to search next Array spot\n\njumpspaceloopexit:\nJAL 0x800F9A68 ; Checks if there's another player on this same space\nNOP\nJ SetJumpAnimation_exitreal\nNOP\n\nSetJumpAnimation_exit:\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\n\nLBU A0 17(V0) ; Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 18(V0) ; Chain \n\nLI T3 RainbowPipe ; Space Index\nBEQL V0 T3 SetJumpAnimation_exitreal\nLI V0 1 ; Trigger Jump Animation\n; They're not going to the Rainbow Pipe, do not jump\nLI V0 0 ; Do not Jump\n\nSetJumpAnimation_exitreal:\nLW S2 68(SP)\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nJumpSpaces_Array:\n.byte JumpSpaces\n\n;======================================================================================CAMERA STUFF\n\n.align 16\ncameramain:\nADDIU sp, sp, -0x30\nSW ra, 0x0020 (sp)\nSW s0, 0x0024 (sp)\n\n;LI a0, test1\nJAL setCameraPosToSpace\nNOP\n\nLW ra, 0x0020 (sp)\nLW s0, 0x0024 (sp)\nJR RA\nADDIU sp, sp, 0x30\n\ngetSpaceVec3f:\nADDIU sp, sp, -0x20\nSW ra, 0x0018 (sp)\nJAL GetSpaceData\nNOP\nADDIU v0, v0, 8 //now points to XYZ of space\nLW ra, 0x0018 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\nsetCameraCoords: //takes 1 arg0, Vec3f*\nLI t0, 0x801049F0\nLW t1, 0x0000 (a0) //load X\nSW t1, 0x0000 (t0) //store X\nLW t1, 0x0004 (a0) //load Y\nJR RA\nSW t1, 0x0004 (t0) //store Z\n\nsetCameraPosToSpace: //takes arg a0, space id\nADDIU sp, sp, -0x28\nSW ra, 0x0020 (sp)\n\nJAL getSpaceVec3f\nNOP\n\nDADDU a0, r0, r0\nLI a2, tempVec2f\nJAL 0x8001291C //Convert3DTo2D\nADDU a1, v0, r0\n\nLI a0, tempVec2f\nLI a1, posOffset\nLWC1 f0, 0x0000 (a0)\nLWC1 f2, 0x0000 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0000 (a0)\nLWC1 f0, 0x0004 (a0)\nLWC1 f2, 0x0004 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0004 (a0)\nJAL setCameraCoords\nNOP\n\nLW ra, 0x0020 (sp)\nJR RA\nADDIU sp, sp, 0x28\n\n\ntempVec2f:\n.word 0, 0\n\nposOffset:\n.float 10.0, 4.0\n\n.align 16\nGetChainAndSpaceIndexFromAbsSpaceIndex:\n//takes arg a0, abs_space_index\n//returns chain_index to v0\n//returns space_index to v1\nADDIU sp, sp, -0x40 \nSW ra, 0x0018 (sp)\nSW s0, 0x001C (sp)\nSW s1, 0x0020 (sp)\nSW s2, 0x0024 (sp)\nSW s3, 0x0028 (sp)\nSW s4, 0x002C (sp)\nSW s5, 0x0030 (sp)\nSW s6, 0x0034 (sp)\nORI s3, r0, 0x0000 //init s3 to 0\nADDIU s4, r0, 0xFFFF //init s4 to FFFF, loop1 counter\nLUI s0, 0x8010\nLW s0, 0x5218 (s0) //load ptr to beginning of hydrated chains ptr\nDADDU s1, a0, r0 ;move abs_space_index to s0\nLoop:\nADDIU s4, s4, 0x0001 //add 1 to current loop total\nLHU s2, 0x0000 (s0) //load total number of space_indicies in chain\nBEQ s2, r0, error\nNOP\nORI t0, r0, 0x0000 //going to be used for loop 2 counter\nLW s3, 0x0004 (s0) //load pointer that points to abs space_indicies for current chain in loop\nLoop2:\n//\nLHU t1, 0x0000 (s3) //load abs value from hydrated chain\nBEQ t1, s1, isabs\nNOP\nADDIU t0, t0, 0x0001 //add 1 to loop2 counter\nBEQ t0, s2, backtoLoop1\nNOP\nBEQ r0, r0, Loop2\nADDIU s3, s3, 0x0002\nreturnvalues:\n//\nexit_func:\nLW ra, 0x0018 (sp)\nLW s0, 0x001C (sp)\nLW s1, 0x0020 (sp)\nLW s2, 0x0024 (sp)\nLW s3, 0x0028 (sp)\nLW s4, 0x002C (sp)\nLW s5, 0x0030 (sp)\nLW s6, 0x0034 (sp)\nJR RA\nADDIU sp, sp, 0x40\nerror:\nORI v0, r0, 0xFFFF //error, return FFFF\nBEQ r0, r0, exit_func\nORI v1, r0, 0xFFFF //error, return FFFF\nisabs:\n//s4 holds current chain index\n//t1 holds current space index in chain\nADD v0, s4, r0 //move chain index to v0\nBEQ r0, r0, exit_func\nADD v1, t0, r0 //move space_index to v1\nbacktoLoop1:\nBEQ r0, r0, Loop\nADDIU s0, s0, 0x0008 //advance to next hydrated chains ptr\n\n\n\n.align 16\nGhostWarpIndex_Array:\n.byte 2,3,0,1\n\n.align 32\nGhostWarp_Array0:\n.byte 15,16,17,18,19,20,112,22,23,111,28,27,26,110,24,30\n\n.align 32\nGhostWarp_Array1:\n.byte 31,32,41,43,44,46,5,34,35,36,113,37,39,40,57,58\n\n.align 32\nGhostWarp_Array2:\n.byte 59,61,62,63,6,65,80,81,66,3,67,68,69,71,106,77,78,79,75,74,73,72\n\n.align 32\nGhostWarp_Array3:\n.byte 82,83,89,90,91,94,95,97,98,2,8,10,11,12,13\n\n\n\n.align 32\nCoords:\n.word 0x8012EA10\n.word 0x80134E20\n.word 0x0A020008\n.word 0x00000000 ; X Coords\n.word 0x00000000 ; Y Coords\n.word 0x00000000 ; Z Coords\n\n\n.align 4\nBoopercent_d:\n.asciiz \"%d\" ; 0x25640000\n\n.align 16\nBoocoin_string_loc:\n.fill 8\n\n\n\n\n.align 16\nBooGetPlayerCharacterString:\nADDIU SP SP -40\nSW RA 36(SP)\n\nLUI T7 hi(p1_char)\nADDIU T7 T7 lo(p1_char) ; Load Player 1's Character address\nLBU T0 0(T7)\nADDIU V0 T0 0x1C00 ; MARIO String\n\nLBU T0 0x38(T7) ; Load Player 2's Character Address\nADDIU V1 T0 0x1C00 ; MARIO String\n\nLBU T0 0x70(T7) ; Load Player 3's Character Address\nADDIU T2 T0 0x1C00 ; MARIO String\n\nLBU T0 0xA8(T7) ; Load Player 4's Character Address\nADDIU T0 T0 0x1C00 ; MARIO String\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nBooGetCurrentPlayerCharacterString:\n; A0 = Current Player's Index\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T0 hi(p1_char)\nADDIU T0 T0 lo(p1_char) ; Load Player 1's Character address\nLI T2 0x38 ; Distance between each player's addresses\nMULT A0 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Character address\nLBU T2 0(T0) ; Load the value address value of S0 into \n\nLI V0 0x1C00 ; Load value of MARIO string to T0\nADDU V0 T2 V0 ; Add T2 to the string value to obtain the character\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n\n\n;===================================================================================STAR DUEL STUFF\n\n.align 16\nSDPerFrameHook_Pointer:\nJAL SDPerFrameHook\nNOP\n\n.align 16\nSDPerFrameHook:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP)\nSW S5 104(SP)\nSW S2 100(SP)\nSW S7 96(SP)\nSW T0 92(SP)\nSW T1 88(SP)\nSW T2 84(SP)\nSW T3 80(SP)\nSW T5 76(SP)\n\nLUI T0 hi(StarDuelCheckFunction_Pointer)\nADDIU T0 T0 lo(StarDuelCheckFunction_Pointer)\nLW T2 0(T0) ; Load HookData operation\nLUI T3 0x800F  ; 0x8000000\nORI T3 T3 0xE234 ; Function that gives duel reward after Minigame (custom duel & L5T?)\nSW T2 0(T3) ; Insert rainhook to CustomCode in main game loop\n\nLUI T3 0x800F  ; 0x8000000\nORI T3 T3 0xE3B0 ; Function that gives duel reward after L5T Minigame but again? I dunno\nSW T2 0(T3) ; Insert rainhook to CustomCode in main game loop\n\nLUI T3 0x800F  ; 0x8000000\nORI T3 T3 0xCECC ; Function that gives duel reward after Minigame from Dueling Glove\nSW T2 0(T3) ; Insert rainhook to CustomCode in main game loop\n\nLUI T3 0x800E  ; 0x8000000\nORI T3 T3 0x2E00 ; Function that gives duel reward CPUs (Dueling Glove?)\nSW T2 0(T3)\n\nSW R0 8(T3)\n\n\nLUI T0 hi(InitDuelReplica_Pointer)\nADDIU T0 T0 lo(InitDuelReplica_Pointer)\nLW T2 0(T0) ; Load HookData operation\nLUI T3 0x800E  ; 0x8000000\nORI T3 T3 0x2DC8 ; Address that starts duel for Dueling Glove\nSW T2 0(T3) ; Insert rainhook to CustomCode in main game loop\n\nLUI T3 0x800F  ; 0x8000000\nORI T3 T3 0xE20C ; Function that starts duel for L5T?\nSW T2 0(T3) ; Insert rainhook to CustomCode in main game loop\n\nLUI T3 0x800F  ; 0x8000000\nORI T3 T3 0xE388 ; Function that starts duel for L5T but again\nSW T2 0(T3) ; Insert rainhook to CustomCode in main game loop\n\n\nLW RA 116(SP)\nLW S0 112(SP)\nLW S1 108(SP)\nLW S5 104(SP)\nLW S2 100(SP)\nLW S7 96(SP)\nLW T0 92(SP)\nLW T1 88(SP)\nLW T2 84(SP)\nLW T3 80(SP)\nLW T5 76(SP)\nJR RA\nADDIU SP SP 120\n\n.align 16\nStarDuelCheckFunction_Pointer:\nJAL StarDuelCheckFunction\nNOP\n\n\n.align 16\nStarDuelCheckFunction:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S4 112(SP)\nSW T0 108(SP)\nSW S1 104(SP)\nSW S3 100(SP)\n\nLI T0 0x8009782E ; Address of Star Duel Stake\nLHU S1 0(T0) ; Value of Star Duel Stake\nBEQZ S1 StarDuelCheckFunction_coinduelfunc ; If 0, it was a Coin Duel, run regular function\nSH R0 0(T0) ; Delete Star Duel Stake\n; There's 40 Coins or a Star here, check who won\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S4 V0 \n\nLHU T0 8(S4) ; Minigame Earnings Address\nBEQZ T0 StarDuelCheckFunction_checkopponent ; IF 0, current player didn't win, check opponent\nNOP\n; Current Player Won, give Star(s)\nStarDuelCheckFunction_determinemessage:\nLUI A1 hi(2StarWinner_Message)\nADDIU A1 A1 lo(2StarWinner_Message)\nLI T0 1 ; Star Value\nBEQ S1 T0 StarDuelCheckFunction_showmessage\nNOP\n; It's 40 Coins\nLUI A1 hi(1Star40CoinsWinner_Message)\nADDIU A1 A1 lo(1Star40CoinsWinner_Message)\n\nStarDuelCheckFunction_showmessage:\nSW R0 16(SP) ; \nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 6 ; Character image (Goomba)\nLBU T0 3(S4) ; Player Character\nADDIU A2 T0 0x1C00 ; Character Name\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI T0 1 ; Star Value\nBEQ S1 T0 StarDuelCheckFunction_givestar\nNOP\n; It's 40 Coins\nLBU A0 29(S4) ; Winning Player's Player Index\nJAL AdjustPlayerCoinsGradual\nLI A1 40 ; Coins\n\nLBU A0 29(S4) ; Current Player Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLI A1 40 Coins\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLBU T0 14(S4) ; Winning Player's Star Count\nADDIU T0 T0 1 ; Add 1 Star\nSB T0 14(S4) ; Store 1 Star\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index\n\nJ StarDuelCheckFunction_sleep\nNOP\n\nStarDuelCheckFunction_givestar:\nLBU T0 14(S4) ; Winning Player's Star Count\nADDIU T0 T0 2 ; Add 2 Stars\nSB T0 14(S4) ; Store 2 Stars\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index\n\nStarDuelCheckFunction_sleep:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ StarDuelCheckFunction_exit\nNOP\n\n\nStarDuelCheckFunction_checkopponent:\nLUI T0 0x800C\nORI T0 T0 0xD0B0 ; Address of opponent \nLHU T0 0(T0) ; Opponent's Player Index\n\nJAL GetPlayerStruct\nMOVE A0 T0 ; Opponent's Player Index\n\nLHU T0 8(V0) ; Minigame Earnings Address\nBEQL T0 R0 StarDuelCheckFunction_draw\nMOVE S3 V0 ; Copy Opponent's Struct to S3\nJ StarDuelCheckFunction_determinemessage\nMOVE S4 V0 ; Copy Opponent's Struct to S4\n\n\nStarDuelCheckFunction_draw:\nSW R0 16(SP) ; \nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 6 ; Character image (Goomba)\nLUI A1 hi(DrawResult_Message)\nADDIU A1 A1 lo(DrawResult_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLBU T0 14(S3) ; Opponent's Star Count\nADDIU T0 T0 1 ; Add their Star back\nSB T0 14(S3) ; Store Star Count back\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index\n\nLI T0 1 ; Star Value\nBEQ S1 T0 StarDuelCheckFunction_givestarback\nNOP\n; It was 40 Coins\nLBU A0 29(S4) ; Current Player Index\nJAL AdjustPlayerCoinsGradual\nLI A1 40 Coins\n\nLBU A0 29(S4) ; Current Player Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLI A1 40 Coins\n\nJ StarDuelCheckFunction_sleep\nNOP\n\nStarDuelCheckFunction_givestarback: \nLBU T0 14(S4) ; Current Player's Star Count\nADDIU T0 T0 1 ; Add their Star back\nSB T0 14(S4) ; Store Star Count back\n\nJ StarDuelCheckFunction_sleep\nNOP\n\nStarDuelCheckFunction_coinduelfunc:\nJAL 0x800FA448 ; Checks and handles Coin Duel winnings\nNOP\nJ StarDuelCheckFunction_exitreal\nNOP\n\nStarDuelCheckFunction_exit:\nJAL 0x800FA388 ; Removes Goomba Model from board?\nNOP\n\nStarDuelCheckFunction_exitreal:\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 ; Return Music back to normal\n\nLW S3 100(SP)\nLW S1 104(SP)\nLW T0 108(SP)\nLW S4 112(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n.align 16\n2StarWinner_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWow\\xC2 What a great match\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AThat means \\x072 stars\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Ago to \\x11\\xC2\\xC2\\xC2\\xFF\\x00\"\n\n.align 16\n1Star40CoinsWinner_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWow\\xC2 What a great match\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AThat means \\x071 star and\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A40 coins go to \\x11\\xC2\\xC2\\xC2\\xFF\\x00\"\n\n.align 16\nDrawResult_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWow\\xC2 What a great match\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AIt\\x5Cs a tie\\x82 so here\\x3D\\x3D take\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeverything back\\xC2\\xFF\\x00\"\n\n;==================================================================================================\n\n.align 16\nInitDuelReplica_Pointer:\nJAL InitDuelReplica\n\n\n.align 16\nInitDuelReplica:\n800FAB98: ADDIU          SP, SP, -0xD0\n800FAB9C: SW             RA, 0x00B4 (SP)\n800FABA0: SW             FP, 0x00B0 (SP)\n800FABA4: SW             S7, 0x00AC (SP)\n800FABA8: SW             S6, 0x00A8 (SP)\n800FABAC: SW             S5, 0x00A4 (SP)\n800FABB0: SW             S4, 0x00A0 (SP)\n800FABB4: SW             S3, 0x009C (SP)\n800FABB8: SW             S2, 0x0098 (SP)\n800FABBC: SW             S1, 0x0094 (SP)\n800FABC0: SW             S0, 0x0090 (SP)\n800FABC4: SDC1           F22, 0x00C0 (SP)\n800FABC8: SDC1           F20, 0x00B8 (SP)\n800FABCC: SW             A0, 0x0074 (SP) ; Current Player Struct\n800FABD0: SW             A1, 0x007C (SP) ; 0 if same space duel, 2 for Dueling Glove\n800FABD4: ADDU           S7, R0, R0\n800FABD8: ADDU           S4, R0, R0\n800FABDC: LUI            AT, 0x800D\n800FABE0: SH             R0, 0x037C (AT)\n800FABE4: JAL            0x8004A670\n800FABE8: ADDIU          A0, R0, 0x000F\n800FABEC: JAL            SleepProcess\n800FABF0: ADDIU          A0, R0, 0x0010\n800FABF4: JAL            0x8004A5C4 ; PlayMusic2???\n800FABF8: ADDIU          A0, R0, 0x003E ; 62, Start Battle theme\n800FABFC: LUI            AT, 0x800D\n800FAC00: SH             V0, 0x9930 (AT)\n800FAC04: ADDIU          V0, R0, 0x0001\n800FAC08: LUI            AT, 0x800D\n800FAC0C: SH             V0, 0x037C (AT)\n800FAC10: ADDIU          A0, R0, 0x000C ; Goomba Model Index\n800FAC14: JAL            0x800D90C8 ; Load Model\n800FAC18: ADDU           A1, R0, R0\n800FAC1C: LUI            AT, 0x8010\n800FAC20: SW             V0, 0x56B0 (AT)\n800FAC24: LW             V0, 0x003C (V0)\n800FAC28: LW             V0, 0x0040 (V0)\n800FAC2C: LH             A0, 0x0000 (V0)\n800FAC30: ADDU           A1, R0, R0\n800FAC34: ADDU           A2, A1, R0\n800FAC38: JAL            0x8001C1A0\n800FAC3C: ADDU           A3, A1, R0\n800FAC40: LUI            V0, 0x8010\n800FAC44: LW             V0, 0x56B0 (V0)\n800FAC48: LW             V0, 0x003C (V0)\n800FAC4C: LW             V0, 0x0040 (V0)\n800FAC50: JAL            0x8001FDE8\n800FAC54: LH             A0, 0x0000 (V0)\n800FAC58: LUI            V1, 0x8010\n800FAC5C: LW             V1, 0x56B0 (V1)\n800FAC60: LHU            V0, 0x000A (V1)\n800FAC64: ORI            V0, V0, 0x0001\n800FAC68: SH             V0, 0x000A (V1)\n800FAC6C: ADDIU          A0, R0, 0x001F ; Parachute Model Index\n800FAC70: JAL            0x800D90C8 ; Load Model\n800FAC74: ADDU           A1, R0, R0\n800FAC78: LUI            AT, 0x8010\n800FAC7C: SW             V0, 0x56B4 (AT)\n800FAC80: LW             V0, 0x003C (V0)\n800FAC84: LW             V0, 0x0040 (V0)\n800FAC88: LH             A0, 0x0000 (V0)\n800FAC8C: ADDU           A1, R0, R0\n800FAC90: ADDU           A2, A1, R0\n800FAC94: JAL            0x8001C1A0\n800FAC98: ADDU           A3, A1, R0\n800FAC9C: LUI            A0, 0x8010\n800FACA0: LW             A0, 0x56B0 (A0)\n800FACA4: LW             T0, 0x0074 (SP)\n800FACA8: LW             A1, 0x0024 (T0)\n800FACAC: ADDIU          A0, A0, 0x000C\n800FACB0: JAL            0x80089A20 ; Set Model On Board\n800FACB4: ADDIU          A1, A1, 0x000C\n800FACB8: LUI            A0, 0x8010\n800FACBC: LW             A0, 0x56B4 (A0)\n800FACC0: LW             T0, 0x0074 (SP)\n800FACC4: LW             A1, 0x0024 (T0)\n800FACC8: ADDIU          A0, A0, 0x000C\n800FACCC: JAL            0x80089A20 ; Set Model On Board\n800FACD0: ADDIU          A1, A1, 0x000C\n800FACD4: LUI            V1, 0x8010\n800FACD8: LW             V1, 0x56B0 (V1)\n800FACDC: LUI            AT, 0x42F0\n800FACE0: MTC1           AT, F0\n800FACE4: NOP            \n800FACE8: SWC1           F0, 0x0030 (V1)\n800FACEC: LUI            V0, 0x8010\n800FACF0: LW             V0, 0x56B4 (V0)\n800FACF4: LUI            AT, 0x42F4\n800FACF8: MTC1           AT, F0\n800FACFC: NOP            \n800FAD00: SWC1           F0, 0x0030 (V0)\n800FAD04: LUI            AT, 0x41F0\n800FAD08: MTC1           AT, F2\n800FAD0C: LWC1           F0, 0x0030 (V1)\n800FAD10: C.LT.S         F2, F0\n800FAD14: NOP            \n800FAD18: BC1F           UnkJump37\n800FAD1C: NOP            \n800FAD20: LUI            AT, 0x3F80\n800FAD24: MTC1           AT, F20\n800FAD28: LUI            AT, 0x41F0\n800FAD2C: MTC1           AT, F22\nUnkJump38:JAL            SleepVProcess\n800FAD34: NOP            \n800FAD38: LUI            V1, 0x8010\n800FAD3C: LW             V1, 0x56B0 (V1)\n800FAD40: LWC1           F0, 0x0030 (V1)\n800FAD44: SUB.S          F0, F0, F20\n800FAD48: SWC1           F0, 0x0030 (V1)\n800FAD4C: LUI            V0, 0x8010\n800FAD50: LW             V0, 0x56B4 (V0)\n800FAD54: LWC1           F0, 0x0030 (V0)\n800FAD58: SUB.S          F0, F0, F20\n800FAD5C: SWC1           F0, 0x0030 (V0)\n800FAD60: LWC1           F0, 0x0030 (V1)\n800FAD64: C.LT.S         F22, F0\n800FAD68: NOP            \n800FAD6C: BC1T           UnkJump38\n800FAD70: NOP            \nUnkJump37:LUI            V0, 0x8010\n800FAD78: ADDIU          V0, V0, 0x9CA0\n800FAD7C: SW             V0, 0x0010 (SP)\n800FAD80: ADDIU          A0, R0, 0x01F4\n800FAD84: ADDU           A1, R0, R0\n800FAD88: ADDU           A2, R0, R0\n800FAD8C: JAL            0x80047620\n800FAD90: ADDIU          A3, R0, 0xFFFF\n800FAD94: LUI            AT, 0x8010\n800FAD98: SW             V0, 0x56B8 (AT)\n800FAD9C: LUI            AT, 0x4334\n800FADA0: MTC1           AT, F0\n800FADA4: NOP            \n800FADA8: SWC1           F0, 0x0024 (V0)\n800FADAC: JAL            PlaySound\n800FADB0: ADDIU          A0, R0, 0x025B\n800FADB4: LW             T0, 0x0074 (SP)\n800FADB8: LBU            V1, 0x001D (T0)\n800FADBC: SLL            V0, V1, 3\n800FADC0: SUBU           V0, V0, V1\n800FADC4: SLL            V0, V0, 3\n800FADC8: LUI            AT, 0x800D\n800FADCC: ADDU           AT, AT, V0\n800FADD0: LH             V0, 0x1112 (AT) ; Current Player's Coins\n          JAL            IsDuelPossible\n          LW             A0, 0x007C (SP) ; 0 if same space duel, 2 for Dueling Glove\n800FADD4: BNEZ           V0, notenoughcoins ; If 1, a Duel cannot happen\n          NOP\n          J              UnkJump25 ; Load Duel Intro Message\n          ADDIU          A0, R0, 0x0006 ; Goomba Portrait Index\n800FADD8: ADDU           S1, R0, R0\n800FADDC: ADDU           S6, R0, R0\n800FADE0: ADDU           S0, R0, R0\n800FADE4: ADDIU          S2, SP, 0x0020\n800FADE8: ADDIU          FP, R0, 0x0008\n800FADEC: ADDIU          S3, SP, 0x0060\n800FADF0: ADDIU          S5, R0, 0x0001\nUnkJump24:LUI            V0, 0x800D\n800FADF8: LH             V0, 0xD0B0 (V0)\n800FADFC: SRAV           V0, V0, S0\n800FAE00: ANDI           V0, V0, 0x0001\n800FAE04: BEQZ           V0, UnkJump2\n800FAE08: SLL            V0, S0, 3\n800FAE0C: SUBU           V0, V0, S0\n800FAE10: SLL            V0, V0, 3\n800FAE14: LUI            AT, 0x800D\n800FAE18: ADDU           AT, AT, V0\n800FAE1C: LH             V0, 0x1112 (AT) ; P1 Coins\n800FAE20: BEQZ           V0, UnkJump3\n800FAE24: SLL            V0, S0, 4\n800FAE28: ADDIU          S7, S7, 0x0001\n800FAE2C: ADDU           S4, S0, R0\n800FAE30: ADDIU          S1, S1, 0x0001\n800FAE34: SLL            V0, S4, 4\n800FAE38: ADDU           V0, S2, V0\n800FAE3C: SB             FP, 0x0000 (V0)\n800FAE40: ADDU           V0, S3, S4\n800FAE44: SB             S5, 0x0000 (V0)\n800FAE48: SLLV           V0, S5, S4\n800FAE4C: J              UnkJump16\n800FAE50: OR             S6, S6, V0\nUnkJump2: SLL            V0, S0, 4\nUnkJump3: ADDU           V0, S2, V0\n800FAE5C: ADDIU          V1, R0, 0x0001\n800FAE60: SB             V1, 0x0000 (V0)\n800FAE64: ADDU           V0, S3, S0\n800FAE68: SB             R0, 0x0000 (V0)\nUnkJump16:SLL            A1, S0, 4\n800FAE70: ADDU           A1, S2, A1\n800FAE74: ADDU           A0, S0, R0\n800FAE78: JAL            0x800E2260\n800FAE7C: ADDIU          A1, A1, 0x0001\n800FAE80: ADDIU          S0, S0, 0x0001\n800FAE84: SLTI           V0, S0, 0x0004\n800FAE88: BNEZ           V0, UnkJump24\n800FAE8C: NOP            \n800FAE90: BNEZ           S1, UnkJump25 ; S1 = 1 means at least 1 other player has a coin(s)\n800FAE94: ADDIU          A0, R0, 0x0006 ; Goomba Portrait Index\n800FAE98: J              duelisoff\n800FAE9C: ADDIU          A1, R0, 0x4002\nUnkJump25:LUI            A1 hi(DuelAnnouncement_Message)\n\t\t  ADDIU          A1 A1 lo(DuelAnnouncement_Message) \n800FAEA4: JAL            0x800EC4E4 ; \"It's time to face off in a duel!\" msg\n800FAEA8: ADDIU          A2, R0, 0x0088\n800FAEAC: J              UnkJump18\n800FAEB0: SLTI           V0, S7, 0x0002\nnotenoughcoins: ADDIU    A0, R0, 0x0006 ; Goomba Portrait Index\n800FAEB8: ADDIU          A1, R0, 0x4001\nduelisoff:JAL            0x800EC4E4 ; \"You/other players have no coins\" msg\n800FAEC0: ADDIU          A2, R0, 0x0088\n800FAEC4: JAL            0x800FA388\n800FAEC8: NOP            \n800FAECC: LUI            AT, 0x800D\n800FAED0: SH             R0, 0x037C (AT)\n800FAED4: JAL            0x8004A7C4\n800FAED8: ADDIU          A0, R0, 0x001E\n800FAEDC: JAL            SleepProcess\n800FAEE0: ADDIU          A0, R0, 0x000F ; 15 Frames\n800FAEE4: JAL            0x8004A72C\n800FAEE8: ADDIU          A0, R0, 0x001E\n800FAEEC: ADDIU          V0, R0, 0x0001\n800FAEF0: LUI            AT, 0x800D\n800FAEF4: SH             V0, 0x037C (AT)\n800FAEF8: ADDIU          V0, R0, 0xFFFF\n800FAEFC: LUI            AT, 0x800D\n800FAF00: SH             V0, 0x9930 (AT)\n800FAF04: LUI            AT, 0x800D\n800FAF08: SH             R0, 0xE206 (AT)\n800FAF0C: LUI            A0, 0x8010\n800FAF10: ADDIU          A0, A0, 0x9C68\n800FAF14: ADDU           A1, R0, R0\n800FAF18: ADDU           A2, R0, R0\n800FAF1C: JAL            0x80047EA0\n800FAF20: ADDU           A3, R0, R0\n800FAF24: ADDU           A0, V0, R0\n800FAF28: JAL            0x80047B80\n800FAF2C: ADDIU          A1, R0, 0x00A0\n800FAF30: JAL            SleepProcess\n800FAF34: ADDIU          A0, R0, 0x001F ; 31 Frames\n800FAF38: J              InitDuelReplica_exit\n800FAF3C: ADDU           V0, R0, R0\nUnkJump18:BEQZ           V0, setduelprompt\n800FAF44: ADDIU          V0, R0, 0x0001\n800FAF48: LUI            V0, 0x800D\n800FAF4C: LH             V0, 0xD0B2 (V0)\n800FAF50: ANDI           V0, V0, 0x8000\n800FAF54: BEQZ           V0, setduelprompt\n800FAF58: ADDU           S3, R0, R0\n800FAF5C: ADDIU          V0, R0, 0x0001\nsetduelprompt:\n          JAL            SDGetColorFormatter\n          LW             A0, 0x007C (SP) ; 0 if same space duel, 2 for Dueling Glove\n          JAL            AddColorsToPrompt\n          NOP\n          JAL            BooGetPlayerCharacterString\n          NOP\n          LI             A0 6 ; (Goomba)\n          LUI            A1 hi(A_Pointer_With_Enough_Space)\n          ADDIU          A1 A1 lo(A_Pointer_With_Enough_Space)\n          MOVE           A2 V0 ; P1 Name\n          MOVE           A3 V1 ; P2 Name\n          SW             T2 16(SP) ; P3 Name\n          SW             T0 20(SP) ; P4 Name \n          JAL            ShowMessage ; Who's Your Opponent?\n          SW             R0 24(SP) \n          LUI            A1 hi(SDOptionsToDisable)\n          JAL            SDDisableOptions   \n          ADDIU          A1 A1 lo(SDOptionsToDisable) ; Array of answers to disable     \n          LI             A0 2\n          JAL            GetBasicPromptSelection\n          LI             A1 4 ; CPUs pick Your Choice\n800FAF98: JAL            CloseMessage\n800FAF9C: ADDU           S4, V0, R0 ; Index of Chosen Option\n800FAFA0: JAL            0x800EC6EC\n800FAFA4: SW             S4 200(SP) ; Store Chosen Player Index for later            \n800FAFA8: ADDIU          V0, R0, 0x0004 ; Your Choice Index\n800FAFAC: BEQ            S4, V0, randopp\n800FAFB0: ADDIU          V0, R0, 0x0005 ; View Map Index\n800FAFB4: BEQ            S4, V0, viewmap \n800FAFB8: ADDIU          S0, R0, 0x0001\n800FAFBC: J              UnkJump5\n800FAFC0: ADDU           S3, R0, R0\nrandopp:  JAL            GetRandomByte\n          NOP\n          LI             V1 4 ; 4 Players\n          DIVU           V0 V1 ; Divide by 4\n          MFHI           S0 ; Player Index 0-3\n          LUI            V1 hi(SDOptionsToDisable)\n          ADDIU          V1 V1 lo(SDOptionsToDisable)\n          ADDU           V1 V1 S0 ; Add to get Player Index in Array\n          LBU            V0 0(V1) ; Player Selectable Flag\n          LI             V1 1 ; Black Color\n          BEQ            V0 V1 randopp ; This player's name is not selectable, reroll\n          NOP\n          ; This player can be selected\n          SW             S0 200(SP) ; Store Chosen Player Index \nUnkJump26:J              UnkJump20\n800FAFFC: ADDU           S4, S0, R0 ; Copy Your Choice's selection to S4\nviewmap:  LUI            AT, 0x800D\n800FB004: SH             S0, 0xDD58 (AT)\n800FB008: LUI            AT, 0x800D\n800FB00C: JAL            0x8004EE68\n800FB010: SH             R0, 0x037C (AT)\n800FB014: ADDU           A0, V0, R0\n800FB018: JAL            0x80047B80\n800FB01C: ADDIU          A1, R0, 0x0080\n800FB020: LUI            V1, 0x800D\n800FB024: LB             V1, 0xD067 (V1) ; Current Player Index\n800FB028: SLL            V0, V1, 3\n800FB02C: SUBU           V0, V0, V1\n800FB030: SLL            V0, V0, 3\n800FB034: LUI            A0, 0x800D\n800FB038: ADDU           A0, A0, V0\n800FB03C: JAL            0x8010067C\n800FB040: LBU            A0, 0x110A (A0) ; P1 Controller\n800FB044: JAL            0x8004EE68\n800FB048: NOP            \n800FB04C: ADDU           A0, V0, R0\n800FB050: JAL            0x80047BAC\n800FB054: ADDIU          A1, R0, 0x0080\n800FB058: LUI            AT, 0x800D\n800FB05C: SH             R0, 0xDD58 (AT)\n800FB060: LUI            AT, 0x800D\n800FB064: JAL            0x800FC8A4\n800FB068: SH             S0, 0x037C (AT)\n800FB06C: J              setduelprompt\n800FB070: ADDIU          V0, R0, 0x0001\nUnkJump20:ADDU           S3, R0, R0\nUnkJump5: JAL            SDGetColorFormatter2\n          LW             A0 200(SP) ; Load Chosen Player Index \n          JAL            AddColorsToPrompt2\n          NOP\n          LI             A0 6 ; (Goomba)\n          LUI            A1 hi(A_Pointer_With_Enough_Space)\n          ADDIU          A1 A1 lo(A_Pointer_With_Enough_Space)\n          LI             A2 0 \n          LI             A3 0 \n          SW             R0 16(SP) \n          SW             R0 20(SP) \n          JAL            ShowMessage ; What do you want from them? msg\n          SW             R0 24(SP) \n          LUI            A1 hi(SDOptionsToDisable2)\n          JAL            SDDisableOptions   \n          ADDIU          A1 A1 lo(SDOptionsToDisable2) ; Array of answers to disable\n          JAL            PlayerIsCPU\n          LI             A0 -1 ; Current Player\n          BEQZ           V0 skiprand1 ; Skip random decision if Human\n          NOP\nrandomopt:JAL            GetRandomByte\n          NOP\n          LI             V1 2 ; 2 Choices (Coins, Stars)\n          DIVU           V0 V1 ; Divide by 2\n          MFHI           S4 ; Choice Index (0-1)\n          LUI            V1 hi(SDOptionsToDisable2)\n          ADDIU          V1 V1 lo(SDOptionsToDisable2)\n          ADDU           V1 V1 S4 ; Add to get Color Index in Array\n          LBU            V0 0(V1) ; Option Selectable Flag\n          LI             V1 1 ; Black Color\n          BEQ            V0 V1 randomopt ; This option is not selectable, reroll\n          NOP\nskiprand1:LI             A0 2 ; Choose whatever is in S4\n          JAL            GetBasicPromptSelection\n          MOVE           A1 S4\n          JAL            CloseMessage\n          ADDU           S4, V0, R0 ; Index of Chosen Option\n          JAL            0x800EC6EC\n          NOP \n          BEQL           S4 R0 duel4coins ; They chose Coins\n          LW             S4 200(SP) ; Load Chosen Player Index \n          LI             V0 2 ; Go Back\n          BEQ            S4 V0 setduelprompt ; They chose Go Back\n          NOP\nstakeprompt:\n          JAL            SDGetColorFormatter3\n          NOP\n          JAL            AddColorsToPrompt3\n          NOP\n          LI             A0 6 ; (Goomba)\n          LUI            A1 hi(A_Pointer_With_Enough_Space)\n          ADDIU          A1 A1 lo(A_Pointer_With_Enough_Space)\n          LI             A2 0 \n          LI             A3 0 \n          SW             R0 16(SP) \n          SW             R0 20(SP) \n          JAL            ShowMessage ; What will you put at stake? msg\n          SW             R0 24(SP) \n          LUI            A1 hi(SDOptionsToDisable3)\n          JAL            SDDisableOptions   \n          ADDIU          A1 A1 lo(SDOptionsToDisable3) ; Array of answers to disable\n          JAL            PlayerIsCPU\n          LI             A0 -1 ; Current Player\n          BEQZ           V0 skiprand2 ; Skip random decision if Human\n          NOP\nrandomopt2:JAL           GetRandomByte\n          NOP\n          LI             V1 2 ; 2 Choices (40 Coins, Star)\n          DIVU           V0 V1 ; Divide by 2\n          MFHI           S4 ; Choice Index (0-1)\n          LUI            V1 hi(SDOptionsToDisable3)\n          ADDIU          V1 V1 lo(SDOptionsToDisable3)\n          ADDU           V1 V1 S4 ; Add to get Color Index in Array\n          LBU            V0 0(V1) ; Option Selectable Flag\n          LI             V1 1 ; Black Color\n          BEQ            V0 V1 randomopt2 ; This option is not selectable, reroll\n          NOP\nskiprand2:LI             A0 2 ; Choose whatever is in S4\n          JAL            GetBasicPromptSelection\n          MOVE           A1 S4\n          JAL            CloseMessage\n          ADDU           S4, V0, R0 ; Index of Chosen Option\n          JAL            0x800EC6EC\n          NOP\n          LI             V0 2 ; Go Back\n          BEQ            S4 V0 UnkJump5 ; They chose Go Back\n          NOP\n          ; Stakes selected, subtract from players\n          JAL            GetPlayerStruct\n          LI             A1 -1 ; Current Player\n          LI             V1 0 ; 40 Coins\n          BEQ            S4 V1 sub40coins\n          NOP\n          ; Subtract 1 Star\n          LBU            V1 14(V0) ; Current Player's Stars\n          ADDIU          V1 V1 -1 ; Subtract 1 Star\n          SB             V1 14(V0) ; Update Star amount\n          JAL            PlaySound\n          LI             A0 283 ; Star Space Sound Index\n          LI             V0 1 ; 1 Star1\n          LUI            V1 0x8009\n          SH             V0 0x782E(V1) ; Store 1 Star as reward\n          J              subfromopp\n          NOP\nsub40coins:LUI           V0 0x800D\n          LBU            A0 0xD067(V0) ; Current Player Index\n          JAL            AdjustPlayerCoinsGradual\n          LI             A1 -40 ; Coins\n          LUI            V0 0x800D\n          LBU            A0 0xD067(V0) ; Current Player Index\n          JAL            0x800E1F28 ; ShowPlayerCoinChangeHUD\n          LI             A1 -40 ; Coins\n          LI             V0 40 ; 40 Coins\n          LUI            V1 0x8009\n          SH             V0 0x782E(V1) ; Store 40 Coins as Reward\nsubfromopp:JAL           GetPlayerStruct\n          LW             A0 200(SP) ; Chosen Player Index\n          LBU            V1 14(V0) ; Chosen Player's Stars\n          ADDIU          V1 V1 -1 ; Subtract 1 Star\n          SB             V1 14(V0) ; Update Star amount\n          JAL            PlaySound\n          LI             A0 283 ; Star Space Sound Index\n          JAL            SleepProcess\n          LI             A0 30 ; Frames\n          LUI            S2, 0x800D\n          ADDIU          S2, S2, 0xD067 ; Current Player Index Address (For CPU only duels)\n          J              finalmsg\n          LW             S4 200(SP) ; Chosen Player's Index\nduel4coins:ADDIU         A0, SP, 0x0020\n800FB07C: LUI            A1, 0x8010\n800FB080: ADDIU          A1, A1, 0x25D0\n800FB084: JAL            sprintf\n800FB088: ADDIU          A2, R0, 0x03E7\n800FB08C: ADDIU          A0, SP, 0x0020\n800FB090: JAL            0x8006022C\n800FB094: ADDU           A1, R0, R0\n800FB098: ADDIU          S0, SP, 0x0068\n800FB09C: ADDIU          A0, R0, 0x0001\n800FB0A0: ADDU           A1, S0, R0\n800FB0A4: JAL            0x80060394\n800FB0A8: ADDIU          A2, R0, 0x4003\n800FB0AC: ADDIU          A0, R0, 0x0006\n800FB0B0: ADDU           A1, S0, R0\n800FB0B4: JAL            0x800EBFE8\n800FB0B8: ADDIU          A2, R0, 0x0064\n800FB0BC: SLL            V0, V0, 16\n800FB0C0: SRA            V0, V0, 16\n800FB0C4: SW             V0, 0x0084 (SP)\n800FB0C8: ADDIU          S1, R0, 0x0001\n800FB0CC: LUI            V0, 0x800D\n800FB0D0: LB             V0, 0xD067 (V0) ; Current Player Index\n800FB0D4: SLL            V1, V0, 3\n800FB0D8: SUBU           V1, V1, V0\n800FB0DC: SLL            V1, V1, 3\n800FB0E0: SLL            V0, S4, 3\n800FB0E4: SUBU           V0, V0, S4\n800FB0E8: SLL            V0, V0, 3\n800FB0EC: LUI            AT, 0x800D\n800FB0F0: ADDU           AT, AT, V1\n800FB0F4: LH             V1, 0x1112 (AT) ; P1 Coins\n800FB0F8: LUI            AT, 0x800D\n800FB0FC: ADDU           AT, AT, V0\n800FB100: LH             V0, 0x1112 (AT) ; P1 Coins\n800FB104: SLT            V0, V0, V1\n800FB108: BNEZ           V0, UnkJump28\n800FB10C: ADDIU          S5, R0, 0x0001\n800FB110: J              UnkJump21\n800FB114: ADDU           S2, V1, R0\nUnkJump28:SLL            V0, S4, 3\n800FB11C: SUBU           V0, V0, S4\n800FB120: SLL            V0, V0, 3\n800FB124: LUI            S2, 0x800D\n800FB128: ADDU           S2, S2, V0\n800FB12C: LH             S2, 0x1112 (S2) ; P1 Coins\nUnkJump21:ADDIU          A0, SP, 0x0020\n800FB134: LUI            A1, 0x8010\n800FB138: ADDIU          A1, A1, 0x25D0\n800FB13C: JAL            sprintf\n800FB140: ADDU           A2, S1, R0\n800FB144: LW             S0, 0x0084 (SP)\n800FB148: ADDU           A0, S0, R0\n800FB14C: ADDIU          A1, SP, 0x0020\n800FB150: JAL            0x8005B6BC\n800FB154: ADDU           A2, R0, R0\n800FB158: ADDU           A0, S0, R0\n800FB15C: ADDIU          A1, R0, 0x4003\n800FB160: ADDIU          A2, R0, 0xFFFF\n800FB164: JAL            0x8005B43C\n800FB168: ADDIU          A3, R0, 0xFFFF\n800FB16C: JAL            0x80061388\n800FB170: ADDU           A0, S0, R0\n800FB174: JAL            PlayerIsCPU\n800FB178: ADDIU          A0, R0, 0xFFFF\n800FB17C: BEQL           V0, R0, UnkJump9\n800FB180: ADDIU          S0, R0, 0x0005\n800FB184: JAL            0x800F9F84\n800FB188: ADDU           A0, S4, R0\n800FB18C: ADDU           S3, V0, R0\n800FB190: SLT            V0, S2, S3\n800FB194: BNEZL          V0, UnkJump29\n800FB198: ADDU           S3, S2, R0\nUnkJump29:BLEZL          S3, UnkJump39\n800FB1A0: ADDIU          S3, R0, 0x0001\nUnkJump39:ADDIU          S0, R0, 0x0005\nUnkJump9: LUI            FP, 0x6666\n800FB1AC: ORI            FP, FP, 0x6667\n800FB1B0: MULT           S3, FP\n800FB1B4: MFHI           T0\n800FB1B8: SRA            V1, T0, 2\n800FB1BC: SRA            V0, S3, 31\n800FB1C0: SUBU           S7, V1, V0\n800FB1C4: SLL            V0, S7, 2\n800FB1C8: ADDU           V0, V0, S7\n800FB1CC: SLL            V0, V0, 1\n800FB1D0: SUBU           V0, S3, V0\n800FB1D4: SW             V0, 0x008C (SP)\n800FB1D8: LW             S6, 0x0084 (SP)\nUnkJump23:JAL            PlayerIsCPU\n800FB1E0: ADDIU          A0, R0, 0xFFFF\n800FB1E4: BNEZL          V0, UnkJump30\n800FB1E8: ADDIU          S0, S0, 0xFFFF\n800FB1EC: LUI            V1, 0x800D\n800FB1F0: LB             V1, 0xD067 (V1) ; Current Player Index\n800FB1F4: SLL            V0, V1, 3\n800FB1F8: SUBU           V0, V0, V1\n800FB1FC: SLL            V0, V0, 3\n800FB200: LUI            AT, 0x800D\n800FB204: ADDU           AT, AT, V0\n800FB208: LBU            V0, 0x110A (AT) ; P1 Controller\n800FB20C: SLL            V1, V0, 1\n800FB210: LUI            V0, 0x800D\n800FB214: ADDU           V0, V0, V1\n800FB218: LHU            V0, 0x9520 (V0)\n800FB21C: ANDI           V0, V0, 0x8000\n800FB220: BNEZ           V0, UnkJump11\n800FB224: NOP            \n800FB228: LUI            T0, 0x800D\n800FB22C: ADDIU          T0, T0, 0x0590\n800FB230: ADDU           V0, V1, T0\n800FB234: LHU            V1, 0x0000 (V0)\n800FB238: ANDI           V0, V1, 0x0800\n800FB23C: SLTU           V0, R0, V0\n800FB240: ADDU           S1, S1, V0\n800FB244: ANDI           V0, V1, 0x0400\n800FB248: SLTU           V0, R0, V0\n800FB24C: ANDI           V1, V1, 0x0200\n800FB250: BEQZ           V1, UnkJump10\n800FB254: SUBU           S1, S1, V0\n800FB258: ADDIU          S1, S1, 0xFFF6\nUnkJump10:LUI            V1, 0x800D\n800FB260: LB             V1, 0xD067 (V1) ; Current Player Index\n800FB264: SLL            V0, V1, 3\n800FB268: SUBU           V0, V0, V1\n800FB26C: SLL            V0, V0, 3\n800FB270: LUI            AT, 0x800D\n800FB274: ADDU           AT, AT, V0\n800FB278: LBU            V0, 0x110A (AT) ; P1 Controller\n800FB27C: SLL            V0, V0, 1\n800FB280: LUI            T0, 0x800D\n800FB284: ADDIU          T0, T0, 0x0590\n800FB288: ADDU           V0, V0, T0\n800FB28C: LHU            V0, 0x0000 (V0)\n800FB290: ANDI           V0, V0, 0x0100\n800FB294: BNEZL          V0, UnkJump31\n800FB298: ADDIU          S1, S1, 0x000A\n800FB29C: J              UnkJump13\n800FB2A0: XORI           V0, S5, 0x0001\nUnkJump30:ADDIU          V0, R0, 0xFFFF\n800FB2A8: BNEL           S0, V0, UnkJump13\n800FB2AC: XORI           V0, S5, 0x0001\n800FB2B0: BEQ            S3, S1, UnkJump11\n800FB2B4: MULT           S1, FP\n800FB2B8: MFHI           T0\n800FB2BC: SRA            V1, T0, 2\n800FB2C0: SRA            V0, S1, 31\n800FB2C4: SUBU           V1, V1, V0\n800FB2C8: SLL            V0, V1, 2\n800FB2CC: ADDU           V0, V0, V1\n800FB2D0: SLL            V0, V0, 1\n800FB2D4: SUBU           V0, S1, V0\n800FB2D8: LW             T0, 0x008C (SP)\n800FB2DC: BEQ            T0, V0, UnkJump12\n800FB2E0: SRA            V1, S1, 31\n800FB2E4: J              UnkJump22\n800FB2E8: ADDIU          S1, S1, 0x0001\nUnkJump12:MFHI           T0\n800FB2F0: SRA            V0, T0, 2\n800FB2F4: SUBU           V0, V0, V1\n800FB2F8: BEQ            S7, V0, UnkJump13\n800FB2FC: XORI           V0, S5, 0x0001\n800FB300: ADDIU          S1, S1, 0x000A\nUnkJump22:ADDIU          S0, R0, 0x0005\nUnkJump31:XORI           V0, S5, 0x0001\nUnkJump13:SLTIU          V0, V0, 0x0001\n800FB310: SLTI           V1, S1, 0x0001\n800FB314: AND            V0, V0, V1\n800FB318: BNEZL          V0, UnkJump32\n800FB31C: ADDU           S1, S2, R0\nUnkJump32:XOR            V0, S5, S2\n800FB324: SLTIU          V0, V0, 0x0001\n800FB328: SLT            V1, S2, S1\n800FB32C: AND            V0, V0, V1\n800FB330: BNEZL          V0, UnkJump33\n800FB334: ADDIU          S1, R0, 0x0001\nUnkJump33:BLEZL          S1, UnkJump40\n800FB33C: ADDIU          S1, R0, 0x0001\nUnkJump40:SLT            V0, S2, S1\n800FB344: BNEZL          V0, UnkJump34\n800FB348: ADDU           S1, S2, R0\nUnkJump34:BEQ            S5, S1, UnkJump14\n800FB350: ADDU           S5, S1, R0\n800FB354: JAL            PlaySound\n800FB358: ADDIU          A0, R0, 0x0246\n800FB35C: ADDU           S5, S1, R0\nUnkJump14:ADDIU          A0, SP, 0x0020\n800FB364: LUI            A1, 0x8010\n800FB368: ADDIU          A1, A1, 0x25D0\n800FB36C: JAL            sprintf\n800FB370: ADDU           A2, S1, R0\n800FB374: ADDU           A0, S6, R0\n800FB378: ADDIU          A1, SP, 0x0020\n800FB37C: JAL            0x8005B6BC ; RefreshString\n800FB380: ADDU           A2, R0, R0\n800FB384: ADDU           A0, S6, R0\n800FB388: ADDIU          A1, R0, 0x4003\n800FB38C: ADDIU          A2, R0, 0xFFFF\n800FB390: JAL            0x8005B43C ; RefreshMsgWindow\n800FB394: ADDIU          A3, R0, 0xFFFF\n800FB398: JAL            SleepVProcess\n800FB39C: NOP            \n800FB3A0: J              UnkJump23\n800FB3A4: NOP            \nUnkJump11:JAL            PlaySound\n800FB3AC: ADDIU          A0, R0, 0x0247\n800FB3B0: LW             S0, 0x0084 (SP)\n800FB3B4: ADDU           A0, S0, R0\n800FB3B8: JAL            0x80061A5C\n800FB3BC: ADDU           A1, R0, R0\n800FB3C0: JAL            0x8005F364\n800FB3C4: ADDU           A0, S0, R0\n800FB3C8: JAL            SleepProcess\n800FB3CC: ADDIU          A0, R0, 0x000A\n800FB3D0: LUI            S2, 0x800D\n800FB3D4: ADDIU          S2, S2, 0xD067\n800FB3D8: SUBU           S0, R0, S1\n800FB3DC: LB             A0, 0x0000 (S2)\n800FB3E0: JAL            0x800E1F28 ; ShowPlayerCoinChangeHUD\n800FB3E4: ADDU           A1, S0, R0\n800FB3E8: LB             A0, 0x0000 (S2)\n800FB3EC: ADDU           A1, S0, R0\n800FB3F0: JAL            AdjustPlayerCoinsGradual\n800FB3F4: ADDU           A2, R0, R0\n800FB3F8: ADDU           A0, S4, R0\n800FB3FC: JAL            0x800E1F28 ; ShowPlayerCoinChangeHUD\n800FB400: ADDU           A1, S0, R0\n800FB404: ADDU           A0, S4, R0\n800FB408: ADDU           A1, S0, R0\n800FB40C: JAL            AdjustPlayerCoinsGradual\n800FB410: ADDIU          A2, R0, 0x0001\n800FB414: JAL            SleepProcess\n800FB418: ADDIU          A0, R0, 0x001E\nfinalmsg: ADDIU          A0, R0, 0x0006\n800FB420: ADDIU          A1, R0, 0x4004\n800FB424: JAL            0x800EC4E4 ; OK! Here we go! Let the duel begin!!! msg\n800FB428: ADDIU          A2, R0, 0x0088\n800FB42C: JAL            PlayerIsCPU\n800FB430: ADDIU          A0, R0, 0xFFFF\n800FB434: BEQZ           V0, UnkJump15\n800FB438: SLL            A0, S4, 16\n800FB43C: JAL            PlayerIsCPU\n800FB440: SRA            A0, A0, 16\n800FB444: BEQZ           V0, UnkJump15\n800FB448: NOP            \n800FB44C: LUI            V0, 0x800D\n800FB450: LB             V0, 0xD06E (V0) ; CPU Minigames ON/OFF Address\n800FB454: BEQZ           V0, UnkJump15\n800FB458: ADDIU          V0, R0, 0x0002\n800FB45C: SH             S4, 0x0049 (S2)\n800FB460: J              InitDuelReplica_exit\n800FB464: SH             S1, 0x004B (S2)\nUnkJump15:LUI            AT, 0x800D\n800FB46C: JAL            0x800F7108\n800FB470: SH             R0, 0x037C (AT)\n800FB474: LUI            A0, 0x800D\n800FB478: LB             A0, 0xD067 (A0) ; Current Player Index\n800FB47C: JAL            0x800E11C0\n800FB480: ADDU           A1, S4, R0\n800FB484: JAL            0x8004EE68\n800FB488: ADDU           S0, V0, R0\n800FB48C: ADDU           A0, V0, R0\n800FB490: JAL            0x8004ED30\n800FB494: ADDU           A1, S0, R0\n800FB498: JAL            0x8004EE18\n800FB49C: ADDU           S0, R0, R0\n800FB4A0: ADDIU          V1, R0, 0x0002\n800FB4A4: SLL            V0, S0, 3\nUnkJump35:SUBU           V0, V0, S0\n800FB4AC: SLL            V0, V0, 3\n800FB4B0: LUI            AT, 0x800D\n800FB4B4: ADDU           AT, AT, V0\n800FB4B8: SB             V1, 0x1108 (AT) ; Player Structs\n800FB4BC: ADDIU          S0, S0, 0x0001\n800FB4C0: SLTI           V0, S0, 0x0004\n800FB4C4: BNEZ           V0, UnkJump35\n800FB4C8: SLL            V0, S0, 3\n800FB4CC: LW             T0, 0x0074 (SP)\n800FB4D0: SB             R0, 0x0000 (T0)\n800FB4D4: SLL            V0, S4, 3\n800FB4D8: SUBU           V0, V0, S4\n800FB4DC: SLL            V0, V0, 3\n800FB4E0: ADDIU          V1, R0, 0x0001\n800FB4E4: LUI            AT, 0x800D\n800FB4E8: ADDU           AT, AT, V0\n800FB4EC: SB             V1, 0x1108 (AT) ; Player Structs\n800FB4F0: LUI            V0, 0x800D\n800FB4F4: ADDIU          V0, V0, 0xD0B0\n800FB4F8: SH             S4, 0x0000 (V0)\n800FB4FC: SH             S1, 0x0002 (V0) ; Store Coins At Stake\n800FB500: LW             T0, 0x007C (SP)\n800FB504: BNEZ           T0, UnkJump36\n800FB508: ADDIU          V0, R0, 0x0009\n800FB50C: ADDIU          V0, R0, 0x0008\nUnkJump36:LUI            AT, 0x800D\n800FB514: SW             V0, 0x1240 (AT)\n800FB518: ADDIU          V0, R0, 0x0002\n800FB51C: LUI            AT, 0x8010\n800FB520: SH             V0, 0x5664 (AT)\n800FB524: ADDIU          V0, R0, 0x0001\n800FB528: LUI            AT, 0x8010\n800FB52C: SH             V0, 0x5666 (AT)\n800FB530: ADDIU          V0, R0, 0x0008\n800FB534: LUI            AT, 0x800D\n800FB538: SH             V0, 0x1380 (AT)\n800FB53C: ADDIU          V0, R0, 0x0001\nInitDuelReplica_exit:LW  RA, 0x00B4 (SP)\n800FB544: LW             FP, 0x00B0 (SP)\n800FB548: LW             S7, 0x00AC (SP)\n800FB54C: LW             S6, 0x00A8 (SP)\n800FB550: LW             S5, 0x00A4 (SP)\n800FB554: LW             S4, 0x00A0 (SP)\n800FB558: LW             S3, 0x009C (SP)\n800FB55C: LW             S2, 0x0098 (SP)\n800FB560: LW             S1, 0x0094 (SP)\n800FB564: LW             S0, 0x0090 (SP)\n800FB568: LDC1           F22, 0x00C0 (SP)\n800FB56C: LDC1           F20, 0x00B8 (SP)\n800FB570: JR             RA\n800FB570: ADDIU SP SP 0xD0\n\n\n.align 16\nIsDuelPossible:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\nMOVE S1 A0 ; Copy Index of Duel Type (0 = L5T, 2 = Dueling Glove)\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S4 V0\n\nLHU T0 10(S4) ; Current Player Coins\nBEQZ T0 IsDuelPossible_starcheck ; They have no coins, check Stars\nNOP\n; They have coins, check other player's totals\nLI S0 3 ; Start with Player 4\nIsDuelPossible_coinfindloop:\nBLTZL S0 IsDuelPossible_40coincheck ; Others have no Coins, check if turn player has 40 Coins\nLI V0 1 ; Cancel Duel\n\nLBU T0 29(S4) ; Current Player Index\nBEQL S0 T0 IsDuelPossible_coinfindloop ; If it's the turn player, loop\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; It's a different player\n\nJAL GetPlayerStruct\nMOVE A0 S0 \n\nBNEZ S1 IsDuelPossible_checkoppcoins ; If it's a Dueling Glove, ignore L5T check\nNOP\n; It's a same space L5T duel\nLUI T0 hi(total_turns)\nADDIU T0 T0 lo(total_turns) \nLBU T1 0(T0) ; load Total Turns value\nLBU T0 1(T0) ; load Current Turn value\nSUBU T2 T1 T0 ; Total Turns - Current Turn\n\nSLTI T3 T2 5 ; ON IF 0-4 (Last 5 Turns)\nBEQZ T3 IsDuelPossible_checkoppcoins ; It's not the Last 5 Turns, ignore check\nNOP\n; It's the Last 5 Turns, check if they're in the same space\nLBU T0 15(S4) ; Current Player Chain Index\nLBU T1 15(V0) ; Opponent's Chain Index\n\nBNEL T0 T1 IsDuelPossible_coinfindloop ; They're not in the same chain, loop\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n\nLBU T0 16(S4) ; Current Player Chain Space Index\nLBU T1 16(V0) ; Opponent's Chain Space Index\n\nBNEL T0 T1 IsDuelPossible_coinfindloop ; They're not in the same chain space, loop\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; They're in the same space, continue checks\n\nIsDuelPossible_checkoppcoins:\nLHU T0 10(V0) ; Player Coins\nBEQL T0 R0 IsDuelPossible_coinfindloop ; They have no Coins, loop\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; They have at least a coin, end loop\nJ IsDuelPossible_exit\nLI V0 0 ; Do not cancel duel\n\nIsDuelPossible_40coincheck:\nLHU T0 10(S4) ; Current Player Coins\nSLTI T1 T0 40 ; ON IF 1-39 Coins\nBNEZ T1 IsDuelPossible_starcheck ; They don't have 40 coins, check if they have a Star instead\nNOP\n; They have at least 40 coins\nJ IsDuelPossible_starfindloopsetup ; Check if others have Stars\nNOP\n\nIsDuelPossible_starcheck:\nLBU T0 14(S4) ; Current Player Stars\nBEQL T0 R0 IsDuelPossible_exit ; The Current Player has nothing\nLI V0 1 ; Cancel duel\n; The player has a Star, check if another player have a Star\nIsDuelPossible_starfindloopsetup:\nLI S0 3 ; Start with P4\nIsDuelPossible_starfindloop:\nBLTZL S0 IsDuelPossible_exit ; Other players have no Stars\nLI V0 1 ; Cancel Duel\n\nLBU T0 29(S4) ; Current Player Index\nBEQL S0 T0 IsDuelPossible_starfindloop ; If it's the turn player, loop\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; It's a different player\nJAL GetPlayerStruct\nMOVE A0 S0 \n\nLBU T0 14(V0) ; Player Stars\nBEQL T0 R0 IsDuelPossible_starfindloop ; They have no Stars, loop\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; They have a Star, end loop\nLI V0 0 ; Do not cancel duel\n\nIsDuelPossible_exit:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n.align 16\nBlackColor_ptr:\n.byte 0x1\n\n.align 16 \nWhiteColor_ptr:\n.byte 0x8\n\n.align 16\nSDOptionsToDisable:\n.byte 1,1,1,1,0xFF\n\n.align 16\nSDOptionsToDisable2:\n.byte 1,1,0xFF\n\n.align 16\nSDOptionsToDisable3:\n.byte 1,1,0xFF\n\n.align 16\nSDGetColorFormatter:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\n; 56(SP) First Option Color Pointer\n; 60(SP) Second Option Color Pointer\n; 64(SP) Third Option Color Pointer\n; 68(SP) Fourth Option Color Pointer\nSW S1 40(SP)\nSW S4 36(SP)\n\nMOVE S1 A0 \nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S4 V0 ; Copy to S4\n\nLHU T3 10(V0) ; Current Player's Coins\nLBU T4 14(V0) ; Current Player's Stars\nLBU T0 29(V0) ; Current Player's Index\nSW T3 52(SP) ; Store Current Player's Coins\nSW T4 48(SP) ; Store Current Player's Stars\nSW T0 44(SP) ; Store Current Player's Index\n\nLI S0 0 ; Start with Option 0\nSDGetColorFormatterloop:\nLUI T0 hi(SDOptionsToDisable)\nADDIU T0 T0 lo(SDOptionsToDisable)\nADDU T0 T0 S0 ; Add to get correct Array spot\nLB T1 0(T0) ; Option Index\n\nBLTZ T1 SDGetColorFormatterloopexit ; If -1, the Array is over\nNOP\n; The Array isn't over\n\nLW T2 44(SP) ; Current Player's Index\nBEQL S0 T2 SDGetColorFormatterdonotenablename ; Do not enable if it's the current player\nNOP\n; It's not the current Player\n\nJAL GetPlayerStruct\nMOVE A0 S0 ; Opponent's Player Index\n\nBNEZ S1 SDGetColorFormatter_coincheck ; If it's a Dueling Glove, ignore L5T check\nNOP\n; It's a same space L5T duel\nLUI T0 hi(total_turns)\nADDIU T0 T0 lo(total_turns) \nLBU T1 0(T0) ; load Total Turns value\nLBU T0 1(T0) ; load Current Turn value\nSUBU T2 T1 T0 ; Total Turns - Current Turn\n\nSLTI T3 T2 5 ; ON IF 0-4 (Last 5 Turns)\nBEQZ T3 SDGetColorFormatter_coincheck ; It's not the Last 5 Turns, ignore check\nNOP\n; It's the Last 5 Turns, check if they're in the same space\nLBU T0 15(S4) ; Current Player Chain Index\nLBU T1 15(V0) ; Opponent's Chain Index\n\nBNE T0 T1 SDGetColorFormatterdonotenablename ; They're not in the same chain, do not enable\nNOP\n\nLBU T0 16(S4) ; Current Player Chain Space Index\nLBU T1 16(V0) ; Opponent's Chain Space Index\n\nBNE T0 T1 SDGetColorFormatterdonotenablename ; They're not in the same chain space, do not enable\nNOP\n; They're in the same space, continue checks\n\nSDGetColorFormatter_coincheck:\nLW T2 52(SP) ; Current Player's Coins\nBEQZ T2 SDGetColorFormattercheckstars ; If the current player has 0 coins, do not check coins\nNOP\n; The current player has at least 1 coin\n\nLHU T5 10(V0) ; Coins\nBNEZ T5 SDGetColorFormatterenablename ; If they have coins, enable name\nNOP\n; They have 0 coins, check if current player can Duel for Stars\nLW T2 48(SP) ; Current Player's Stars\nBNEZ T2 SDGetColorFormattercheckstars ; The current player has Stars, check opponent's Stars\nNOP\n; The current player has no Stars, check if they have at least 40 coins\nLW T2 52(SP) ; Curent Player's Coins\nSLTI T8 T2 40 ; ON IF 0-39\nBNEZ T8 SDGetColorFormatterdonotenablename ; The cur player is broke, do not enable name\nNOP\n; They have 40 coins, check opponent's Stars\nSDGetColorFormattercheckstars:\nLBU T2 14(V0) ; Opponent's Stars\nBNEZ T2 SDGetColorFormatterenablename ; Enable name if they have Stars\nNOP\n; Opponent has no Stars, do not enable\nSDGetColorFormatterdonotenablename:\nLUI T0 hi(BlackColor_ptr)\nJ SDGetColorFormatterstorevalues\nADDIU T0 T0 lo(BlackColor_ptr) \n\nSDGetColorFormatterenablename:\nLUI T0 hi(WhiteColor_ptr)\nADDIU T0 T0 lo(WhiteColor_ptr) \n\nSDGetColorFormatterstorevalues:\nLBU T1 0(T0) ; Color Value\nLUI T2 hi(SDOptionsToDisable)\nADDIU T2 T2 lo(SDOptionsToDisable)\nADDU T2 T2 S0 ; Add to get correct Array spot\nSB T1 0(T2) ; Store Color Value\n\nLI T8 4 \nMULT S0 T8 ; Player Index * 4\nMFLO T8 ; Number to add to Stack for Storage (0, 4, 8, 12)\n\nADDIU T5 SP 56 ; Add 56 to get starting Stack Storage address\nADDU T5 T5 T8 ; Add to get correct Stack Storage spot\nSW T0 0(T5) ; Store Color Pointer\nJ SDGetColorFormatterloop\nADDIU S0 S0 1 ; Add 1 to search next Player\n\nSDGetColorFormatterloopexit:\nLW V0 56(SP) ; First Option\nLW V1 60(SP) ; Second Option\nLW T0 64(SP) ; Third Option\nLW T1 68(SP) ; Fourth Option \n\nSDGetColorFormatter_exit:\nLW S1 40(SP)\nLW S4 36(SP)\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA \nADDIU SP SP 80\n\n\n.align 16\nAddColorsToPrompt:\nADDIU SP SP -80\nSW RA 76(SP)\n\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space) ; Parse Destination\nLUI A1 hi(WhosYourOpponent_Prompt)\nADDIU A1 A1 lo(WhosYourOpponent_Prompt) ; String Format\nMOVE A2 V0 ; P1 Color\nMOVE A3 V1 ; P2 Color\nSW T0 16(SP) ; P3 Color\nSW T1 20(SP) ; P4 Color\nJAL sprintf ; Creates String  \nSW R0 24(SP) ; terminator byte\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 = Window ID\n; A1 = Options Array Pointer\n.align 16\nSDDisableOptions:\nADDIU SP SP -72\nSW RA 68(SP)\nSW A0 64(SP) ; Window ID\nSW FP 60(SP) ; Address of Option Disable Array\nSW S0 56(SP)\n\nMOVE FP A1 ; Array Pointer\n\nLI S0 0 ; Start at 0\nloadbyte:\nADDU T2 FP S0 ; Add Loop Counter to get correct Array spot\nLBU T0 0(T2) ; Load Byte of Array\nLI T1 0xFF\nBEQ T0 T1 DisableOptions_exit ; Exit once array is fully checked\nNOP\nLI T1 8 ; Index to not disable\nBEQL T0 T1 loadbyte\nADDIU S0 S0 1 ; Load next Byte\n\nLW A0 64(SP) ; Window ID?\nJAL DisablePromptOption\nMOVE A1 S0 ; Option Index\n\nJ loadbyte\nADDIU S0 S0 1\n\n\nDisableOptions_exit:\nLW S0 56(SP)\nLW FP 60(SP)\nLW A0 64(SP)\nLW RA 68(SP)\nJR RA \nADDIU SP SP 72\n\n; A0 = Chosen Player's Index\n.align 16\nSDGetColorFormatter2:\nADDIU SP SP -60\nSW RA 56(SP)\nSW S3 52(SP)\n\nJAL GetPlayerStruct\nNOP ; A0 = Chosen Player's Index\nMOVE S3 V0 ; Chosen Player's Struct\n\nJAL GetPlayerStruct\nLI A0 -1 ; A0 = Current Player's Index\n\nLHU T3 10(V0) ; Current Player's Coins\nLBU T4 14(V0) ; Current Player's Stars\n\nLUI T7 hi(SDOptionsToDisable2)\nADDIU T7 T7 lo(SDOptionsToDisable2) ; Disable Array\n\nLI T6 8 ; White color index\n\nLHU T5 10(S3) ; Chosen Player's Coins\nBEQZ T5 donotenablecoinduel ; If they have no coins, check Stars\nNOP\n; They have Coins, check the current player's coins\nBEQZ T3 donotenablecoinduel ; If they have no coins, check Stars\nNOP\n; Both players have coins, enable Dueling for Coins\nenablecoinduel:\nLUI V0 hi(WhiteColor_ptr)\nADDIU V0 V0 lo(WhiteColor_ptr) ; First Option (Coins)\nJ checkforstarduel\nSB T6 0(T7) ; enable Coins in Array\n\ndonotenablecoinduel:\nLUI V0 hi(BlackColor_ptr)\nADDIU V0 V0 lo(BlackColor_ptr) ; First Option (Coins)\nLBU T0 0(V0) ; Black Color Index\nSB T0 0(T7) ; Disable Coins in Array\n\ncheckforstarduel:\nLBU T5 14(S3) ; Chosen Player's Stars\nBEQZ T5 donotenablestarduel ; If the opponent has no Stars, do not enable star duel\nNOP\n; Opponent has a Star\nBNEZ T4 enablestarduel ; If the current player has a Star, enable Star duel\nNOP\nSLTI T8 T3 40 ; ON IF 0-39\nBNEZ T8 donotenablestarduel ; If they don't have 40 coins, do not enable\nNOP\n; They have at least 40 coins, enable\nenablestarduel:\nLUI V1 hi(WhiteColor_ptr)\nADDIU V1 V1 lo(WhiteColor_ptr) ; Second Option (Stars)\nJ GetColorFormatter2_exit\nSB T6 1(T7) ; enable P2 in Array\n\ndonotenablestarduel:\nLUI V1 hi(BlackColor_ptr)\nADDIU V1 V1 lo(BlackColor_ptr) ; Second Option (Stars)\nLBU T0 0(V1) ; Black Color Index\nSB T0 1(T7) ; Disable Coins in Array\n\nGetColorFormatter2_exit:\nLW S3 52(SP)\nLW RA 56(SP)\nJR RA \nADDIU SP SP 60\n\n.align 16\nAddColorsToPrompt2:\nADDIU SP SP -80\nSW RA 76(SP)\n\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space) ; Parse Destination\nLUI A1 hi(SelectDuelType_Prompt)\nADDIU A1 A1 lo(SelectDuelType_Prompt) ; String Format\nMOVE A2 V0 ; Coins Color\nMOVE A3 V1 ; Stars Color\nSW R0 16(SP) ; terminator byte\nSW R0 20(SP) \nJAL sprintf ; Creates String  \nSW R0 24(SP)\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n.align 16\nSDGetColorFormatter3:\nADDIU SP SP -60\nSW RA 56(SP)\nSW S3 52(SP)\n\n\nJAL GetPlayerStruct\nLI A0 -1 ; A0 = Current Player's Index\n\nLHU T3 10(V0) ; Current Player's Coins\nLBU T4 14(V0) ; Current Player's Stars\n\nLUI T7 hi(SDOptionsToDisable3)\nADDIU T7 T7 lo(SDOptionsToDisable3) ; Disable Array\n\nLI T6 8 ; White color index\n\nSLTI T8 T3 40 ; ON IF 0-39\nBNEZ T8 donotenable40coins ; If they don't have 40 coins, do not enable 40 Coins\nNOP\n; They have 40 Coins\nenable40coins:\nLUI V0 hi(WhiteColor_ptr)\nADDIU V0 V0 lo(WhiteColor_ptr) ; First Option (Coins)\nJ checkforstarstake\nSB T6 0(T7) ; enable Coins in Array\n\ndonotenable40coins:\nLUI V0 hi(BlackColor_ptr)\nADDIU V0 V0 lo(BlackColor_ptr) ; First Option (Coins)\nLBU T0 0(V0) ; Black Color Index\nSB T0 0(T7) ; Disable Coins in Array\n\ncheckforstarstake:\nBEQZ T4 donotenablestar ; If the current player has no Stars, do not enable Star Duel\nNOP\n; They have a Star\nenablestar:\nLUI V1 hi(WhiteColor_ptr)\nADDIU V1 V1 lo(WhiteColor_ptr) ; Second Option (Stars)\nJ GetColorFormatter2_exit\nSB T6 1(T7) ; enable P2 in Array\n\ndonotenablestar:\nLUI V1 hi(BlackColor_ptr)\nADDIU V1 V1 lo(BlackColor_ptr) ; Second Option (Stars)\nLBU T0 0(V1) ; Black Color Index\nSB T0 1(T7) ; Disable Coins in Array\n\nGetColorFormatter2_exit:\nLW S3 52(SP)\nLW RA 56(SP)\nJR RA \nADDIU SP SP 60\n\n.align 16\nAddColorsToPrompt3:\nADDIU SP SP -80\nSW RA 76(SP)\n\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space) ; Parse Destination\nLUI A1 hi(SelectStarStake_Prompt)\nADDIU A1 A1 lo(SelectStarStake_Prompt) ; String Format\nMOVE A2 V0 ; 40 Coins Color\nMOVE A3 V1 ; Star Color\nSW R0 16(SP) ; terminator byte\nSW R0 20(SP) \nJAL sprintf ; Creates String  \nSW R0 24(SP)\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nDuelAnnouncement_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AIt\\x5Cs time to face off\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Ain a duel\\xC2\\xFF\\x00\"\n\n.align 16\nWhosYourOpponent_Prompt:\n.ascii \"\\x0B\\x1A\\x1A\\x1A\\x1AWho\\x5Cs your opponent\\xC3\\x0A\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"\\x11\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"\\x12\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"\\x13\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"\\x14\\x0D\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CYour Choice\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CView Map\\x0D\\x00\"\n\n.align 16\nSelectDuelType_Prompt:\n.ascii \"\\x0B\\x1A\\x1A\\x1A\\x1AWhat do you want from them\\xC3\\x0A\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"Coins\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"Stars\\x0D\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CGo Back\\x0D\\x00\"\n\n.align 16\nSelectStarStake_Prompt:\n.ascii \"\\x0B\\x1A\\x1A\\x1A\\x1AWhat will you put at stake\\xC3\\x0A\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"\\x29\\x3E40\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"Star\\x0D\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CGo Back\\x0D\\x00\""},"Item Space Change":{"language":0,"code":"; NAME: Item Space Change\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\nLUI T0 hi(0x800FE470)\nADDIU T0 T0 lo(0x800FE470) ; Instruction for Item Space's Question/Minigame Number Generator\n;LW T0 0(T0) ; Boo Event Address\n;LI T1 0xE8D0 ; Amount to subtract from address\n;SUBU T2 T0 T1 ; Boo Event Pointer - T1 = Item Space BEQ Instruction\n\nLUI T6 hi(ItemSpaceHook)\nADDIU T6 T6 lo(ItemSpaceHook)\nLW T6 0(T6)\n\n;LUI T2 0x800E\n;ORI T2 T2 0xEFD0 ; Instruction at the end of number generating code\nSW T6 0(T0) ; Insert Hook\n;SW R0 4(T7) ; Insert NOP Below\n\n\n\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n.align 16\nItemSpaceHook:\nJAL GetRandRigged\n\n.align 16\nGetRandRigged:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\n\n\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 5 \nDIVU V0 T0 ; Divide by 5\nMFHI S0 ; Remainder at V0 (0-4)\n\nLI T0 2\nBEQL S0 T0 GetRandRigged_exit\nLI S0 0 ; If 2, change to 0 for Toad\nLI T0 3\nBEQL S0 T0 GetRandRigged_exit\nLI S0 1; If 3, change to 1 for Baby Bowser\n; Do not change\n\nGetRandRigged_exit:\nMOVE V0 S0\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"Lucky Lamp Fix":{"language":0,"code":"; NAME: Lucky Lamp Fix\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\nLI T0 0x800977C4 ; Island Host Model Array Pointer \n\nLW S0 0(T0) ; Model Pointer for Clyde \nLUI S6 hi(Instruction1)\nADDIU S6 S6 lo(Instruction1)\n\nANDI T4 S0 0xFFFF ; lower part of the address\nSH T4 6(S6) ; Store upper 4 \n\nLI T5, 0xFFFF0000\nAND T5 T5 S0 ; upper part of the address\nSRL T5 T5 16 ; Shift Right by 16\nSH T5 2(S6) ; Store lower 4\n\nLI T0 0x80102C98 ; Lucky Lamp Func Pointer \nLW T1 0(T0) ; Lucky Lamp Location\nLI T2 0x0830 ; Difference between Lucky Lamp and the instruction\nADDU T1 T1 T2 ; Address of the instruction to overwrite\n\nLW T2 0(S6) ; Load instruction 1\nLW T3 4(S6) ; Load instruction 2\n\nSW T2 0(T1) ; Replace instruction 1\nSW T3 4(T1) ; Replace instruction 2\n\n\nLUI T6 hi(IslandHostHook)\nADDIU T6 T6 lo(IslandHostHook)\nLW T6 0(T6)\nLI T2 0x0950 ; Difference between Lucky Lamp and Instruction \nLW T0 0(T0)\nADDU T7 T2 T0 ; Add to get address of instruction before star spawn change is called\nSW T6 0(T7) ; Insert Hook\n\n\n\n\n\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n.align 16\nInstruction1:\nLUI S0 0x0000\nORI S0 S0 0x0000\n\n.align 16\nIslandHostHook:\nJAL ChangeIslandHost\n\n.align 16\nChangeIslandHost:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S5 72(SP)\nSW S0 68(SP)\nSW S1 64(SP)\nSW S7 60(SP)\nSW S3 56(SP)\n\nLI S0 0 ; Loop counter\nfindghostloop:\nLUI S1 hi(GhostWarp_Array0)\nADDIU S1 S1 lo(GhostWarp_Array0)\nSLL T0 S0 5 ; Multiply by 32\nADDU S5 S1 T0 ; Add to get True Array Pointer\n\nLI S7 0 ; Array Loop Counter\nfindghostarray:\nADDU T0 S5 S7 ; Add to get correct Array spot\nLBU T1 0(T0) ; Array Space Index\n\nBEQL T1 R0 findghostloop ; If 0, this is the end of the array\nADDIU S0 S0 1 ; Add 1 to find next Array\n; Space Index was found, check if Ghost is there\n\nLI T0 0x800CD096 ; Orange Ghost Space Index Address\nADDU T2 T0 R0 \nLBU T2 0(T2) ; Ghost Space Index\n\nBNEL T1 T2 findghostarray ; If not equal, search next array spot\nADDIU S7 S7 1 ; Add 1 to get next Array spot\n; This is Ghost's Space, S0 is the Array Index\n\nLUI T0 hi(GhostWarpIndex_Array)\nADDIU T0 T0 lo(GhostWarpIndex_Array)\nADDU T0 T0 S0 ; Add to get correct Array spot\nLBU T1 0(T0) ; Index of Array to use for destination\n\nSLL T2 T1 5 ; Multiply by 32\nADDU S1 S1 T2 ; Add to get correct Array to use for Destination\n\nBEQL T1 R0 determinedestination\nLI S3 16 ; ARRAY LENGTH\nLI T5 1\nBEQL T1 T5 determinedestination\nLI S3 16 ; ARRAY LENGTH\nLI T5 2\nBEQL T1 T5 determinedestination\nLI S3 22 ; ARRAY LENGTH\n; It's 3, use last array's length\nLI S3 15 ; ARRAY LENGTH\n\ndeterminedestination:\nJAL GetRandomByte\nNOP\nDIVU V0 S3 ; Divide by Array length to get Array spot\nMFHI V0\n\nADDU S1 S1 V0 ; Add to get correct spot in Destination Array\n\nLI T0 0x800CD096 ; Clyde's Address\nLBU T2 0(S1) ; Destination Space Index\nSB T2 0(T0) ; Store new Ghost Space Index\n\n\nChangeIslandHost_exit:\nLI A0 0 ; Change back to what it used to be before returning\nLI A1 0 ; Change back to what it used to be before returning\nLW RA 76(SP)\nLW S5 72(SP)\nLW S0 68(SP)\nLW S1 64(SP)\nLW S7 60(SP)\nLW S3 56(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nGhostWarpIndex_Array:\n.byte 2,3,0,1\n\n.align 32\nGhostWarp_Array0:\n.byte 15,16,17,18,19,20,112,22,23,111,28,27,26,110,24,30\n\n.align 32\nGhostWarp_Array1:\n.byte 31,32,41,43,44,46,5,34,35,36,113,37,39,40,57,58\n\n.align 32\nGhostWarp_Array2:\n.byte 59,61,62,63,6,65,80,81,66,3,67,68,69,71,106,77,78,79,75,74,73,72\n\n.align 32\nGhostWarp_Array3:\n.byte 82,83,89,90,91,94,95,97,98,2,8,10,11,12,13"},"Ghost Introduction":{"language":0,"code":"; NAME: Ghost Introduction\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S4 V0\n\nLBU T0 29(S4) ; Current Player Index\nBNEZ T0 exit ; Exit if it's not P1\nNOP\n; It's P1, check turn number\n\nLI S0 3 ; Loop Counter\nturnnumberloop:\nBLTZ S0 exit ; exit if all turn numbers were checked \nNOP\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T1 0(T0) ; Current Turn Number\n\nLUI T0 hi(GhostIntroTurn_Array)\nADDIU T0 T0 lo(GhostIntroTurn_Array)\nADDU T0 T0 S0 ; Add to get correct spot in Array\nLBU T2 0(T0) ; Intro Turn Array\n\nBNEL T1 T2 turnnumberloop ; loop if it's not one of the intro turns\nADDIU S0 S0 -1 ; Subtract 1 from Loop Counter\n; A new Ghost should be arriving now\n\nLI A0 0 ; \nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL SetCameraType\nLI A0 0 ; Free Roam Camera\n\nLUI T0 0x800C\nORI T0 T0 0xD096\nADDU T0 T0 S0 ; Add to get correct Space Index \nJAL cameramain\nLBU A0 0(T0) ; Space Index \n\nLI T0 0x800977C4 ; Address of stored model pointers\nSLL A0 S0 2 ; Multiply by 4\nADDU S6 T0 A0 ; Ghost Model pointer address\nLW S6 0(S6) ; Ghost Model Data\n\nSW R0 132(S6) ; Make Model Size Multiplier 0\n\n;LI S0 9 ; Loop Counter\n;sizedecreaseloop:\n;BLTZ S0 sizedecreaseloop_exit\n;NOP\n\n;LW S7 36(S6) ; Width float\n;MTC1 S7 F0\n;LI T0 0xbe4ccccd ; -0.2\n;MTC1 T0 F2\n;ADD.S F0 F0 F2 ; Add to size multiplier\n;SWC1 F0 36(S6) ; Store new size Multiplier\n\n;LW S7 40(S6) ; Size Multiplier?\n;MTC1 S7 F0\n;LI T0 0xbe4ccccd ; -0.2\n;MTC1 T0 F2\n;ADD.S F0 F0 F2 ; Add to size multiplier\n;SWC1 F0 40(S6) ; Store new size Multiplier\n\n;LW S7 44(S6) ; Size Multiplier?\n;MTC1 S7 F0\n;LI T0 0xbe4ccccd ; -0.2\n;MTC1 T0 F2\n;ADD.S F0 F0 F2 ; Add to size multiplier\n;SWC1 F0 44(S6) ; Store new size Multiplier\n\n;JAL SleepVProcess\n;NOP\n\n;J sizedecreaseloop\n;ADDIU S0 S0 -1 ; Subtract 1 from Loop Counter\n\n;sizedecreaseloop_exit:\nLI A0 0 ; \nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL PlaySound\nLI A0 0x125 ; Beeg sfx\n\nMOVE S2 S0 ; Store Ghost Index in S2\n\nLI S0 24 ; Loop Counter\nsizeincreaseloop:\nBLTZ S0 sizeincreaseloop_exit\nNOP\n\nLW S7 132(S6) ; Width float\nMTC1 S7 F0\nLI T0 0x3d23d70a ; 0.04\nMTC1 T0 F2\nADD.S F0 F0 F2 ; Add to size multiplier\nSWC1 F0 132(S6) ; Store new size Multiplier\n\n;LW S7 40(S6) ; Size Multiplier?\n;MTC1 S7 F0\n;LI T0 0x3d23d70a ; 0.04\n;MTC1 T0 F2\n;ADD.S F0 F0 F2 ; Add to size multiplier\n;SWC1 F0 40(S6) ; Store new size Multiplier\n\n;LW S7 44(S6) ; Size Multiplier?\n;MTC1 S7 F0\n;LI T0 0x3d23d70a ; 0.04\n;MTC1 T0 F2\n;ADD.S F0 F0 F2 ; Add to size multiplier\n;SWC1 F0 44(S6) ; Store new size Multiplier\n\nJAL SleepVProcess ; Sleep 1 Frame\nNOP\n\nJ sizeincreaseloop\nADDIU S0 S0 -1 ; Subtract 1 from Loop Counter\n\nsizeincreaseloop_exit:\n; Prepare message\nLI S0 0 ; Player Index\nfindhumanplayerloop:\nLI T0 4 \nBEQL S0 T0 findhumanplayer_exit\nLI S0 0 ; If no human Player is found, set it back to Player 1 \n\nJAL PlayerIsCPU ; 1 if CPU\nMOVE A0 S0 \n\nBNEZL V0 findhumanplayerloop ; If it's a CPU, check next player\nADDIU S0 S0 1 ; Add 1 to search next player\n\nfindhumanplayer_exit:\nLI T0 0x800CD067 ; Current Player Index\nSB S0 0(T0) ; Change active player to a human player\n\nLUI A1 hi(ClydeIntro_Message) \nADDIU A1 A1 lo(ClydeIntro_Message)\nBEQZ S2 displaymessage\nNOP\nLUI A1 hi(PinkyIntro_Message) \nADDIU A1 A1 lo(PinkyIntro_Message)\nLI T0 1\nBEQ S2 T0 displaymessage\nNOP\nLUI A1 hi(BlinkyIntro_Message) \nADDIU A1 A1 lo(BlinkyIntro_Message)\nLI T0 2\nBEQ S2 T0 displaymessage\nNOP\nLUI A1 hi(InkyIntro_Message) \nADDIU A1 A1 lo(InkyIntro_Message)\n\ndisplaymessage:\nSW R0 16(SP) ; \nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0 ; \nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nLI T0 0x800CD067 ; Current Player Index\nSB R0 0(T0) ; Change active player to a human player\n\nJAL SetCameraType\nLI A0 1 ; Follow Player Camera\n\nLI A0 0 ; \nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLI V0 0x80097834 ; Ghost Resizing Flag address\nADDU V0 V0 S2 ; Add Ghost Index to get correct Flag Address\nLI T0 1 ; Flag \nSB T0 0(V0) ; Flag so Model doesn't resize when coming back from cutscenes\n\n\n\n\nexit:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n.align 16\nGhostIntroTurn_Array:\n.byte 1,4,7,10\n\n.align 16\nClydeIntro_Message:\n.ascii \"CLYDE\\x7B I\\x5Cm supposed to be selling \\x07Stars\\x08\\x82\\x0A\"\n.ascii \"but I\\x5Cve seen what these people did to\\x0A\"\n.ascii \"Bowser on Mario Party 2\\x85 I need to hide\\x85\\x85\\x85\\xFF\\x00\"\n\n.align 16\nPinkyIntro_Message:\n.ascii \"PINKY\\x7B Hee hee\\x82 they\\x5Cll never be able to avoid\\x0A\"\n.ascii \"me if I approach them from the front\\x85\\x0A\"\n.ascii \"I\\x5Cll make so many \\x03coins\\x08 for the boss\\xC2\\xFF\\x00\"\n\n.align 16\nBlinkyIntro_Message:\n.ascii \"BLINKY\\x7B Time to get down to business\\x85\\x0A\"\n.ascii \"Once I take all their \\x03items\\x08\\x82 they\\x5Cll have no\\x0A\"\n.ascii \"way to escape any of us\\x85 Hah hah hah\\xC2\\xFF\\x00\"\n\n.align 16\nInkyIntro_Message:\n.ascii \"INKY\\x7B Sorry I\\x5Cm late\\x82 Blinky\\xC2 I got the\\x0A\"\n.ascii \"bag of \\x01Stars\\x08 you left me\\xC2 I\\x5Cll be sure\\x0A\"\n.ascii \"to give one to everyone I meet\\xC2\\xFF\\x00\"\n\n\n.align 16\ncameramain:\nADDIU sp, sp, -0x30\nSW ra, 0x0020 (sp)\nSW s0, 0x0024 (sp)\n\n;LI a0, test1\nJAL setCameraPosToSpace\nNOP\n\nLW ra, 0x0020 (sp)\nLW s0, 0x0024 (sp)\nJR RA\nADDIU sp, sp, 0x30\n\ngetSpaceVec3f:\nADDIU sp, sp, -0x20\nSW ra, 0x0018 (sp)\nJAL GetSpaceData\nNOP\nADDIU v0, v0, 8 //now points to XYZ of space\nLW ra, 0x0018 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\nsetCameraCoords: //takes 1 arg0, Vec3f*\nLI t0, 0x801049F0\nLW t1, 0x0000 (a0) //load X\nSW t1, 0x0000 (t0) //store X\nLW t1, 0x0004 (a0) //load Y\nJR RA\nSW t1, 0x0004 (t0) //store Z\n\nsetCameraPosToSpace: //takes arg a0, space id\nADDIU sp, sp, -0x28\nSW ra, 0x0020 (sp)\n\nJAL getSpaceVec3f\nNOP\n\nDADDU a0, r0, r0\nLI a2, tempVec2f\nJAL 0x8001291C //Convert3DTo2D\nADDU a1, v0, r0\n\nLI a0, tempVec2f\nLI a1, posOffset\nLWC1 f0, 0x0000 (a0)\nLWC1 f2, 0x0000 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0000 (a0)\nLWC1 f0, 0x0004 (a0)\nLWC1 f2, 0x0004 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0004 (a0)\nJAL setCameraCoords\nNOP\n\nLW ra, 0x0020 (sp)\nJR RA\nADDIU sp, sp, 0x28\n\n\ntempVec2f:\n.word 0, 0\n\nposOffset:\n.float 10.0, 4.0\n\n.align 16\nGetChainAndSpaceIndexFromAbsSpaceIndex:\n//takes arg a0, abs_space_index\n//returns chain_index to v0\n//returns space_index to v1\nADDIU sp, sp, -0x40 \nSW ra, 0x0018 (sp)\nSW s0, 0x001C (sp)\nSW s1, 0x0020 (sp)\nSW s2, 0x0024 (sp)\nSW s3, 0x0028 (sp)\nSW s4, 0x002C (sp)\nSW s5, 0x0030 (sp)\nSW s6, 0x0034 (sp)\nORI s3, r0, 0x0000 //init s3 to 0\nADDIU s4, r0, 0xFFFF //init s4 to FFFF, loop1 counter\nLUI s0, 0x8010\nLW s0, 0x5218 (s0) //load ptr to beginning of hydrated chains ptr\nDADDU s1, a0, r0 ;move abs_space_index to s0\nLoop:\nADDIU s4, s4, 0x0001 //add 1 to current loop total\nLHU s2, 0x0000 (s0) //load total number of space_indicies in chain\nBEQ s2, r0, error\nNOP\nORI t0, r0, 0x0000 //going to be used for loop 2 counter\nLW s3, 0x0004 (s0) //load pointer that points to abs space_indicies for current chain in loop\nLoop2:\n//\nLHU t1, 0x0000 (s3) //load abs value from hydrated chain\nBEQ t1, s1, isabs\nNOP\nADDIU t0, t0, 0x0001 //add 1 to loop2 counter\nBEQ t0, s2, backtoLoop1\nNOP\nBEQ r0, r0, Loop2\nADDIU s3, s3, 0x0002\nreturnvalues:\n//\nexit_func:\nLW ra, 0x0018 (sp)\nLW s0, 0x001C (sp)\nLW s1, 0x0020 (sp)\nLW s2, 0x0024 (sp)\nLW s3, 0x0028 (sp)\nLW s4, 0x002C (sp)\nLW s5, 0x0030 (sp)\nLW s6, 0x0034 (sp)\nJR RA\nADDIU sp, sp, 0x40\nerror:\nORI v0, r0, 0xFFFF //error, return FFFF\nBEQ r0, r0, exit_func\nORI v1, r0, 0xFFFF //error, return FFFF\nisabs:\n//s4 holds current chain index\n//t1 holds current space index in chain\nADD v0, s4, r0 //move chain index to v0\nBEQ r0, r0, exit_func\nADD v1, t0, r0 //move space_index to v1\nbacktoLoop1:\nBEQ r0, r0, Loop\nADDIU s0, s0, 0x0008 //advance to next hydrated chains ptr"},"Game Guy's Panel Flip":{"language":0,"code":"; NAME: Game Guy's Panel Flip\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|CameraPos\n; PARAM: Space|GameGuy\n; PARAM: Space[]|PlayerSpaces\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\nLUI T0 hi(total_turns)\nADDIU T0 T0 lo(total_turns) \nLBU T1 0(T0) ; load Total Turns value\nLBU T0 1(T0) ; load Current Turn value\nADDIU T1 T1 -4 ; Subtract 4 to test L5T\n\nBNE T1 T0 exit ; If not last 5 turns, exit\nNOP\n\nJAL GetPlayerStruct\nLI A0 -1 \nMOVE S4 V0\n\nLBU T0 29(S4) ; Current Player Index\n\nBNEZ T0 exit ; exit if it's not P1's turn\nNOP\n; It's P1's turn\n\nJAL PlayMusic\nLI A0 67 ; Game Guy Minigame\n\nJAL PlaySound\nLI A0 0x248 ; Crowd Cheering\n\nLI A0 9 ; Game Guy Fade\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 45 ; Frames\n\nJAL SetCameraType\nLI A0 0 ; Free Roam Camera\n\nJAL cameramain\nLI A0 CameraPos\n\n;LI A0 0x3f800000 ; 1.0\n;JAL 0x800E8DD4 ; SetCameraZoomValue?\n;MTC1 A0 F12 ; Store Zoom Value for camera\n\nJAL GetSpaceData\nLI A0 GameGuy ; Ghost Space Index\nMOVE S3 V0 ; Space Data pointer\n\nLI A0 62 ; Game Guy ID\nJAL 0x800D90C8 \nLI A1 0\nSW V0 64(SP) ; Save model pointer\n\nLUI T2 hi(NewModelCoords)\nADDIU T2 T2 lo(NewModelCoords)\nMOVE A1 S3 ; Space data pointer\nADDIU A1 A1 8 ; xpos float\nLW T0 4(A1) ; Z Pos value?\nSW T0 4(T2) ; Store Z Pos on NewModelCoords?\nLW T0 8(A1) ; Y Pos value?\nSW T0 8(T2) ; Store Y Pos Value\nLW T1 0(A1) ; X Pos value\nSW T1 0(T2) ; Store X Pos Value\n\nMOVE A0 V0\nADDIU A0 A0 12 \nJAL 0x80089A20 ; SetModelOnBoard\nMOVE A1 T2 ; NewModelCoords pointer\n\nLI S0 3 ; Start with P4\nvisualwarploop:\nBLTZ S0 fadein ; Exit once all players are warped\nNOP\n\nLUI T0 hi(current_player_index)\nADDIU T0 T0 lo(current_player_index)\nSB S0 0(T0) ; Change turn player to make idle animation\n\nMOVE A0 S0 ; Player Index\nLI A1 -1 ; Idle Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLUI T0 hi(PlayerSpaces_Array)\nADDIU T0 T0 lo(PlayerSpaces_Array)\nADDU T0 T0 S0 ; Add to get correct player's space to stand on \n\nMOVE A0 S0 ; Player Index\nJAL WarpPlayerVisually\nLBU A1 0(T0) ; Space Index\n\nJ visualwarploop\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n\nfadein:\nLI A0 9 ; Game Guy Fade\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\n\nLI S0 0 ; Player Index\nfindhumanplayerloop:\nLI T0 4 \nBEQL S0 T0 findhumanplayer_exit\nLI S0 0 ; If no human Player is found, set it back to Player 1 \n\nJAL PlayerIsCPU ; 1 if CPU\nMOVE A0 S0 \n\nBNEZL V0 findhumanplayerloop ; If it's a CPU, check next player\nADDIU S0 S0 1 ; Add 1 to search next player\n\nfindhumanplayer_exit:\nLI T0 0x800CD067 ; Current Player Index\nSB S0 0(T0) ; Change active player to a human player\n\nLUI A1 hi(GameGuyIntro_Message)\nJAL ShowMessage_Function\nADDIU A1 A1 lo(GameGuyIntro_Message)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 10 ; Character image (Game Guy)\nLUI A1 hi(GameGuyIntro_Prompt)\nADDIU A1 A1 lo(GameGuyIntro_Prompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0 \n\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 1 ; CPU will always say NO\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the outcome based on the choice.\nLI A0 1\nBEQ S0 A0 no\nNOP\n; yes\n\nLUI A1 hi(GameGuyExplanation1_Message)\nJAL ShowMessage_Function\nADDIU A1 A1 lo(GameGuyExplanation1_Message)\n\nLUI A1 hi(GameGuyExplanation2_Message)\nJAL ShowMessage_Function\nADDIU A1 A1 lo(GameGuyExplanation2_Message)\n\nLUI A1 hi(GameGuyExplanation3_Message)\nJAL ShowMessage_Function\nADDIU A1 A1 lo(GameGuyExplanation3_Message)\n\nLUI A1 hi(GameGuyExplanation4_Message)\nJAL ShowMessage_Function\nADDIU A1 A1 lo(GameGuyExplanation4_Message)\n\n\nno:\nJAL PlaySound\nLI A0 0x251 ; START\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLI S0 3 ; Start with the last player to flip\nLI S6 3 ; Start looking for 4th Place\nLI S7 99 ; Loop Counter\nsetturnorderloop:\nBLTZ S0 setturnorderloop_exit ; exit once the array is filled\nNOP\nBLTZL S7 setturnorderresetloop ; loop to check next placing\nADDIU S6 S6 -1 ; Subtract 1 to find next placing\n\nJAL GetRandomByte\nNOP\nLI T0 4 ; 4 Players\nDIVU V0 T0\nMFHI S3 ; Player Index (0-3)\n\nJAL GetPlayerPlacement ; Placing at V0 (0-3)\nMOVE A0 S3 ; Player Index\n\nBNEL V0 S6 setturnorderloop ; loop if this player is not in the placing being searched\nADDIU S7 S7 -1 ; Subtract 1 from loop counter\n; The player is in this placing\nLUI T0 hi(CanSkip_Array)\nADDIU T0 T0 lo(CanSkip_Array)\nADDU T0 T0 S3 ; Add to get correct spot in Array\nLBU T2 0(T0) ; Load CanSkip Flag for this Player\n\nBNEZL T2 setturnorderloop ; This player has already been put in the turn order, loop\nADDIU S7 S7 -1 ; Subtract 1 from loop counter\n; This player hadn't been put in the turn order, turn flag on\nLI T1 1 ; Turn Flag ON\nSB T1 0(T0) ; Set Player to be able to Skip once\n\nLUI T0 hi(TurnOrder_Array)\nADDIU T0 T0 lo(TurnOrder_Array)\nADDU T0 T0 S0 ; Add to get correct spot in Array\nSB S3 0(T0) ; Insert Player Index in Array\n\nJ setturnorderloop\nADDIU S0 S0 -1 ; Subtract 1 to store in the next array spot\n\nsetturnorderresetloop:\nJ setturnorderloop\nLI S7 99 ; Reset loop counter back to 99\n\nsetturnorderloop_exit:\nLI S0 20 ; Loop Counter\npanelnumberloop:\nBLTZ S0 panelnumberloop_exit ; Exit once all numbers are placed\nNOP\nJAL GetRandomByte\nNOP\nLI T0 21 ; 21 panels total\nDIVU V0 T0 ; Divide by 21\nMFHI V0 ; 0-20\n\nLUI T0 hi(PanelNumbersStatic_Array)\nADDIU T0 T0 lo(PanelNumbersStatic_Array)\nADDU T0 T0 V0 ; Add number to get correct Array spot\n\nLB T1 0(T0) ; Panel Value from Array\nBLTZ T1 panelnumberloop ; This number has been taken already, loop\nNOP\n; This number has not been taken yet\n\nLUI T2 hi(PanelNumbers_Array)\nADDIU T2 T2 lo(PanelNumbers_Array)\nADDU T2 T2 S0 ; Add number to get correct Array spot\nSB T1 0(T2) ; Store Panel Number in Order Array\nLI T3 0xFF ; No Panel \nSB T3 0(T0) ; Delete from Static Array\n\nJ panelnumberloop\nADDIU S0 S0 -1 ; Subtract 1 from loop counter\n\n\npanelnumberloop_exit:\nLI S0 0 ; Start with 1st Player In Game Order\nLI S6 0 ; Current Panel to flip\nLI S7 0 ; Combined Numbers of Panels Flipped\n\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP)\nLUI A0 hi(CurrentNumberTotal_Pointer)\nADDIU A0 A0 lo(CurrentNumberTotal_Pointer)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nMOVE A2 S7 ; Combined Numbers of Panels Flipped\nJAL sprintf\nLI A3 0 ; \n\nturnorderloop:\nJAL RefreshOptionArray\nNOP\n\nLUI T0 hi(TurnOrder_Array)\nADDIU T0 T0 lo(TurnOrder_Array)\nADDU T0 T0 S0 ; Add to get correct player index in Array\nLB S3 0(T0) ; Player Index\n\nBLTZL S3 turnorderloop ; Loop back\nLI S0 0 ; Set back to the 1st Player in Game Order\n\nLUI T0 hi(current_player_index)\nADDIU T0 T0 lo(current_player_index)\nSB S3 0(T0) ; Make this the current player\n\nJAL GetPlayerStruct\nMOVE A0 S3 ; Player Index\nMOVE S3 V0 ; Struct at S3\n\nJAL GetColorFormatter\nLBU A0 29(S3) ; Player Index\n\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP)\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space)\nLUI A1 hi(FlipOrSkip_Prompt)\nADDIU A1 A1 lo(FlipOrSkip_Prompt)\nMOVE A2 V0 ; Option 1 Color\nJAL sprintf\nMOVE A3 V1 ; Option 2 Color\n\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 10; Character image (Game Guy)\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nLBU T0 3(S3) ; Player Character\nADDIU A2 T0 0x1C00 ; Character Name\nLUI A3 hi(CurrentNumberTotal_Pointer)\nADDIU A3 A3 lo(CurrentNumberTotal_Pointer)\nJAL ShowMessage\nSW R0 16(SP) ; \n\nJAL DisableOptions\nNOP\n\nJAL PlayerIsCPU ; 1 if CPU\nLI A0 -1 ; Current player\n\nBEQZ V0 ogignoreaichoice\nNOP\n\nJAL AIChoiceFlipSkip\nNOP\n\nogignoreaichoice:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0\nMOVE FP V0 ; S0 now has the chosen option index\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0\nBEQ FP A0 flip\nNOP\n; They skipped\nLUI T2 hi(CanSkip_Array)\nADDIU T2 T2 lo(CanSkip_Array)\nLBU T3 29(S3) ; Player Index\nADDU T2 T2 T3 ; Add Player Index to get correct Array Spot\nSB R0 0(T2) ; Eliminate ability to Skip again\n\nJ turnorderloop\nADDIU S0 S0 1 ; Add 1 to get next player in the rotation\n\n\nflip:\nSLTI T0 S7 15 ; ON IF 0-14\nBEQZ T0 addsuspense\nNOP\n; No need to add suspense\n\naddpanelvalue:\nLUI T2 hi(PanelNumbers_Array)\nADDIU T2 T2 lo(PanelNumbers_Array)\nADDU T2 T2 S6 ; Add to get correct panel to flip\nLBU S5 0(T2) ; Number behind the panel\n\nADDU S7 S7 S5 ; Add value of panel flipped to total\n\nSLTI T0 S7 21 ; ON IF 0-21\nBEQZ T0 skipreplayingmusic ; Do not replay music if the game ended\nNOP\n\nJAL PlayMusic\nLI A0 67 ; Game Guy Minigame\n\nskipreplayingmusic:\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP)\nLUI A0 hi(CurrentNumberTotal_Pointer)\nADDIU A0 A0 lo(CurrentNumberTotal_Pointer)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nMOVE A2 S7 ; Combined Numbers of Panels Flipped\nJAL sprintf\nLI A3 0 ; \n\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP)\nLUI A0 hi(PanelFlippedNumber_Pointer)\nADDIU A0 A0 lo(PanelFlippedNumber_Pointer)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nMOVE A2 S5 ; Panel Flipped Number\nJAL sprintf\nLI A3 0 ; \n\nLI T0 21 ; Winning Number\nBEQ S7 T0 winner ; If it's exactly 21, the player won\nNOP\nSLTI T0 S7 21 ; ON IF 0-20\nBEQZ T0 loser ; If OFF, this player went over 21\nNOP\n; This player did not win or lose, display regular message\n\nLBU A0 29(S3) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 10 ; Character image (Game Guy)\nLUI A1 hi(PanelFlipAnnouncement_Message)\nADDIU A1 A1 lo(PanelFlipAnnouncement_Message)\nLUI A2 hi(PanelFlippedNumber_Pointer)\nADDIU A2 A2 lo(PanelFlippedNumber_Pointer)\nLUI A3 hi(CurrentNumberTotal_Pointer)\nADDIU A3 A3 lo(CurrentNumberTotal_Pointer)\nLBU T0 3(S3) ; Player Character\nADDIU T0 T0 0x1C00 ; Character Name\nJAL ShowMessage\nSW T0 16(SP) ; \n\nLBU A0 29(S3) ; Player Index\nLI A1 -1 ; Idle\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nADDIU S0 S0 1 ; Add 1 to get next player's turn\nJ turnorderloop\nADDIU S6 S6 1 ; Add 1 to search next panel\n\naddsuspense:\nJAL PlayMusic \nLI A0 73 ; Drumroll\n\nJAL SleepProcess\nLI A0 120 ; 4 Seconds\n\nJ addpanelvalue\nNOP\n\n\n\n\n\nwinner:\nJAL PlaySound\nLI A0 0x253 ; FINISH!\n\nJAL SleepProcess\nLI A0 60 ; Frames\n\nJAL PlayMusic\nLI A0 115 ; Game Guy Win Fanfare\n\nLBU A0 29(S3) ; Player Index\nLI A1 6 ; Star Get Dance\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop\n\nLBU T0 3(S3) ; Player Character\nJAL PlaySound\nADDIU A0 T0 0x290 ; I'm the Best (Mario)\n\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 10 ; Character image (Game Guy)\nLUI A1 hi(PanelFlipAnnouncementWinner_Message)\nADDIU A1 A1 lo(PanelFlipAnnouncementWinner_Message)\nLUI A2 hi(PanelFlippedNumber_Pointer)\nADDIU A2 A2 lo(PanelFlippedNumber_Pointer)\nLUI A3 hi(CurrentNumberTotal_Pointer)\nADDIU A3 A3 lo(CurrentNumberTotal_Pointer)\nLBU T0 3(S3) ; Player Character\nADDIU T0 T0 0x1C00\nJAL ShowMessage\nSW T0 16(SP) ; Character Name\n\nJAL SleepProcess\nLI A0 95 ; Frames\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlayMusic\nLI A0 70 ; Winner Theme\n\nLI S1 15 ; Coins for Winner\nJ payoutsetup\nLI S2 -5 ; Coins for Losers\n\n\nloser:\nJAL PlaySound\nLI A0 0x253 ; FINISH!\n\nJAL SleepProcess\nLI A0 60 ; Frames\n\nJAL PlayMusic\nLI A0 113 ; Game Guy Lose Fanfare\n\nLBU A0 29(S3) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 10 ; Character image (Game Guy)\nLUI A1 hi(PanelFlipAnnouncementLoser_Message)\nADDIU A1 A1 lo(PanelFlipAnnouncementLoser_Message)\nLUI A2 hi(PanelFlippedNumber_Pointer)\nADDIU A2 A2 lo(PanelFlippedNumber_Pointer)\nLUI A3 hi(CurrentNumberTotal_Pointer)\nADDIU A3 A3 lo(CurrentNumberTotal_Pointer)\nLBU T0 3(S3) ; Player Character\nADDIU T0 T0 0x1C00\nJAL ShowMessage\nSW T0 16(SP) ; Character Name \n\nJAL SleepProcess\nLI A0 95 ; Frames\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlayMusic\nLI A0 71 ; Loser Theme\n\nLI S1 -15 ; Coins for Loser\nLI S2 5 ; Coins for Winners\n\npayoutsetup:\nLI S0 3 ; Loop Counter\npayout:\nBLTZ S0 payout_exit ; exit once all players were given/taken coins\nNOP\n\nLBU T0 29(S3) ; Player Index\nBEQL T0 S0 givepayout\nMOVE S6 S1 \nMOVE S6 S2  \n\ngivepayout:\nMOVE A0 S0 ; Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S6\n\nMOVE A0 S0 ; Player Index\nJAL 0x800E1F28 ; \nMOVE A1 S6\n\nJAL GetPlayerStruct\nMOVE A0 S0 ; Player Index\n\nLHU T0 40(V0) ; Minigame Bonus Star\nADDU T0 T0 S6 ; Add/Subtract from Minigame Bonus\nBLTZL T0 updateminigamestar\nLI T0 0 ; Make it 0 if negative\n\nupdateminigamestar:\nSH T0 40(V0) ; Store new Minigame Bonus\n\nJ payout\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\npayout_exit:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLUI A1 hi(GameGuyGoodbye_Message)\nJAL ShowMessage_Function\nADDIU A1 A1 lo(GameGuyGoodbye_Message)\n\nLUI T0 hi(current_player_index)\nADDIU T0 T0 lo(current_player_index)\nSB R0 0(T0) ; Change back to Player 1\n\nLI A0 9 ; Game Guy Fade\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJAL 0x800D9B54 ; Removes Game Guy from the board\nLW A0 64(SP) ; Deload model\n\nLI S0 3 ; Start with Player 4\nmovemodelsbackloop:\nBLTZ S0 ending ; exit once all models have been moved back to their spaces\nNOP\n\nJAL GetPlayerStruct\nMOVE A0 S0 ; Player Index\n\nLBU A0 15(V0) \nJAL GetAbsSpaceIndexFromChainSpaceIndex ; True Index at V0\nLBU A1 16(V0)\n\nMOVE A0 S0 ; Player Index\nJAL WarpPlayerVisually\nMOVE A1 V0 ; Space Index\n\nJ movemodelsbackloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\nending:\nJAL SetCameraType\nLI A0 1 ; Free Roam Camera\n\nLI A0 9 ; Game Guy Fade\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 ; Return Music to normal\n\n\n\nexit:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n.align 16\nTurnOrder_Array:\n.byte 0,0,0,0,0xFF\n\n.align 16\nPanelNumbersStatic_Array:\n.byte 0,0,0,1,1,1,2,2,2,3,3,3,4,4,4,5,5,5,6,6,6\n\n.align 16\nPanelNumbers_Array:\n.byte 0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0\n\n.align 16\nCanSkip_Array:\n.byte 0,0,0,0\n\n.align 16\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\n.align 16\nPanelFlippedNumber_Pointer:\n.fill 8\n\n.align 16\nCurrentNumberTotal_Pointer:\n.fill 8\n\n.align 16\nA_Pointer_With_Enough_Space:\n.fill 0x1C1\n\n.align 16\nBlackColor_ptr:\n.byte 0x1,0\n\n.align 16\nWhiteColor_ptr:\n.byte 0x8,0\n\n.align 16\nOptionsToDisable:\n.byte 8,8,0xFF\n\n.align 16\nOptionsToDisable_Static:\n.byte 8,8,0xFF\n\n.align 16\nPlayerSpaces_Array:\n.byte PlayerSpaces\n\n.align 16\nRefreshOptionArray:\nADDIU SP SP -40\nSW RA 36(SP)\n\nLUI T0 hi(OptionsToDisable_Static)\nADDIU T0 T0 lo(OptionsToDisable_Static)\nLUI T2 hi(OptionsToDisable)\nADDIU T2 T2 lo(OptionsToDisable)\nLI T3 0xFF ; Nothing left to refresh\nRefreshOptionArray_loop:\nLBU T1 0(T0) ; Load first value to refresh array\nBEQ T1 T3 RefreshOptionArray_exit ; Leave once it reaches 0xFF\nNOP\nSB T1 0(T2) ; Store first value to refresh\nADDIU T0 T0 1 ; add 1 to get next value\nADDIU T2 T2 1 ; add 1 to get next value\nJ RefreshOptionArray_loop\nNOP\n\nRefreshOptionArray_exit:\nLW RA 36(SP)\nJR RA \nADDIU SP SP 40\n\n; A0 = Current Player's Index\n.align 16\nGetColorFormatter:\nADDIU SP SP -60\nSW RA 56(SP)\n\nLUI V0 hi(WhiteColor_ptr)\nADDIU V0 V0 lo(WhiteColor_ptr) ; First Option\nLUI V1 hi(WhiteColor_ptr)\nADDIU V1 V1 lo(WhiteColor_ptr) ; Second Option\nLUI T7 hi(OptionsToDisable)\nADDIU T7 T7 lo(OptionsToDisable) ; Disable Array\n\nLI T6 1 ; Black color index\n\nLUI T2 hi(CanSkip_Array)\nADDIU T2 T2 lo(CanSkip_Array)\nADDU T2 T2 A0 ; Add Player Index to get correct Array Spot\nLBU T1 0(T2) ; Can Skip Flag (0 if already used)\n\nBNEZ T1 GetColorFormatter_exit ; They can skip, exit\nNOP\n; Allow skipping turn\n\nenableskippingturn:\nLUI V1 hi(BlackColor_ptr)\nADDIU V1 V1 lo(BlackColor_ptr) ; Second Option\nSB T6 1(T7) ; enable Skipping Turn in Array\n\n\nGetColorFormatter_exit:\nLW RA 56(SP)\nJR RA \nADDIU SP SP 60\n\n.align 16\nDisableOptions:\nADDIU SP SP -72\nSW RA 68(SP)\nSW A0 64(SP) ; Window ID\nSW FP 60(SP) ; Address of Option Disable Array\nSW S0 56(SP)\n\nLUI FP hi(OptionsToDisable)\nADDIU FP FP lo(OptionsToDisable) ; Array of answers to disable\nLI S0 0 ; Start at 0\nloadbyte:\nADDU T2 FP S0 ; Add Loop Counter to get correct Array spot\nLBU T0 0(T2) ; Load Byte of Array\nLI T1 0xFF\nBEQ T0 T1 DisableOptions_exit ; Exit once array is fully checked\nNOP\nLI T1 8 ; Index to not disable\nBEQL T0 T1 loadbyte\nADDIU S0 S0 1 ; Load next Byte\n\nLW A0 64(SP) ; Window ID?\nJAL DisablePromptOption\nMOVE A1 S0 ; Option Index\n\nJ loadbyte\nADDIU S0 S0 1\n\n\nDisableOptions_exit:\nLW S0 56(SP)\nLW FP 60(SP)\nLW A0 64(SP)\nLW RA 68(SP)\nJR RA \nADDIU SP SP 72\n\n.align 16\nRefreshOptionArray:\nADDIU SP SP -40\nSW RA 36(SP)\n\nLUI T0 hi(OptionsToDisable_Static)\nADDIU T0 T0 lo(OptionsToDisable_Static)\nLUI T2 hi(OptionsToDisable)\nADDIU T2 T2 lo(OptionsToDisable)\nLI T3 0xFF ; Nothing left to refresh\nRefreshOptionArray_loop:\nLBU T1 0(T0) ; Load first value to refresh array\nBEQ T1 T3 RefreshOptionArray_exit ; Leave once it reaches 0xFF\nNOP\nSB T1 0(T2) ; Store first value to refresh\nADDIU T0 T0 1 ; add 1 to get next value\nADDIU T2 T2 1 ; add 1 to get next value\nJ RefreshOptionArray_loop\nNOP\n\nRefreshOptionArray_exit:\nLW RA 36(SP)\nJR RA \nADDIU SP SP 40\n\n.align 16\nShowMessage_Function:\nADDIU SP SP -80\nSW RA 76(SP)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 10 ; Character image (Game Guy)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nNewModelCoords:\n.fill 12\n\n.align 16\nGameGuyIntro_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AHi there\\xC2 Welcome to \\x05Game Guy\\x5Cs Flip or Skip\\x08\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ABrought to you LIVE thanks to our great\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Asponsor\\x7B Maid Shallow Legends\\x85\\xFF\\x00\"\n\n.align 16\nGameGuyIntro_Prompt:\n.ascii \"\\x0B\\x1A\\x1A\\x1A\\x1AWould you like to hear\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Ahow this game works\\xC3\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CYes\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CNo\\x0D\\x00\"\n\n.align 16\nGameGuyExplanation1_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1ATake turns flipping panels\\x85 Each panel\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Acontains a number from \\x050 to 6\\x08\\x85 There\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aare \\x053\\x08 of each number available\\x85\\xFF\\x00\"\n\n.align 16\nGameGuyExplanation2_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AEvery panel\\x5Cs value is added up as they\\x5Cre\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aflipped\\x82 and if a player adds up to \\x05exactly\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A21 after flipping a panel\\x82 \\x06they win\\x08\\xC2\\xFF\\00\"\n\n.align 16\nGameGuyExplanation3_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AIf a player goes \\x03over 21\\x82 they lose\\x08\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AIf you feel like you\\x5Cll go over 21\\x82 you\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Acan skip \\x051\\x08 of your turns\\x85\\xFF\\x00\"\n\n.align 16\nGameGuyExplanation4_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\03The loser\\x5Ds\\x5E\\x08 must pay \\x035 coins\\x08 to the\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x06winner\\x5Ds\\x5E\\x08\\x85 \\x05The results of this Minigame\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Awill count towards the Minigame Bonus Star\\x08\\x85\\xFF\\x00\"\n\n.align 16\nFlipOrSkip_Prompt:\n.ascii \"\\x0B\\x1A\\x1A\\x1A\\x1A\\x06\\x11\\x08\\x82 it\\x5Cs your turn\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AThe current total is \\x07\\x12\\x08\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AWould you like to flip\\x82 or skip\\xC3\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"Flip\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"Skip\\x0D\\x00\"\n\n.align 16\nPanelFlipAnnouncement_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AThe panel contained a \\x07\\x11\\x08\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AThe total is now \\x07\\x12\\x08\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x06\\x13\\x08 is still in it\\xC2\\xFF\\x00\"\n\n.align 16\nPanelFlipAnnouncementWinner_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AThe panel contained a \\x07\\x11\\x08\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AThe total is now \\x06\\x12\\x08\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x13 WON\\xC2\\x00\"\n\n.align 16\nPanelFlipAnnouncementLoser_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AThe panel contained a \\x07\\x11\\x08\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AThe total is now \\x03\\x12\\x08\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x13 LOSES\\xC2\\x00\"\n\n.align 16\nGameGuyGoodbye_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AThank you all for watching today\\x5Cs game\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ANow\\x82 we return to the Last 5 Turns\\xC2\\xFF\\x00\"\n\n;A0 = Player Index\n;A1 = Destination Space Index\n;A2 = Next Space Index\n;A3 = Previous Space Index\n.align 16\nWarpPlayerVisually:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\nSW A0 76(SP) ; Player Index\nSW A1 72(SP) ; Destination Space Index\nSW A2 68(SP) ; Next Space Index\nSW A3 64(SP) ; Previous Space Index\n\nJAL GetPlayerStruct\nNOP ; A0 = Player Index\nMOVE S4 V0 ; Struct \n\nJAL GetChainAndSpaceIndexFromAbsSpaceIndex ; Chain at V0 and Chain Space at V1\nLW A0 72(SP) ; Destination Space Index\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nLW A0 72(SP) ; True Space Index\n\nLW V1 8(V0) ; X pos\nMOVE T0 V1 ; Copy to T0\n\nLW V1 16(V0) ; Y pos\nMOVE T1 V1 ; Copy to T1\n\nLW V1 0x24(S4) ; Load Offset 24 into V1\nSW T0 12(V1) ; Player's X coords\n\nSW T1 20(V1) ; Player's Y Coords\n\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n; A0 = Player's Index\n; A1 = Happy/Sad Index\n.align 16\nSetBoardPlayerAnimationWithSound:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\nSW A1 68(SP)\n\nJAL GetPlayerStruct\nNOP\n\nLBU T0 3(V0) ; Character Index\n\nBNEZ A1 sad\nNOP\n\nhappy:\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 5 ; Happy Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\n;JAL SleepProcess\n;LI A0 30 ; Frames\n\nJ SetBoardAnimationWithSound_exit\nNOP\n\nsad:\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\n;JAL SleepProcess\n;LI A0 60 ; Frames\n\nSetBoardAnimationWithSound_exit:\n;LW A0 72(SP) ; Player Index\n;LI A1 -1 ; Despair Animation\n;JAL SetBoardPlayerAnimation\n;LI A2 2 ; Loop\n\nLW A1 68(SP)\nLW A0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\ncameramain:\nADDIU sp, sp, -0x30\nSW ra, 0x0020 (sp)\nSW s0, 0x0024 (sp)\n\n;LI a0, test1\nJAL setCameraPosToSpace\nNOP\n\nLW ra, 0x0020 (sp)\nLW s0, 0x0024 (sp)\nJR RA\nADDIU sp, sp, 0x30\n\ngetSpaceVec3f:\nADDIU sp, sp, -0x20\nSW ra, 0x0018 (sp)\nJAL GetSpaceData\nNOP\nADDIU v0, v0, 8 //now points to XYZ of space\nLW ra, 0x0018 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\nsetCameraCoords: //takes 1 arg0, Vec3f*\nLI t0, 0x801049F0\nLW t1, 0x0000 (a0) //load X\nSW t1, 0x0000 (t0) //store X\nLW t1, 0x0004 (a0) //load Y\nJR RA\nSW t1, 0x0004 (t0) //store Z\n\nsetCameraPosToSpace: //takes arg a0, space id\nADDIU sp, sp, -0x28\nSW ra, 0x0020 (sp)\n\nJAL getSpaceVec3f\nNOP\n\nDADDU a0, r0, r0\nLI a2, tempVec2f\nJAL 0x8001291C //Convert3DTo2D\nADDU a1, v0, r0\n\nLI a0, tempVec2f\nLI a1, posOffset\nLWC1 f0, 0x0000 (a0)\nLWC1 f2, 0x0000 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0000 (a0)\nLWC1 f0, 0x0004 (a0)\nLWC1 f2, 0x0004 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0004 (a0)\nJAL setCameraCoords\nNOP\n\nLW ra, 0x0020 (sp)\nJR RA\nADDIU sp, sp, 0x28\n\n\ntempVec2f:\n.word 0, 0\n\nposOffset:\n.float 10.0, 4.0\n\n.align 16\nGetChainAndSpaceIndexFromAbsSpaceIndex:\n//takes arg a0, abs_space_index\n//returns chain_index to v0\n//returns space_index to v1\nADDIU sp, sp, -0x40 \nSW ra, 0x0018 (sp)\nSW s0, 0x001C (sp)\nSW s1, 0x0020 (sp)\nSW s2, 0x0024 (sp)\nSW s3, 0x0028 (sp)\nSW s4, 0x002C (sp)\nSW s5, 0x0030 (sp)\nSW s6, 0x0034 (sp)\nORI s3, r0, 0x0000 //init s3 to 0\nADDIU s4, r0, 0xFFFF //init s4 to FFFF, loop1 counter\nLUI s0, 0x8010\nLW s0, 0x5218 (s0) //load ptr to beginning of hydrated chains ptr\nDADDU s1, a0, r0 ;move abs_space_index to s0\nLoop:\nADDIU s4, s4, 0x0001 //add 1 to current loop total\nLHU s2, 0x0000 (s0) //load total number of space_indicies in chain\nBEQ s2, r0, error\nNOP\nORI t0, r0, 0x0000 //going to be used for loop 2 counter\nLW s3, 0x0004 (s0) //load pointer that points to abs space_indicies for current chain in loop\nLoop2:\n//\nLHU t1, 0x0000 (s3) //load abs value from hydrated chain\nBEQ t1, s1, isabs\nNOP\nADDIU t0, t0, 0x0001 //add 1 to loop2 counter\nBEQ t0, s2, backtoLoop1\nNOP\nBEQ r0, r0, Loop2\nADDIU s3, s3, 0x0002\nreturnvalues:\n//\nexit_func:\nLW ra, 0x0018 (sp)\nLW s0, 0x001C (sp)\nLW s1, 0x0020 (sp)\nLW s2, 0x0024 (sp)\nLW s3, 0x0028 (sp)\nLW s4, 0x002C (sp)\nLW s5, 0x0030 (sp)\nLW s6, 0x0034 (sp)\nJR RA\nADDIU sp, sp, 0x40\nerror:\nORI v0, r0, 0xFFFF //error, return FFFF\nBEQ r0, r0, exit_func\nORI v1, r0, 0xFFFF //error, return FFFF\nisabs:\n//s4 holds current chain index\n//t1 holds current space index in chain\nADD v0, s4, r0 //move chain index to v0\nBEQ r0, r0, exit_func\nADD v1, t0, r0 //move space_index to v1\nbacktoLoop1:\nBEQ r0, r0, Loop\nADDIU s0, s0, 0x0008 //advance to next hydrated chains ptr\n\n.align 16\nAIChoiceFlipSkip:\nADDIU SP SP -80\nSW RA 76(SP)\n\nSLTI T0 S7 19 ; ON IF 0-18\nBNEZL T0 AIChoiceFlipSkip_exit\nLI V0 0 ; Choose FLIP\n; It's dangerous to flip, check placing\n\nJAL GetPlayerPlacementAtEndOfGame\nLBU A0 29(S4) ; Player Index\n\nLI T0 3 ; 4th Place\nBEQL V0 T0 AIChoiceFlipSkip_exit\nLI V0 0 ; Choose FLIP if in 4th Place\n; They're not in 4th Place\n\nLUI T0 hi(CanSkip_Array)\nADDIU T0 T0 lo(CanSkip_Array)\nLBU T1 29(S4) ; Player Index\nADDU T0 T0 T1 ; Add Player Index to get correct Array spot\nLBU V0 0(T0) ; CanSkip Flag Value\n; If 0, they will pick FLIP\n; If 1, they will pick SKIP\n\nAIChoiceFlipSkip_exit:\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"Merged Path Fix (v2)":{"language":0,"code":"; NAME: Merged Path Fix (v2)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Behind\n; PARAM: Space|Next\n; PARAM: Space|Check\n; PARAM: Boolean|ForceActivation\n\nADDIU SP SP -52\nSW RA 48(SP)\nSW S4 44(SP)\n\n\n\nJAL GetPlayerStruct ; at V0\nLI A0 -1\nMOVE S4 V0 ; Copy to S4\n\nCheckChain:\nLBU T1 21(S4) ; Previous Chain Index\nLBU T2 22(S4) ; Previous ChainSpace Index\nADDIU T0 R0 Behind_chain_index\nBNE T0 T1 CheckChain2\nNOP\nADDIU T0 R0 Behind_chain_space_index\nBNE T0 T2 CheckChain2\nNOP\nJ SetupSpace\nNOP\n\nCheckChain2:\nLI T0 ForceActivation\nBNEZ T0 SetupSpace ; Force Activation if 1 \nNOP\nLBU T1 21(S4) ; Previous Chain Index\nLBU T2 22(S4) ; Previous ChainSpace Index\nADDIU T0 R0 Check_chain_index\nBEQ T0 T1 exit\nNOP\nADDIU T0 R0 Check_chain_space_index\nBEQ T0 T1 exit\nNOP\n\nSetupSpace:\nLBU A0 29(S4) ; Assigns Current Player Index to A0\nADDIU A1 R0 Next_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 Next_chain_space_index ; Assigns Space Index to A2\nJAL SetNextChainAndSpace \nNOP\n\nLBU A0 29(S4) ; Assigns Current Player Index to A0\nADDIU A1 R0 Behind_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 Behind_chain_space_index ; Assigns Space Index to A2\nJAL SetPrevChainAndSpace \nNOP\n\n\n\nexit:\nLW S4 44(SP)\nLW RA 48(SP)\nJR RA\nADDIU SP SP 52"},"Prompt Junction (Rev)":{"language":0,"code":"; NAME: Prompt Junction (Rev)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n; PARAM: Space|PrevSpace\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP) ; Status Flag Address\nSW S4 68(SP) ; Current Player's Index\nSW S7 64(SP) ; Spaces Remaining\nSW S2 60(SP)\nSW S3 56(SP)\nSW S0 52(SP)\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining)\nLWU S7 0(T0)\n\nBEQ S7 R0 exit\nNOP\n\nLUI T1 hi(p1_prev_chain_index)\nADDIU T1 T1 lo(p1_prev_chain_index) ; Load P1's prevchain address\nLI T0 0x38 ; Distance between each player's prevchain address\nMULT S4 T0 ;  Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU S2 T1 T0 ; Add result to get current Player's prevchain address\nADDIU S3 S2 1 ; Add 1 to get current player's prevspace address\nLBU S2 0(S2)\nLBU S3 0(S3)\n\nMOVE A0 S2 ; \nJAL GetAbsSpaceIndexFromChainSpaceIndex\nMOVE A1 S3\nMOVE S2 V0 ; S2 now holds PrevSpace Index\n\nLI A0 PrevSpace_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLI A1 PrevSpace_chain_space_index\n\nBNE S2 V0 exit\nNOP\n\nLUI T1 hi(p1_status_flags)\nADDIU T1 T1 lo(p1_status_flags) ; Load Player 1's flag address\nLI T0 0x38 ; Distance between each player's flag address\nMULT S4 T0 ;  Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU S1 T1 T0 ; Add result to get current Player's Flag address\nMOVE A0 S1 ; Copy address to A1\nJAL GetPlayerBit ; returns value of reverse flag\nNOP\n\nBEQ V0 R0 exit\nNOP\n\nLI A0 -1\nLI A1 -1\nJAL SetBoardPlayerAnimation\nLI A2 2\n\nPROMPT:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLUI A1 hi(Junction_Prompt)\nADDIU A1 A1 lo(Junction_Prompt)\nLI A2 0\nJAL ShowMessage ; ShowMessage\nLI A3 0\n\nJ AIChoice\nNOP\nAISelect:\nLI A0 0x2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\nJAL CloseMessage\nNOP\n\nLI A0 0\nBEQ S0 A0 LeftPath\nNOP\nLI A0 1\nBEQ S0 A0 RightPath\nNOP\n\nJAL ViewBoardMap\nNOP\n\nJ PROMPT\nNOP\n\nLeftPath:\nMOVE A0 S4\nLI A1 Left_chain_index\nJAL SetNextChainAndSpace\nLI A2 Left_chain_space_index\nJ exit\nNOP\n\nRightPath:\nMOVE A0 S4\nLI A1 Right_chain_index\nJAL SetNextChainAndSpace\nLI A2 Right_chain_space_index\n\nLBU T0 0(S1) ; Load Value of current player's status flag\nLI T1 1\nSUBU T0 T0 T1 ; Subtract 1 so player keeps going forward\nSB T0 0(S1) ; Store back to address\n\n\n\nexit:\nLW RA 76(SP)\nLW S1 72(SP) ; Current Player's Status Flag Address\nLW S4 68(SP) ; Current Player's Index\nLW S7 64(SP) ; Spaces Remaining\nLW S2 60(SP)\nLW S3 56(SP)\nLW S0 52(SP)\nJR RA\nADDIU SP SP 80\n\n; Gets player A0's bit value\n; A0 = address to look into\nGetPlayerBit:\nADDIU SP SP -8\nSW RA 0(SP)\n\nLI T0 1\nSLL T0 T0 7 ; shift bit mask into position\n\nLB A0 0(A0)\n\nAND T2 A0 T0\n\nBEQ T2 R0 ret_zero\nNOP\n\nret_one:\nLI V0 1\nJ getplayerbit_exit\nNOP\n\nret_zero:\nLI V0 0\n\ngetplayerbit_exit:\nLW RA 0(SP)\nJR RA\nADDIU SP SP 8\n\n\n\n.align 4\nAIChoice:\nLI T0 1\nBEQ S7 T0 Remaining1\nNOP\nSLTI T0 S7 3\nNOP\nBNE T0 R0 ChooseRight\nNOP\nLI T0 4\nBEQ S7 T0 ChooseLeft\nNOP\nLI T0 5\nBEQ S7 T0 Remaining5\nNOP\nLI T0 6\nBEQ S7 T0 ChooseRight\nNOP\nSLTI T0 S7 8\nNOP\nBNE T0 R0 ChooseLeft\nNOP\nLI T0 9\nBEQ S7 T0 ChooseRight\nNOP\n\nRemaining1:\nLUI T0 hi(bank_coin_total)\nADDIU T0 T0 lo(bank_coin_total)\nLHU T0 0(T0)\n\nBEQ T0 R0 ChooseRight\nNOP\n\nJ ChooseLeft\nNOP\n\n;Remaining236:\n;LUI T0 hi(0x800CD05D)\n;ADDIU T0 T0 lo(0x800CD05D) ; Address of current Star Spawn Cycle\n;ADDIU T1 T0 1 ; Address of first Star Spawn Index in the Cycle\n;LBU T0 0(T0)\n;ADDU T0 T0 T1 ; Add to get address of current Star Spawn Index\n;LBU T2 0(T0) ; Load current Star Spawn Index to T2\n\n\nRemaining5:\nJAL GetRandomByte ; At V0\nNOP\n\nSLTI T0 V0 84\nNOP\nBNE T0 R0 ChooseRight\nNOP\n\nChooseLeft:\nLI V0 0x0\nJ AISelect\nNOP\n\nChooseRight:\nLI V0 0x1\nJ AISelect\nNOP\n\n\n\n.align 16\nJunction_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which way will you go\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; Newline\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"Down\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"Right\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0"},"Gobbler Bonus Star Ceremony":{"language":0,"code":"; NAME: Gobbler Bonus Star Ceremony\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|CameraLoc1\n; PARAM: Space|TumbleSpace\n; PARAM: Space[]|PodiumSpaces\n; PARAM: Space[]|PodiumWinnerSpaces\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\nLI FP 0 ; Do not fade camera\nLUI T0 hi(total_turns)\nADDIU T0 T0 lo(total_turns)\nLBU T1 0(T0) ; Total Turns\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T6 0(T0) ; Current Turn \n\nSUBU T3 T1 T6 ; Subtract\nBNEZ T3 exit ; If it's not the Last Turn, exit\nNOP\n\nLI FP 1 ; Fade Camera back to P4 after attack\n\nJAL SetCameraType\nLI A0 0 ; Free Roam Camera\n\n\n\nLI A0 10 ; Tumble\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\nJAL PlayMusic\nLI A0 10 ; Preparations theme\n\nJAL PlaySound\nLI A0 0x248 ; Crowd Cheering\n\nJAL SleepProcess\nLI A0 60\n\n; S0 = ModelSpaceData\n; S1 = ModelDataFromPointer\n\n; ==GET MODEL SPACE DATA==\nLI A0 TumbleSpace\nJAL GetSpaceData\nNOP\nMOVE S0 V0\n\n; ==GET MODEL DATA FROM POINTER==\nLI A0 59 ; Tumble Model\nJAL 0x800D90C8\nLI A1 0\n\nSW V0 40(SP) ; Store Model on Stack\n\n; ==PUT MODEL ON SPACE==\nMOVE A1 S0\nADDIU A1 A1 8\nMOVE A0 V0\nADDIU A0 A0 12 \nJAL 0x80089A20 ; SetModelOnBoard\nNOP\n\nJAL cameramain\nLI A0 CameraLoc1 ; Space Index\n\nLI A0 0x3F800000 ; 1 \nJAL 0x800E8DD4 ; SetCameraZoomValue?\nMTC1 A0 F12 ; Store Zoom Value for camera\n\nLI A0 10\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess\nLI A0 20\n\nJAL PlaySound\nLI A0 0x2A8 ; Tumble: Hi\n\nLI S0 0 ; Player Index\nfindhumanplayerloop:\nBLTZL S0 findhumanplayer_exit\nLI S0 0 ; If no human Player is found, set it back to Player 1 \n\nJAL PlayerIsCPU ; 1 if CPU\nMOVE A0 S0 \n\nBNEZL V0 findhumanplayerloop ; If it's a CPU, check next player\nADDIU S0 S0 1 ; Add 1 to search next player\n\nfindhumanplayer_exit:\nLI T0 0x800CD067 ; Current Player Index\nSB S0 0(T0) ; Change active player to a human player\nSB S0 72(SP) ; Store this player ID to reset it later\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDIU A0 R0 0x15 ; Character image (Tumble)\nLUI A1 hi(TumbleWelcome_Message)\nADDIU A1 A1 lo(TumbleWelcome_Message)\nLI A2 0 \nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlaySound\nLI A0 0x2A6 ; Tumble: OK\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDIU A0 R0 0x15 ; Character image (Tumble)\nLUI A1 hi(TumbleExplanation_Message)\nADDIU A1 A1 lo(TumbleExplanation_Message)\nLI A2 0 \nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlayMusic \nLI A0 73 ; Drumroll\n\nJAL SleepProcess\nLI A0 120 ; 4 Seconds\n\nLI S2 99 ; Loop Counter (Just a number high enough)\nbowserbonusloopsetup:\nLI S0 3 ; Start with Player 4\nbowserbonusloop:\nBLTZL S0 bowserbonusloopsetup\nADDIU S2 S2 -1 ; Subtract 1 to lower the maximum amount\n\nLUI S1 0x800C ; P1 Gobbler Bonus\nORI S1 S1 0xD0A2\nADDU T0 S1 S0 ; Add Player Index to get correct player's count\n\nLBU T0 0(T0) ; Portal Bonus Star\nBNEL T0 S2 bowserbonusloop ; loop if it's not the maximum amount\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n\n\nLUI T0 hi(BowserJrBowserBonus_Array)\nADDIU T0 T0 lo(BowserJrBowserBonus_Array)\nADDU T0 T0 S0 ; Add Player's Index to get correct array spot\nLI T1 1 ; bit flag\nSB T1 0(T0) ; Turn flag on for this Player\n\nLI S0 3 ; Start with Player 4\nbowserbonusloop2:\nBLTZ S0 bowserbonusloop2_exit\nNOP\nLUI T0 hi(BowserJrBowserBonus_Array)\nADDIU T0 T0 lo(BowserJrBowserBonus_Array)\nADDU S7 T0 S0 ; Add Player's Index to get correct array spot\nLBU T1 0(S7) ; Flag for getting a Star\nBNEZL T1 bowserbonusloop2 ; If 1, this player is already getting one, loop\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n\nADDU T0 S1 S0 ; Add to get Portal Bonus Star for this player\n\nLBU T0 0(T0) ; Portal Bonus value\n\nBNEL T0 S2 bowserbonusloop2 ; If it's not the maximum, search next player\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n\nLI T1 1\nSB T1 0(S7) ; Flag player for getting Star\nJ bowserbonusloop2\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n \nbowserbonusloop2_exit:\nLI S2 0 ; Start loop at 0\nLI S5 4 ; Look for 4th Place\nportalbonussetuploop:\nLI S0 3 ; Start with Player 4\nportalbonusloop:\nBLTZL S0 portalbonussetuploop\nADDIU S2 S2 1 ; Add 1 to Portal Bonus Counter\n\nLI T0 1 \nBEQ S5 T0 portalbonusloop_exit ; If 1, no need to look for 1st Place, stop\nNOP\n\nLI T0 99 \nBEQ S2 T0 portalbonusloop_exit ; If 99, all players are tied, stop\nNOP\n\nLUI T0 hi(BowserJrBowserBonus_Array)\nADDIU T0 T0 lo(BowserJrBowserBonus_Array)\nADDU S7 T0 S0 ; Add Player's Index to get correct array spot\nLBU T1 0(S7) ; Flag for getting a Star\nBNEZL T1 portalbonusloop ; If 1, this player is a winner, search another player\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n\nLUI S1 0x800C ; P1 Gobbler Bonus\nORI S1 S1 0xD0A2\nADDU T0 S1 S0 ; Add Player Index to get correct player's count\n\nLBU T0 0(T0) ; Portal Bonus Star\nBNEL T0 S2 portalbonusloop ; loop if it's not the minimum amount\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; It is the minimum\n\nLUI T0 hi(BowserJrBowserBonus_Array)\nADDIU T0 T0 lo(BowserJrBowserBonus_Array)\nADDU T0 T0 S0 ; Add Player's Index to get correct array spot\nSB S5 0(T0) ; Store player's placing\nADDIU S5 S5 -1 ; Subtract 1 to find next placing\n\nJ portalbonusloop\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n\nportalbonusloop_exit:\nLI S5 4 ; Start with 4th Place\nportalbonussetuploop2:\nLI S0 3 ; Start with Player 4\nbowserbonusloop3:\nBLTZ S5 bowserloop3_exit ; exit once all placings are on the podium\nNOP\n\nBLTZL S0 portalbonussetuploop2\nADDIU S5 S5 -1 ; Subtract 1 to find the next placing\n\nLUI T0 hi(BowserJrBowserBonus_Array)\nADDIU T0 T0 lo(BowserJrBowserBonus_Array)\nADDU T0 T0 S0 ; Add Player Index to get correct Array spot\nLBU T1 0(T0) ; Star Flag\n\nBNEL T1 S5 bowserbonusloop3 ; loop if this is not the placing you're looking for\nADDIU S0 S0 -1 \n; This is the right placing\nLI T2 1 \nBNE T1 T2 portalbonusloser ; If it's not 1, it's a loser\nNOP\n; It's a winner\n\nportalbonuswinner:\nJAL PlayMusic\nLI A0 38 ; Winner (Story Mode)\n\nJAL GetPlayerStruct\nMOVE A0 S0 ; Player Index\nMOVE S4 V0\nLBU S6 3(V0)\n\n;JAL PlaySound\n;ADDIU A0 S6 0x275 ; Mario's Happy Voice Index + Current Character Index\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDIU A0 R0 0x15 ; Character image (Tumble)\nLUI A1 hi(BowserJrWinnerAnnouncement_Message)\nADDIU A1 A1 lo(BowserJrWinnerAnnouncement_Message)\nADDIU A2 S6 0x1C00 ; MARIO string index\nJAL ShowMessage\nLI A3 0\n\nLUI T0 hi(PodiumWinnerSpaces_Array)\nADDIU T0 T0 lo(PodiumWinnerSpaces_Array)\nADDU T0 T0 S0 ; Add Player Index to get correct Space to spawn model\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nLBU A0 0(T0) ; True Space Index\nMOVE S3 V0\n\nLI A0 28 ; Warp Block Animation\nJAL 0x800D90C8 ; Get Model Pointer\nLI A1 0\n\nSW V0 68(SP) ; Store Model on Stack\n\n; ==PUT MODEL ON SPACE==\nMOVE A1 S3\nADDIU A1 A1 8\nMOVE A0 V0\nADDIU A0 A0 12 \nJAL 0x80089A20 ; SetModelOnBoard\nNOP\n\nJAL SleepProcess\nLI A0 10 ; Frames\n\nLW V1 8(S3) ; Space's X pos\nMOVE T0 V1 ; Copy to T0\n\nLW V1 16(S3) ; Space's Y pos\nMOVE T1 V1 ; Copy to T1\n\nLW V1 0x24(S4) ; Load Offset 24 into V1\nSW T0 12(V1) ; Current Player's X Coords\nSW T1 20(V1) ; Current Player's Y Coords\n\nJAL 0x800D9B54 ; Removes Warp Block animation from the board\nLW A0 68(SP) ; Deload model\n\nLI T0 0x800CD067 ; Current Player Index\nSB S0 0(T0) ; Change Active Player ID for animation purposes\n\nJAL PlaySound\nADDIU A0 S6 0x263 ; Mario's I got it Voice Index + Current Character Index\n\nMOVE A0 S0 ; Player Index\nLI A1 6 ; Star Get Dance\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop\n\nJAL SleepProcess\nLI A0 5 ;\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index\n\nLBU T0 14(S4) ; Stars\nADDIU T0 T0 1 ; Add 1 Star\nSB T0 14(S4) ; Add new Star value\n\nJAL SleepProcess\nLI A0 70 ; 2.5 Seconds\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ bowserbonusloop3\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n\n\nportalbonusloser:\nJAL GetPlayerStruct\nMOVE A0 S0 ; Player Index\nMOVE S4 V0\nLBU S6 3(V0)\n\nLUI T0 hi(PodiumSpaces_Array)\nADDIU T0 T0 lo(PodiumSpaces_Array)\nADDU T0 T0 S5 ; Add Placing Index to get correct Space to spawn model\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nLBU A0 0(T0) ; True Space Index\nMOVE S3 V0\n\nLI A0 28 ; Warp Block Animation\nJAL 0x800D90C8 ; Get Model Pointer\nLI A1 0\n\nSW V0 68(SP) ; Store Model on Stack\n\n; ==PUT MODEL ON SPACE==\nMOVE A1 S3\nADDIU A1 A1 8\nMOVE A0 V0\nADDIU A0 A0 12 \nJAL 0x80089A20 ; SetModelOnBoard\nNOP\n\nJAL SleepProcess\nLI A0 10 ; Frames\n\nLW V1 8(S3) ; Space's X pos\nMOVE T0 V1 ; Copy to T0\n\nLW V1 16(S3) ; Space's Y pos\nMOVE T1 V1 ; Copy to T1\n\nLW V1 0x24(S4) ; Load Offset 24 into V1\nSW T0 12(V1) ; Current Player's X Coords\nSW T1 20(V1) ; Current Player's Y Coords\n\nJAL 0x800D9B54 ; Removes Warp Block animation from the board\nLW A0 68(SP) ; Deload model\n\nLI T0 0x800CD067 ; Current Player Index\nSB S0 0(T0) ; Change Active Player ID for animation purposes\n\nJAL PlaySound\nADDIU A0 S6 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nMOVE A0 S0 ; Player Index\nLI A1 3 ; Sad animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop\n\nJAL SleepProcess\nLI A0 75 ; 2.5 Seconds\n\nJ portalbonussetuploop2\nADDIU S5 S5 -1 ; Subtract 1 to find next placing\n\n\nbowserloop3_exit:\nLI T0 0x800CD067 ; Current Player Index\nLB T1 72(SP) ; Index that was previously the current player\nSB T1 0(T0) ; Store Index back\n\ntumblegoodbye:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDIU A0 R0 0x15 ; Character image (Tumble)\nLUI A1 hi(TumbleGoodbye_Message)\nADDIU A1 A1 lo(TumbleGoodbye_Message)\nLI A2 0 \nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDIU A0 R0 -1 ; Character image (None)\nLUI A1 hi(Results_Message)\nADDIU A1 A1 lo(Results_Message)\nLI A2 0 \nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n\nLI S0 3 ; Loop Counter\nLUI S2 0x800C\nORI S2 S2 0xD0A2 ; P1 Gobbler Bonus\nreplaceredsloop:\nBLTZ S0 ending ; leave once all players are checked\nNOP\nJAL GetPlayerStruct\nMOVE A0 S0 ; Player Index\n\nADDU T2 S2 S0 ; Add to get correct Address\nLBU T0 0(T2) ; Portal Bonus Value\n\nSB T0 45(V0) ; Replace Red Spaces with Portal Bonus\nJ replaceredsloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\n\nending:\nLI T0 0x800CD067 ; Current Player Index\nSB R0 0(T0) ; Change active player to a human player\n\nLI FP 0 ; Do not Fade to Player 4\n\nJ exit\nNOP\n\n\nexit:\nBEQZ FP exit_2 ; the event did not trigger, close\nNOP\n; event triggered, move camera back to P4's location\n\nLI A0 0 ; Bar Code Fade\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 17 ; Frames\n\nJAL SetCameraType\nLI A0 1 ; Follow Player Camera, P4's location\n\nLI A0 0 ; Bar Code Fade\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\n\n\nexit_2:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n.align 16\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\n.align 16\nBowserJrBowserBonus_Array:\n.byte 0,0,0,0\n\n.align 16\nPodiumSpaces_Array:\n.byte PodiumSpaces\n\n.align 16\nPodiumWinnerSpaces_Array:\n.byte PodiumWinnerSpaces\n\n.align 16\nTumbleWelcome_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWelcome\\xC2 Welcome everybody\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AWelcome to the \\x07Gobbler Bonus Star Ceremony\\x08\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cm your host for today\\x82 Tumble\\xC2\\xFF\\x00\"\n\n.align 16\nTumbleExplanation_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AFor the hungriest adventurer\\x82 the one who\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aate the most ghosts with a Bowser Suit\\x82\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI have a \\x07Star\\x08\\xC2 Our hungry winner is\\x85\\x85\\x85\\xFF\\x00\"\n\n.align 16\nBowserJrWinnerAnnouncement_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x11\\xC2\\xC2\\xC2\\x00\"\n\n.align 16\nTumbleGoodbye_Message: \n.ascii \"\\x1A\\x1A\\x1A\\x1AThank you for coming here today\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ANow\\x82 let the final Minigame begin\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AGood luck\\x82 everybody\\xC2\\xFF\\x00\"\n\n.align 16\nResults_Message:\n.ascii \"In the \\x07Results Screen\\x08\\x82 \\x05Red Spaces\\x0A\"\n.ascii \"landed on\\x08 will be replaced with \\x05number\\x0A\"\n.ascii \"of ghosts eaten with a Bowser Suit\\x08\\x85\\xFF\\x00\"\n\n.align 16\ncameramain:\nADDIU sp, sp, -0x30\nSW ra, 0x0020 (sp)\nSW s0, 0x0024 (sp)\n\n;LI a0, test1\nJAL setCameraPosToSpace\nNOP\n\nLW ra, 0x0020 (sp)\nLW s0, 0x0024 (sp)\nJR RA\nADDIU sp, sp, 0x30\n\ngetSpaceVec3f:\nADDIU sp, sp, -0x20\nSW ra, 0x0018 (sp)\nJAL GetSpaceData\nNOP\nADDIU v0, v0, 8 //now points to XYZ of space\nLW ra, 0x0018 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\nsetCameraCoords: //takes 1 arg0, Vec3f*\nLI t0, 0x801049F0\nLW t1, 0x0000 (a0) //load X\nSW t1, 0x0000 (t0) //store X\nLW t1, 0x0004 (a0) //load Y\nJR RA\nSW t1, 0x0004 (t0) //store Z\n\nsetCameraPosToSpace: //takes arg a0, space id\nADDIU sp, sp, -0x28\nSW ra, 0x0020 (sp)\n\nJAL getSpaceVec3f\nNOP\n\nDADDU a0, r0, r0\nLI a2, tempVec2f\nJAL 0x8001291C //Convert3DTo2D\nADDU a1, v0, r0\n\nLI a0, tempVec2f\nLI a1, posOffset\nLWC1 f0, 0x0000 (a0)\nLWC1 f2, 0x0000 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0000 (a0)\nLWC1 f0, 0x0004 (a0)\nLWC1 f2, 0x0004 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0004 (a0)\nJAL setCameraCoords\nNOP\n\nLW ra, 0x0020 (sp)\nJR RA\nADDIU sp, sp, 0x28\n\n\ntempVec2f:\n.word 0, 0\n\nposOffset:\n.float 10.0, 4.0"},"Pippening":{"language":0,"code":"; NAME: Pippening\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|PipeCamera\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\nLUI T0 0x800C\nORI T0 T0 0xD09C ; Address of Reroll \nLHU T0 0(T0) ; Opponent's Player Index\n\nBNEZ T0 exit ; If they used a Fruit, do not trigger Event\nNOP\n\nJAL GetPlayerStruct\nLI A0 -1 \nMOVE S4 V0\n\nJAL RNGPercentChance\nLI A0 75 ; % of pipes closing\n\nBEQZ V0 pipecoursechange \nNOP\n\npipesclose:\nJAL SetCameraType\nLI A0 0 ; Free Roam Camera\n\nLI A0 0 ; Bar Code fade-out\nJAL InitFadeOut\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16\n\nJAL cameramain\nLI A0 PipeCamera ; Space Index\n\nLI A0 0 ; Bar Code fade-in\nJAL InitFadeIn\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16\n\nLUI T0 0x800C\nORI T0 T0 0xD09B ; Pipes Open/Closed Address\nLBU T1 29(S4) ; Current Player Index\nADDIU T1 T1 1 ; Add 1 to make it 1-4 (0 means Pipe Open)\nSB T1 0(T0) ; Store Player Index\n\nJAL PlaySound \nLI A0 0x115 ; Item Shop closing Sound Index\n\nJAL RedrawSpaces\nNOP\n\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(PipesClosed_Message)\nADDIU A1 A1 lo(PipesClosed_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0 ; Bar Code fade-out\nJAL InitFadeOut\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16\n\nJAL SetCameraType\nLI A0 1 ; Follow Player Camera\n\nLI A0 0 ; Bar Code fade-in\nJAL InitFadeIn\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJ exit\nNOP\n\npipecoursechange:\nJAL PlaySound \nLI A0 0x1BC ; Warp Pipe Sound Index\n\nJAL SleepProcess\nLI A0 10 ; Frames\n\nJAL PlaySound \nLI A0 0x1BC ; Warp Pipe Sound Index\n\nJAL SleepProcess\nLI A0 10 ; Frames\n\nJAL PlaySound \nLI A0 0x1BC ; Warp Pipe Sound Index\n\nJAL SleepProcess\nLI A0 10 ; Frames\n\nJAL PlaySound \nLI A0 0x1BC ; Warp Pipe Sound Index\n\nJAL SleepProcess\nLI A0 10 ; Frames\n\npipecourseroll:\nJAL GetRandomByte\nNOP\n\nLI T0 9\nDIVU V0 T0 ; Divide by 9\nMFHI V0\nADDIU V0 V0 1 ; Add 1 to make it 1-9\n\nLUI T0 0x800C\nORI T0 T0 0xD09A\nLBU T1 0(T0) ; Current Pipe Course Index\nBEQ V0 T1 pipecourseroll ; Reroll if it's the same Pipe Course\nNOP\n; It chose a different Pipe Course\nSB V0 0(T0) ; Store new Pipe Course\n\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(PipesChanged_Message)\nADDIU A1 A1 lo(PipesChanged_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\n\n\n\n\n\nexit:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n.align 16\nPipesClosed_Message:\n.ascii \"The warp pipes will now be closed\\x0A\"\n.ascii \"until the end of your next turn\\x85\\xFF\\x00\"\n\n.align 16\nPipesChanged_Message:\n.ascii \"The warp pipe connections have changed\\xC2\\x0A\"\n.ascii \"Who knows where they lead now\\xC3\\x0A\"\n.ascii \"Only one way to find out\\xC2\\xFF\\x00\"\n\n\n\n.align 16\ncameramain:\nADDIU sp, sp, -0x30\nSW ra, 0x0020 (sp)\nSW s0, 0x0024 (sp)\n\n;LI a0, test1\nJAL setCameraPosToSpace\nNOP\n\nLW ra, 0x0020 (sp)\nLW s0, 0x0024 (sp)\nJR RA\nADDIU sp, sp, 0x30\n\ngetSpaceVec3f:\nADDIU sp, sp, -0x20\nSW ra, 0x0018 (sp)\nJAL GetSpaceData\nNOP\nADDIU v0, v0, 8 //now points to XYZ of space\nLW ra, 0x0018 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\nsetCameraCoords: //takes 1 arg0, Vec3f*\nLI t0, 0x801049F0\nLW t1, 0x0000 (a0) //load X\nSW t1, 0x0000 (t0) //store X\nLW t1, 0x0004 (a0) //load Y\nJR RA\nSW t1, 0x0004 (t0) //store Z\n\nsetCameraPosToSpace: //takes arg a0, space id\nADDIU sp, sp, -0x28\nSW ra, 0x0020 (sp)\n\nJAL getSpaceVec3f\nNOP\n\nDADDU a0, r0, r0\nLI a2, tempVec2f\nJAL 0x8001291C //Convert3DTo2D\nADDU a1, v0, r0\n\nLI a0, tempVec2f\nLI a1, posOffset\nLWC1 f0, 0x0000 (a0)\nLWC1 f2, 0x0000 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0000 (a0)\nLWC1 f0, 0x0004 (a0)\nLWC1 f2, 0x0004 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0004 (a0)\nJAL setCameraCoords\nNOP\n\nLW ra, 0x0020 (sp)\nJR RA\nADDIU sp, sp, 0x28\n\n\ntempVec2f:\n.word 0, 0\n\nposOffset:\n.float 10.0, 4.0\n\n\n.align 16\nGetChainAndSpaceIndexFromAbsSpaceIndex:\n//takes arg a0, abs_space_index\n//returns chain_index to v0\n//returns space_index to v1\nADDIU sp, sp, -0x40 \nSW ra, 0x0018 (sp)\nSW s0, 0x001C (sp)\nSW s1, 0x0020 (sp)\nSW s2, 0x0024 (sp)\nSW s3, 0x0028 (sp)\nSW s4, 0x002C (sp)\nSW s5, 0x0030 (sp)\nSW s6, 0x0034 (sp)\nORI s3, r0, 0x0000 //init s3 to 0\nADDIU s4, r0, 0xFFFF //init s4 to FFFF, loop1 counter\nLUI s0, 0x8010\nLW s0, 0x5218 (s0) //load ptr to beginning of hydrated chains ptr\nDADDU s1, a0, r0 ;move abs_space_index to s0\nGetChainAndSpaceIndexFromAbsSpaceIndex_Loop:\nADDIU s4, s4, 0x0001 //add 1 to current loop total\nLHU s2, 0x0000 (s0) //load total number of space_indicies in chain\nBEQ s2, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_error\nNOP\nORI t0, r0, 0x0000 //going to be used for loop 2 counter\nLW s3, 0x0004 (s0) //load pointer that points to abs space_indicies for current chain in loop\nGetChainAndSpaceIndexFromAbsSpaceIndex_Loop2:\n//\nLHU t1, 0x0000 (s3) //load abs value from hydrated chain\nBEQ t1, s1, GetChainAndSpaceIndexFromAbsSpaceIndex_isabs\nNOP\nADDIU t0, t0, 0x0001 //add 1 to loop2 counter\nBEQ t0, s2, GetChainAndSpaceIndexFromAbsSpaceIndex_backtoLoop1\nNOP\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_Loop2\nADDIU s3, s3, 0x0002\nGetChainAndSpaceIndexFromAbsSpaceIndex_returnvalues:\n//\nGetChainAndSpaceIndexFromAbsSpaceIndex_exit:\nLW ra, 0x0018 (sp)\nLW s0, 0x001C (sp)\nLW s1, 0x0020 (sp)\nLW s2, 0x0024 (sp)\nLW s3, 0x0028 (sp)\nLW s4, 0x002C (sp)\nLW s5, 0x0030 (sp)\nLW s6, 0x0034 (sp)\nJR RA\nADDIU sp, sp, 0x40\nGetChainAndSpaceIndexFromAbsSpaceIndex_error:\nORI v0, r0, 0xFFFF //error, return FFFF\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_exit\nORI v1, r0, 0xFFFF //error, return FFFF\nGetChainAndSpaceIndexFromAbsSpaceIndex_isabs:\n//s4 holds current chain index\n//t1 holds current space index in chain\nADD v0, s4, r0 //move chain index to v0\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_exit\nADD v1, t0, r0 //move space_index to v1\nGetChainAndSpaceIndexFromAbsSpaceIndex_backtoLoop1:\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_Loop\nADDIU s0, s0, 0x0008 //advance to next hydrated chains ptr"},"Particularly Tiny Blue Space":{"language":0,"code":"; NAME: Particularly Tiny Blue Space\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Destination\n; PARAM: Space|NextSpace\n; PARAM: Space|PrevSpace\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\nLUI T0 0x800C\nORI T0 T0 0xD09C ; Address of Reroll \nLHU T0 0(T0) ; Opponent's Player Index\n\nBNEZ T0 exit ; If they used a Fruit, do not trigger Event\nNOP\n\nLI A0 1 ; Circle\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16\n\nJAL PlaySound\nLI A0 0x1F4 ; Boo sound\n\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound\nLI A0 0x1F4 ; Boo sound\n\nJAL SleepProcess\nLI A0 20\n\nJAL PlaySound\nLI A0 0x1F4 ; Boo sound\n\nJAL SleepProcess\nLI A0 10\n\nJAL PlaySound\nLI A0 0x1F4 ; Boo sound\n\nJAL SleepProcess\nLI A0 5\n\nJAL PlaySound\nLI A0 0x1F4 ; Boo sound\n\nJAL SleepProcess\nLI A0 15\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\n\nLBU A0 29(V0) \nLI A1 Destination\nLI A2 NextSpace\nJAL WarpPlayer\nLI A3 PrevSpace\n\nLI A0 1 ; Circle\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16\n\n\nexit:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n;A0 = Player Index\n;A1 = Destination Space Index\n;A2 = Next Space Index\n;A3 = Previous Space Index\n.align 16\nWarpPlayer:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\nSW A0 76(SP) ; Player Index\nSW A1 72(SP) ; Destination Space Index\nSW A2 68(SP) ; Next Space Index\nSW A3 64(SP) ; Previous Space Index\n\nJAL GetPlayerStruct\nLW A0 76(SP) \nMOVE S4 V0 ; Player Struct\n\nJAL GetChainAndSpaceIndexFromAbsSpaceIndex ; Chain at V0 and Chain Space at V1\nLW A0 72(SP) ; Destination Space Index\n\nLW A0 76(SP) ; Player Index\nMOVE A1 V0 ; Chain Index\nJAL SetPlayerOntoChain\nMOVE A2 V1 ; Chain Space Index\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nLW A0 72(SP) ; True Space Index\n\nLW V1 8(V0) ; X pos\nMOVE T0 V1 ; Copy to T0\n\nLW V1 16(V0) ; Y pos\nMOVE T1 V1 ; Copy to T1\n\nLI T2 0x41200000 ; Float value for 10?\nMTC1 T2 F0 ; Move Float to F1?\nMTC1 T1 F2 ; Move Space Y Pos float to F1?\nADD.S F0 F0 F2 ; Add the floats for maximum floatiness\n\nLW V1 0x24(S4) ; Load Offset 24 into V1\nSW T0 12(V1) ; Player's X coords\n\nSWC1 F0 20(V1) ; Player's Y Coords\n\nJAL GetChainAndSpaceIndexFromAbsSpaceIndex ; Chain at V0 and Chain Space at V1\nLW A0 68(SP) ; Next Space Index\n\nLW A0 76(SP) ; Player Index\nMOVE A1 V0 ; Chain Index\nJAL SetNextChainAndSpace\nMOVE A2 V1 ; Chain Space Index\n\nJAL GetChainAndSpaceIndexFromAbsSpaceIndex ; Chain at V0 and Chain Space at V1\nLW A0 64(SP) ; Previous Space Index\n\nLW A0 76(SP) ; Player Index\nMOVE A1 V0 ; Chain Index\nJAL SetPrevChainAndSpace\nMOVE A2 V1 ; Chain Space Index\n\n\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n.align 16\nGetChainAndSpaceIndexFromAbsSpaceIndex:\n//takes arg a0, abs_space_index\n//returns chain_index to v0\n//returns space_index to v1\nADDIU sp, sp, -0x40 \nSW ra, 0x0018 (sp)\nSW s0, 0x001C (sp)\nSW s1, 0x0020 (sp)\nSW s2, 0x0024 (sp)\nSW s3, 0x0028 (sp)\nSW s4, 0x002C (sp)\nSW s5, 0x0030 (sp)\nSW s6, 0x0034 (sp)\nORI s3, r0, 0x0000 //init s3 to 0\nADDIU s4, r0, 0xFFFF //init s4 to FFFF, loop1 counter\nLUI s0, 0x8010\nLW s0, 0x5218 (s0) //load ptr to beginning of hydrated chains ptr\nDADDU s1, a0, r0 ;move abs_space_index to s0\nGetChainAndSpaceIndexFromAbsSpaceIndex_Loop:\nADDIU s4, s4, 0x0001 //add 1 to current loop total\nLHU s2, 0x0000 (s0) //load total number of space_indicies in chain\nBEQ s2, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_error\nNOP\nORI t0, r0, 0x0000 //going to be used for loop 2 counter\nLW s3, 0x0004 (s0) //load pointer that points to abs space_indicies for current chain in loop\nGetChainAndSpaceIndexFromAbsSpaceIndex_Loop2:\n//\nLHU t1, 0x0000 (s3) //load abs value from hydrated chain\nBEQ t1, s1, GetChainAndSpaceIndexFromAbsSpaceIndex_isabs\nNOP\nADDIU t0, t0, 0x0001 //add 1 to loop2 counter\nBEQ t0, s2, GetChainAndSpaceIndexFromAbsSpaceIndex_backtoLoop1\nNOP\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_Loop2\nADDIU s3, s3, 0x0002\nGetChainAndSpaceIndexFromAbsSpaceIndex_returnvalues:\n//\nGetChainAndSpaceIndexFromAbsSpaceIndex_exit:\nLW ra, 0x0018 (sp)\nLW s0, 0x001C (sp)\nLW s1, 0x0020 (sp)\nLW s2, 0x0024 (sp)\nLW s3, 0x0028 (sp)\nLW s4, 0x002C (sp)\nLW s5, 0x0030 (sp)\nLW s6, 0x0034 (sp)\nJR RA\nADDIU sp, sp, 0x40\nGetChainAndSpaceIndexFromAbsSpaceIndex_error:\nORI v0, r0, 0xFFFF //error, return FFFF\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_exit\nORI v1, r0, 0xFFFF //error, return FFFF\nGetChainAndSpaceIndexFromAbsSpaceIndex_isabs:\n//s4 holds current chain index\n//t1 holds current space index in chain\nADD v0, s4, r0 //move chain index to v0\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_exit\nADD v1, t0, r0 //move space_index to v1\nGetChainAndSpaceIndexFromAbsSpaceIndex_backtoLoop1:\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_Loop\nADDIU s0, s0, 0x0008 //advance to next hydrated chains ptr"},"Bowser Suit Pickup":{"language":0,"code":"; NAME: Bowser Suit Pickup\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|ID\n\nADDIU SP SP -80 ; Including 4 byte pad\nSW RA 76(SP)\nSW S2 72(SP)\nSW S1 68(SP)\nSW S0 64(SP)\nSW S3 60(SP)\nSW S7 56(SP)\nSW S6 52(SP)\nSW S4 48(SP)\n\n\n\nLUI T0 0x800C\nORI T0 T0 0xD09F ; Bowser Suit Pickup Flag\nLBU T1 0(T0) ; Flag Value\n\nLI T2 ID \nLI T3 1 ; Bit\nSLLV T4 T3 T2 ; Shift based on ID\nSW T4 44(SP) ; Save to add flag later\nAND T5 T1 T4 ; 1 if the Space is OFF\n\nBNEZ T5 exit ; Exit if this Space's Bowser Suit has already been picked up\nNOP\n\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nRandomByte:\nJAL GetRandomByte ; Generates an integer on V0\nNOP\nMOVE S7 V0 ; Random Int to S7\n\nJAL GetTurnAndPlacing ; V0 = Placing+Tier  V1 = Turn Tier\nNOP\n\nSLTI T2 V0 4 ; If 0-3 = First 5 Turns\nLUI T0 hi(First5Turns_Table)\nBNE T2 R0 DetermineItem\nADDIU T0 T0 lo(First5Turns_Table)\n\nLI T2 4\nLUI T0 hi(Midgame1_Table)\nBEQ V0 T2 DetermineItem\nADDIU T0 T0 lo(Midgame1_Table)\n\nSLTI T2 V0 7 ; If 5-6 = Midgame\nLUI T0 hi(Midgame23_Table)\nBNE T2 R0 DetermineItem\nADDIU T0 T0 lo(Midgame23_Table)\n\nLI T2 7\nLUI T0 hi(Midgame4_Table)\nBEQ V0 T2 DetermineItem\nADDIU T0 T0 lo(Midgame4_Table)\n\nLI T2 8\nLUI T0 hi(Last5Turns1_Table)\nBEQ V0 T2 DetermineItem\nADDIU T0 T0 lo(Last5Turns1_Table)\n\nLI T2 9\nLUI T0 hi(Last5Turns2_Table)\nBEQ V0 T2 DetermineItem\nADDIU T0 T0 lo(Last5Turns2_Table)\n\nLI T2 10\nLUI T0 hi(Last5Turns3_Table)\nBEQ V0 T2 DetermineItem\nADDIU T0 T0 lo(Last5Turns3_Table)\n\nLUI T0 hi(Last5Turns4_Table)\nADDIU T0 T0 lo(Last5Turns4_Table)\n\n\nDetermineItem:\nLI S6 0\nLOOP:\nLHU T1 0(T0) ; Load table's first halfword offset\nSLT T2 S7 T1 ; ON IF number generated < offset\nBNEZ T2 CheckItem\nADDIU T0 T0 2 ; Add 2 for next offset\nJ LOOP\nADDIU S6 S6 1 ; Item Index + 1 \n\nCheckItem:\nLI S6 13 ; Make it a Bowser Suit\nLI T0 0x12 ; Wacky Watch Index\nBNE T0 S6 CheckItem2 ; If not a Wacky Watch, continue\nNOP\nLUI T1 hi(0x800CD0AB)\nADDIU T1 T1 lo(0x800CD0AB) ; Wacky Watch Flag\nLBU T1 0(T1)\nBNEZ T1 RandomByte ; If not 0, Wacky Watch has been used\nNOP\n\nCheckItem2:\nSLL T1, S6, 0x0005 ; Multiply by 20 for alignment\nLUI T0 hi(Item_Strings)\nADDIU T0 T0 lo(Item_Strings)\n\nLI T2 15\nSLTI T2 S6 15 ; If less, it's a Rare Item\nLUI A1, hi(GotRareItem_Message)\nBEQ T2 R0 FinishSprintf\nADDIU A1, A1, lo(GotRareItem_Message) ;ptr to format to use\n\nLUI A1, hi(GotItem_Message)\nADDIU A1, A1, lo(GotItem_Message) ;ptr to format to use\n\nFinishSprintf:\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space)\nADDU A2 T0 T1 ; Add Item Index to Item string pointer\nJAL sprintf\nLI A3 0 ; null\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (None)\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nADDIU S4 V0 0x18 ; Pass Item #1  Address to S4\n\nJAL PlayerHasEmptyItemSlot ; Returns 0/1/2 for empty item slot\nNOP\nLUI T0 hi(0xFFFFFFFF)\nADDIU T0 T0 lo(0xFFFFFFFF) ; No Item Value\nBEQ T0 V0 promptsetup ; If different, inventory is full\nNOP\nJ DelItem1\nADDU S4 S4 V0 \n\npromptsetup:\nLBU T1 0(S4) ; Item 1 Value\nLBU T2 1(S4) ; Item 2 Value\nLBU T3 2(S4) ; Item 3 Value\n\nLUI T0 hi(Item_Strings)\nADDIU T0 T0 lo(Item_Strings)\n\nSLL T1 T1 0x0005 ; Multiply by 20 for alignment\nSLL T2 T2 0x0005 ; Multiply by 20 for alignment\nSLL T3 T3 0x0005 ; Multiply by 20 for alignment\nADDU T3 T0 T3\nSLL T4, S6, 0x0005 ; Multiply by 20 for alignment\nADDU T4 T0 T4\n\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space)\nLUI A1 hi(DeleteItem_Prompt)\nADDIU A1 A1 lo(DeleteItem_Prompt)\nADDU A2 T0 T1 ; Add Item Index to Item string pointer\nADDU A3 T0 T2 ; Add Item Index to Item string pointer\nSW T3 16(SP)\nSW T4 20(SP)\nJAL sprintf\nSW R0 24(SP)\n\npromptdisplay:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nLI A2 0\nJAL ShowMessage \nLI A3 0\n\nJAL GetRandomByte ; 0-255 at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; MOD 4\n\n; Get the selection, either from the player or CPU.\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 2\nJAL GetBasicPromptSelection\nMFHI A1 ; 0 - 3 passed\nMOVE S0 V0 ; S0 now has the chosen option index\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the player's destination based on the choice.\nBEQZ S0 DelItem1\nNOP\nLI A0 1\nBEQ S0 A0 DelItem2\nNOP\nLI A0 2\nBEQ S0 A0 DelItem3\nNOP\nLI A0 3\nBEQ S0 A0 exit\nNOP\n\nview_map:\nJAL ViewBoardMap\nNOP\nJ promptdisplay\nNOP\n\n\nDelItem1:\nSB S6 0(S4) ; Item Slot #1\nJ Sound\nNOP\n\nDelItem2:\nSB S6 1(S4) ; Item Slot #2\nJ Sound\nNOP\n\nDelItem3:\nSB S6 2(S4) ; Item Slot #3\n\n\nSound:\nJAL PlaySound\nLI A0 25 ; Got Item Sound Index\n\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\n\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index\n\nLI A0 -1 ; Current Player\nLI A1 5 ; Joy Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess \nLI A0 30 ; Sleeps for 30 frames\n\nLUI T0 0x800C\nORI T0 T0 0xD09F ; Bowser Suit Pickup\nLBU T1 0(T0) ; Bowser Suit Pickup Flag Value\nLW T2 44(SP) ; Flag to add\nADDU T1 T1 T2 ; Add to make new Flag\nSB T1 0(T0) ; Store new Flag\n\nJAL RedrawSpaces\nNOP\n\n\n\nexit:\nLW RA 76(SP)\nLW S2 72(SP)\nLW S1 68(SP)\nLW S0 64(SP)\nLW S3 60(SP)\nLW S7 56(SP)\nLW S6 52(SP)\nLW S4 48(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nA_Pointer_With_Enough_Space:\n.fill 0xC1C\n\n\n.align 16\nGetTurnAndPlacing:\nADDIU SP SP -64\nSW RA 60(SP)\n\nJAL GetCurrentPlayerIndex ; At V0\nNOP\n\nJAL GetPlayerPlacement ; at V0\nMOVE A0 V0\n\nLUI T1 hi(current_turn)\nADDIU T1 T1 lo(current_turn) ; Loading address of current turn number\nLBU T1 0(T1) ; Loading current turn number\nLUI T0 hi(total_turns)\nADDIU T0 T0 lo(total_turns) ; Loading address of total turn number\nLBU T0 0(T0) ; Loading total turn number\n\nSLTI T3 T1 6 ; ON IF current turn is less than 6\nBNE T3 R0 addplacing ; If it's less than 6, then it's Early Game, exit\nLI T7 0 ; Early Game Value on T7\n\nSUB T2 T0 T1\nSLTI T3 T2 5 ; ON IF Total Turns - Current Turn = 4 or less\nBNE T3 R0 addplacing ; If it's 4 or less, it's Lategame, exit\nLI T7 8 ; Late Game Value on T7\n\nLI T7 4 ; Mid Game Value on T7\n\naddplacing:\nMOVE V1 T7 ; V1 now contains Turn Tier\nADDU V0 T7 V0 ; Placing + Turn Tier at V0\n\nLW RA 60(SP)\nJR RA\nADDIU SP SP 64\n\n.align 16\nDeleteItem_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"You can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t carry any more items\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.ascii \"Choose one you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re willing to throw away\"\n.byte 0x85 ; .\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nGotItem_Message:\n.ascii \"You got a \\x07\" \"%s\" \"\\x08\\xC2\\x0A\"\n.ascii \"Carrying this will frighten nearby Ghosts\\xC2\\xFF\\x00\"\n\n.align 16\nGotRareItem_Message:\n.ascii \"You got a \\x07\"\n.ascii \"%s\"\n.byte 0x08,0x85 ; White Text/Period\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"That\\x5Cs a rare find\\xC2\\xFF\\x00\"\n\n.align 0x20\nItem_Strings:\n.asciiz \"Mushroom\" ; 00\n.align 0x20\n.asciiz \"Skeleton Key\" ; 01\n.align 0x20\n.asciiz \"Poison Mushroom\" ; 02\n.align 0x20\n.asciiz \"Reverse Mushroom\" ; 03\n.align 0x20\n.asciiz \"Cellular Shopper\" ; 04\n.align 0x20\n.asciiz \"Warp Block\" ; 05\n.align 0x20\n.asciiz \"Plunder Chest\" ; 06\n.align 0x20\n.asciiz \"Bowser Phone\" ; 07\n.align 0x20\n.asciiz \"Dueling Glove\" ; 08\n.align 0x20\n.asciiz \"Lucky Lamp\" ; 09\n.align 0x20\n.asciiz \"Golden Mushroom\" ; 10\n.align 0x20\n.asciiz \"Boo Bell\" ; 11\n.align 0x20\n.asciiz \"Boo Repellant\" ; 12\n.align 0x20\n.asciiz \"Bowser Suit\" ; 13\n.align 0x20\n.asciiz \"Magic Lamp\" ; 14\n.align 0x20\n.asciiz \"Koopa Kard\"\n.align 0x20\n.asciiz \"Barter Box\"\n.align 0x20\n.asciiz \"Lucky Charm\"\n.align 0x20\n.asciiz \"Wacky Watch\"\n\n.align 16\nFirst5Turns_Table:\n.halfword 59,59,132,147,162,178,182,198,201,217,231,233,235,251,253,253,254,255,256\n\n.align 16\nMidgame1_Table:\n.halfword 39,39,104,121,138,155,162,179,184,201,227,230,233,250,253,253,254,255,256\n\n.align 16\nMidgame23_Table:\n.halfword 31,31,93,110,127,145,152,169,174,192,223,227,231,249,253,253,254,255,256\n\n.align 16\nMidgame4_Table:\n.halfword 23,23,81,97,113,129,140,156,164,180,215,221,227,243,249,249,252,255,256\n\n.align 16\nLast5Turns1_Table:\n.halfword 45,45,101,119,137,156,167,185,193,211,222,226,230,249,253,253,254,255,256\n\n.align 16\nLast5Turns2_Table:\n.halfword 32,32,84,101,118,135,147,164,173,190,215,222,229,246,253,253,254,255,256\n\n.align 16\nLast5Turns3_Table:\n.halfword 19,19,66,83,100,117,131,148,159,176,205,214,223,240,249,249,252,255,256\n\n.align 16\nLast5Turns4_Table:\n.halfword 8,8,49,63,77,91,111,125,140,154,187,200,214,228,241,241,248,255,256\n\n\n\n; BEGIN GET ITEM CODE\n; 0x00 = Mushroom\n; 0x01 = Skeleton Key\n; 0x02 = Poison Mushroom\n; 0x03 = Reverse Mushroom\n; 0x04 = Cellular Shopper\n; 0x05 = Warp Block\n; 0x06 = Plunder Chest\n; 0x07 = Bowser Phone\n; 0x08 = Dueling Glove\n; 0x09 = Lucky Lamp\n; 0x0A = Golden Mushroom\n; 0x0B = Boo Bell\n; 0x0C = Boo Repellant\n; 0x0D = Bowser Suit\n; 0x0E = Magic Lamp\n; 0x0F = Koopa Card\n; 0x10 = Barter Box\n; 0x11 = Lucky Charm\n; 0x12 = Wacky Watch"},"Sunshine Slots":{"language":0,"code":"; NAME: Sunshine Slots\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Boolean|Timeable\n; PARAM: Space|BankCamera\n; PARAM: Space[]|CallSpaces\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\nLUI T0 0x800C\nORI T0 T0 0xD09C ; Address of Reroll \nLHU T0 0(T0) ; Opponent's Player Index\n\nBNEZ T0 exit ; If they used a Fruit, do not trigger Event\nNOP\n\nJAL PlayMusic\nLI A0 112 ; Game Guy Fanfare\n\nJAL PlaySound\nLI A0 0x248 ; Crowd Cheering\n\nSW R0 16(SP) ; Parameter 3\nSW R0 20(SP) ; Parameter 4\nSW R0 24(SP) ; Parameter 5\nLI A0 -1 ; Character image (None)\nLUI A1 hi(SunshineSlots_Message)\nADDIU A1 A1 lo(SunshineSlots_Message)\nLI A2 0 ; Parameter 1\nJAL ShowMessage\nLI A3 0 ; Parameter 2\n\nJAL SleepProcess\nLI A0 60\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP ; These 3 close the message\n\nLI FP 0 ; Bonus Credit Index\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S4 V0 \n\nLI T1 0xFF ; No Item\nLBU T0 24(S4) ; Item 1\nSB T0 76(SP) ; Store Item 1 in Stack\nSB T1 24(S4) ; Delete Item 1\nLBU T0 25(S4) ; Item 2\nSB T0 72(SP) ; Store Item 2 in Stack\nSB T1 25(S4) ; Delete Item 2\nLBU T0 26(S4) ; Item 3\nSB T0 68(SP) ; Store Item 3 in Stack\nSB T1 26(S4) ; Delete Item 3\n\nJAL RefreshHUD\nLBU A0 29(S4) ; Player Index\n\nbonuscreditjump:\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 ; Play regular music again\n\nJAL GetRandomByte ; at V0\nNOP\nLI T0 4 ; 4 Slot Items\nDIVU V0 T0\nMFHI S0 ; Loop Starting Point (0-3)\nLI S5 0 ; Current Spinning Slot\nLI S1 3 ; Timer to rotate slots\nslotsloop:\nLI T2 3 ; All Slots selected\nBEQ S5 T2 slotsloopexit \nNOP\n\nLUI T0 hi(SlotsItems_Array)\nADDIU T0 T0 lo(SlotsItems_Array)\nADDU T0 T0 S0\nLB T1 0(T0) ; Item Index\n\nBLTZL T1 slotsloop\nLI S0 0 ; Reset slots back to\n\nADDIU T4 S4 24 ; Add to get Item #1 Index\nADDU S6 T4 S5 ; Add to get Correct Item Slot\nSB T1 0(S6) ; Store Item to show on-screen\n\ncheckinput:\nJAL PlayerIsCPU ; 1 if CPU\nLBU A0 29(S4) ; Player Index\n\nBEQZ V0 checkinputbutactually ; It's a human player, ignore\nNOP\n; It's  CPU\nJAL GetRandomByte\nNOP\n\nSLTI T5 V0 12 ; ON IF 0-11\nBNEZ T5 apress ; If 1, the CPU pressed A\nNOP\n; They didn't press A\nJ slotsnopress ; Skip Player controller check\nNOP\n\ncheckinputbutactually:\nJAL DetectAInput\nLBU A0 29(S4) ; Current Player Index\n\nBEQZ V0 slotsnopress ; They didn't press A\nNOP\n;they pressed A\napress:\nLI T0 Timeable\nBNEZ T0 slotslooppresssound ; If Timeable, skip randomization of item\nNOP\n; It's not Timeable, generate random result\nJAL GetRandomByte\nNOP\nLI T0 4 ; 4 Slot Outcomes\nDIVU V0 T0 ; Divide by 4\nMFHI V0 ; 0-3\n\nLUI T0 hi(SlotsItems_Array)\nADDIU T0 T0 lo(SlotsItems_Array)\nADDU T0 T0 V0 ; Add to get correct Array spot\nLBU V0 0(T0) ; Load Item Index \nSB V0 0(S6) ; Store randomized outcome\n\nslotslooppresssound:\nJAL PlaySound \nADDIU A0 S5 0x0528 ; Game Guy Suspense sfx\n\nJAL SleepVProcess ; Sleep 1 frame\nNOP\n\nADDIU S0 S0 1 ; Add to show next item in the slots\nADDIU S5 S5 1 ; Add to use next Item Slot\nJ slotsloop\nLI S1 3 ; Reset Timer to 3\n\nslotsnopress:\nJAL SleepVProcess ; Sleep 1 frame\nNOP\n\nBNEZL S1 slotsloop ; Timer isn't 0, don't change anything\nADDIU S1 S1 -1 ; Lower Timer by 1 frame\n; Timer is 0\nJAL PlaySound \nLI A0 0x104 ; Scrolling through Minigame Roulette Sound Index\n\nADDIU S0 S0 1 ; Add to show next item in the slots\nJ slotsloop\nLI S1 3 ; Base Timer\n\nslotsloopexit:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLBU T0 24(S4) ; Item #1\nLBU T1 25(S4) ; Item #2\n\nBNE T0 T1 nomatch \nNOP\n; It matched, check the 3rd slot\nLBU T2 26(S4) ; Item #3\nBNE T0 T2 nomatch\nNOP\n; It's a full match\n\nLBU T1 24(S4) ; Item #1\nLI T0 5 ; Warp Block\nBEQ T1 T0 hiddenblock\nNOP\nLI T0 11 ; Boo Bell\nBEQ T1 T0 ghosteffect\nNOP\nLI T0 15 ; Koopa Kard\nBEQ T1 T0 bankjackpot\nNOP\n; Lucky Charm\n\nLI FP 17 ; Lucky Charm Index\n\nJAL PlayMusic\nLI A0 115 ; Game Guy Winner Music\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJAL SleepProcess\nLI A0 90 ; Frames\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nLBU T0 76(SP) \nSB T0 24(S4) ; Store Item #1 back\nLBU T0 72(SP)\nSB T0 25(S4) ; Store Item #2 back\nLBU T0 68(SP)\nSB T0 26(S4) ; Store Item #3 back\n\nJAL RefreshHUD\nLBU A0 29(S4) ; Current Player Index\n\nJAL PlayerHasEmptyItemSlot ; -1 if Full\nLBU A0 29(S4) ; Player Index\n\nBLTZ V0 promptsetup\nMOVE S6 FP ; Pass Item Index\n; They're not full\n\nJ DelItem\nMOVE S0 V0 ; Pass Item Slot Index\n\npromptsetup:\nLBU T1 24(S4) ; Item 1 Value\nLBU T2 25(S4) ; Item 2 Value\nLBU T3 26(S4) ; Item 3 Value\n\nLUI T0 hi(Item_Strings)\nADDIU T0 T0 lo(Item_Strings)\n\nSLL T1 T1 0x0005 ; Multiply by 20 for alignment\nSLL T2 T2 0x0005 ; Multiply by 20 for alignment\nSLL T3 T3 0x0005 ; Multiply by 20 for alignment\nADDU T3 T0 T3\nSLL T4, S6, 0x0005 ; Multiply by 20 for alignment\nADDU T4 T0 T4\n\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space)\nLUI A1 hi(DeleteItem_Prompt)\nADDIU A1 A1 lo(DeleteItem_Prompt)\nADDU A2 T0 T1 ; Add Item Index to Item string pointer\nADDU A3 T0 T2 ; Add Item Index to Item string pointer\nSW T3 16(SP)\nSW T4 20(SP)\nJAL sprintf\nSW R0 24(SP)\n\npromptdisplay:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nLI A2 0\nJAL ShowMessage \nLI A3 0\n\nJAL GetRandomByte ; 0-255 at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; MOD 4\n\nLI A0 2\nJAL GetBasicPromptSelection\nMFHI A1 ; 0 - 3 passed\nMOVE S0 V0 ; S0 now has the chosen option index\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBEQZ S0 DelItem\nNOP\nLI A0 1\nBEQ S0 A0 DelItem\nNOP\nLI A0 2\nBEQ S0 A0 DelItem\nNOP\nLI A0 3\nBEQL S0 A0 exit_2\nNOP\n\nview_map:\nJAL ViewBoardMap\nNOP\nJ promptdisplay\nNOP\n\nDelItem:\nADDIU T4 S4 24 ; Item Slot #1\nADDU T4 T4 S0 ; Add Choice Index\nSB S6 0(T4) ; Store Item\n\nluckycharmend:\nJAL PlaySound\nLI A0 25 ; Got Item Sound Index\n\nLBU A0 29(S4) ; Current Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJ exit_2\nNOP\n\n\nhiddenblock:\nJAL PlayMusic\nLI A0 115 ; Game Guy Winner Music\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJAL SleepProcess\nLI A0 90 ; Frames\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 \n\nLBU A0 15(S4) ; Current Player's Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 16(S4) ; Current Player's ChainSpace Index\nMOVE S7 V0 ; Copy to S7\n\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nSLTI T0 V0 85 ; ON if less than 85\nLUI T2 hi(hidden_block_star_space_index)\nBNEZ T0 giveblock\nADDIU T2 T2 lo(hidden_block_star_space_index)\nSLTI T0 V0 170 ; ON if less than 170\nLUI T2 hi(hidden_block_coins_space_index)\nBNEZ T0 giveblock\nADDIU T2 T2 lo(hidden_block_coins_space_index)\n\nLUI T2 hi(hidden_block_item_space_index)\nADDIU T2 T2 lo(hidden_block_item_space_index)\n\ngiveblock:\nSB S7 0(T2) ; Store HB on Current Space\n\nJ exit\nNOP\n\n\n\nghosteffect:\nJAL PlayMusic\nLI A0 115 ; Game Guy Winner Music\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJAL SleepProcess\nLI A0 90 ; Frames\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 \n\nLBU T0 76(SP) \nSB T0 24(S4) ; Store Item #1 back\nLBU T0 72(SP)\nSB T0 25(S4) ; Store Item #2 back\nLBU T0 68(SP)\nSB T0 26(S4) ; Store Item #3 back\n\nJAL RefreshHUD\nLBU A0 29(S4) ; Player Index\n\nsetupbooprompt:\nJAL RivalsHaveCoins\nLBU A0 29(S4) ; Current Player Index\n\nBNEZ V0 setupboopromptcolors ; If 1, Coins can be stolen\nNOP\n; Other Players have no Coins, check if the player can steal Stars\n\nLBU A0 29(S4) ; Current Player Index\nJAL PlayerHasCoins\nLI A1 50 ; Coins\n\nBEQZ V0 boocannotsteal\nNOP\n; The player has at least 50 coins, see if other players have Stars\n\nJAL RivalsHaveStars\nLBU A0 29(S4) ; Current Player Index\n\nBNEZ V0 setupboopromptcolors ; If 1, Stars can be stolen\nNOP\n; No one else has Stars, no steal can happen\n\nboocannotsteal:\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7; Character image (Boo)\nLUI A1 hi(BooCannotSteal_Message)\nADDIU A1 A1 lo(BooCannotSteal_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit_2\nNOP\n\nsetupboopromptcolors:\nJAL PlaySound\nLI A0 0x1F4 ; Boo Laugh\n\nJAL GetColorFormatter\nLBU A0 29(S4) ; Player Index\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space)\nLUI A1 hi(BooGreeting_Prompt)\nADDIU A1 A1 lo(BooGreeting_Prompt)\nMOVE A2 V0 ; Option 1 Color\nJAL sprintf\nMOVE A3 V1 ; Option 2 Color\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 7 ; Character image (Boo)\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL DisableOptions\nNOP\n\nJAL PlayerIsCPU ; 1 if CPU\nLI A0 -1 ; Current player\n\nBEQZ V0 ogignoreaichoice\nNOP\n\nJAL AIChoiceCustomBoo\nNOP\n\nogignoreaichoice:\nLI A0 2 \nJAL GetBasicPromptSelection\nMOVE A1 V0\nMOVE FP V0 ; S0 now has the chosen option index\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSLTI T0 FP 2 ; ON IF 0-1 (Steal was selected)\nBNEZ T0 boosteal\nNOP\n; It's 2\nJAL ViewBoardMap\nNOP\nJ setupboopromptcolors\nNOP\n\nboosteal:\nJAL CustomBoo_Func\nMOVE A0 FP ; 0 for Coins, 1 for Star\n\nBEQZ V0 setupboopromptcolors ; They pressed Go Back, reload original prompt\nNOP\n\nJ exit_2\nNOP\n\n\n\n\nbankjackpot:\nJAL PlayMusic\nLI A0 115 ; Game Guy Winner Music\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJAL SleepProcess\nLI A0 90 ; Frames\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 ; Play regular music again\n\nJAL SetCameraType\nLI A0 0 ; Free Roam Camera\n\nLI A0 0 ; Bar Code Fade\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL cameramain\nLI A0 BankCamera\n\nLI A0 0 ; Bar Code Fade\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nLUI S2 0x800C\nORI S2 S2 0xD0B4 ; Bank Total\nLHU T1 0(S2) ; Bank Value\n\nBEQZ T1 nocoinsinbank\nNOP\n; The Bank has coins\nLI T2 2 \nMULTU T1 T2 ; Multiply by 2\nMFLO S1 ; Bank Coins * 2\n\nSH S1 0(S2) ; Store in Bank\n\nJAL PlaySound\nLI A0 0x15 ; Coin Bag Sound\n\nLI T0 0x80102C58 ; Boo Pointer \nLW T1 0(T0) ; Boo Location\nLI T2 0x4888 ; Difference between Boo and the Bank Coin Update Func\nSUBU S3 T1 T2 ; Address of the instruction to overwrite\n\nJALR S3 ; Update Bank Coins \nNOP\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nSH R0 0(S2) ; Delete Bank Coins\n\nJAL PlaySound\nLI A0 0x15 ; Coin Bag Sound\n\nJALR S3 ; Update Bank Coins \nNOP\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLI A0 0 ; Bar Code Fade\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL SetCameraType\nLI A0 1; Free Roam Camera\n\nLI A0 0 ; Bar Code Fade\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S1 ; Bank Coins\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nMOVE A1 S1 ; Bank Coins\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJ exit\nNOP\n\n\nnocoinsinbank:\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7; Character image (Boo)\nLUI A1 hi(NoCoinsInBank_Message)\nADDIU A1 A1 lo(NoCoinsInBank_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0 ; Bar Code Fade\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL SetCameraType\nLI A0 1 ; Follow Player\n\nLI A0 0 ; Bar Code Fade\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nLBU A0 29(S4) ; Current Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJ exit\nNOP\n\n\n\nnomatch:\nLI T0 Timeable ; 1 if Timeable\n\nBNEZ T0 failmusic ; Skip Bonus Credit Roll if Timeable\nNOP\n; It's not Timeable\n\nLUI T0 hi(BonusCreditOdds_Array)\nADDIU T0 T0 lo(BonusCreditOdds_Array)\nADDU T0 T0 FP ; Add Index to get correct Array spot\n\nJAL RNGPercentChance ; 1 if TRUE\nLBU A0 0(T0) ; % Chance to get a Bonus Credit\n\nBEQZ V0 failmusic ; If 0, they get no bonus credit, run Ghost Call\nNOP\n; They're getting a bonus credit, load message\n\nJAL PlayMusic\nLI A0 112 ; Game Guy Fanfare\n\nSW R0 16(SP) ; Parameter 3\nSW R0 20(SP) ; Parameter 4\nSW R0 24(SP) ; Parameter 5\nLI A0 -1 ; Character image (None)\nLUI A1 hi(BonusCredit_Message)\nADDIU A1 A1 lo(BonusCredit_Message)\nLI A2 0 ; Parameter 1\nJAL ShowMessage\nLI A3 0 ; Parameter 2\n\nJAL SleepProcess\nLI A0 60\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP ; These 3 close the message\n\n\nLI T1 0xFF ; No Item\nSB T1 24(S4) ; Delete Item 1\nSB T1 25(S4) ; Delete Item 2\nSB T1 26(S4) ; Delete Item 3\n\nJAL RefreshHUD\nLBU A0 29(S4) ; Player Index\n\nJ bonuscreditjump\nADDIU FP FP 1 ; Add 1 to lower odds of getting another Bonus Credit\n\nfailmusic:\nJAL PlayMusic\nLI A0 113 ; Game Guy Loser Music\n\nLBU T0 3(S4) ; Character Index\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLBU A0 29(S4) ; Current Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 74 ; Frames\n\nJAL SetCameraType\nLI A0 0 ; Free Roam Camera\n\nLI A0 0 ; Bar Code fade-out\nJAL InitFadeOut\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T1 0(T0) ; Turn Number\nSLTI T2 T1 4 ; ON IF Turn 1-3\nBNEZL T2 afterghostcallroll\nLI S5 0 ; Clyde Index\n\nnomatchghostcallroll:\nJAL GetRandomByte\nNOP\nLI T0 3; 3 Ghosts\nDIVU V0 T0\nMFHI S5 ; Ghost Index (0-2)\nADDIU S5 S5 1 ; Add 1 to make it (1-3)\n\nafterghostcallroll:\nLI T0 0x800CD096 ; Orange Ghost Space Index\nADDU T0 T0 S5 ; Add Ghost Index to get correct address\nLBU V0 0(T0) ; Space Index\n\nBEQZ V0 nomatchghostcallroll ; If 0, this Ghost hasn't spawned yet\nNOP\n; This Ghost has spawned\n\nnomatchghostcallspaceroll:\nJAL GetRandomByte\nNOP\nLI T0 4 ; 4 Spaces\nDIVU V0 T0\nMFHI V0 ; Space Index In Array (0-3)\n\nLUI T0 hi(CallSpaces_Array)\nADDIU T0 T0 lo(CallSpaces_Array)\nADDU S2 T0 V0 ; Add to get correct Array Spot\n\nLBU A0 0(S2) ; Space Index in Array\nJAL GhostIsInSpace ; 1 IF there's another Ghost in that space\nMOVE A1 S5 ; Ghost Index\n\nBNEZ V0 nomatchghostcallspaceroll ; If 1, find another Space\nNOP\n; There's no Ghost on this Space\nJAL cameramain\nLBU A0 0(S2) ; Space Index\n\nLI A0 0 ; Bar Code fade-in\nJAL InitFadeIn\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16\n\nLI T0 0x800CD096 ; Orange Ghost Space Index\nADDU T0 T0 S5 ; Add Ghost Index to get correct address\nLBU T1 0(S2) ; Space Index\nSB T1 0(T0) ; Change Ghost Space Index\n\nJAL PlaySound\nLI A0 0x443 ; Baddie Ghost sfx\n\nJAL SleepProcess\nLI A0 45 ; Frames\n\nLI A0 0 ; Bar Code fade-out\nJAL InitFadeOut\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16\n\nJAL SetCameraType\nLI A0 1 ; Follow Player Camera\n\nLI A0 0 ; Bar Code fade-in\nJAL InitFadeIn\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 ; Play regular music again\n\n\n\nexit:\nLBU T0 76(SP) \nSB T0 24(S4) ; Store Item #1 back\nLBU T0 72(SP)\nSB T0 25(S4) ; Store Item #2 back\nLBU T0 68(SP)\nSB T0 26(S4) ; Store Item #3 back\n\nJAL RefreshHUD\nLBU A0 29(S4) ; Current Player Index\n\nexit_2:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n.align 16\nGhostModelIDs:\n.byte 9,75,44,13\n\n.align 16\nCallSpaces_Array:\n.byte CallSpaces\n\n.align 16\nNewModelCoords:\n.word 00000000\n.word 00000000\n.word 00000000\n\n.align 16\nSlotsItems_Array:\n.byte 5,11,15,17,0xFF\n\n.align 16\nStolenItems_Array:\n.byte 00,00,00\n\n.align 16\nBonusCreditOdds_Array:\n.byte 75,60,00\n\n.align 16\nSunshineSlots_Message:\n.ascii \"SUNSHINE SLOTS\\xC2\\x00\"\n\n.align 16\nBonusCredit_Message:\n.ascii \"\\x03B\\x04O\\x05N\\x06U\\x07S \\x08CREDIT\\xC2\\xC2\\xC2 You get another chance\\xC2\\x00\"\n\n.align 16\nNoCoinsInBank_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AAh\\x82 looks like our Bank is completely\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aempty\\x85 We got nothing to pay the jackpot\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ATry again later\\x82 mwa ha ha\\xC2\\xFF\\x00\"\n\n; A0 - Active Space Index\n; A1 - Ghost Index\n.align 16\nGhostIsInSpace:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\n\n\nLI T3 0x800CD096 ; Orange Ghost Space Index\nLI S0 3 ; Start with Blue Ghost\nGhostIsInSpaceloop:\nBLTZ S0 GhostIsInSpaceloopexit ; No other Ghost is on this space, count it \nNOP\nBEQL S0 A1 GhostIsInSpaceloop ; loop if this is the active Ghost\nADDIU S0 S0 -1 ; Subtract 1 to check next Ghost\n\nADDU T2 T3 S0  ; Add Loop Counter to get correct Ghost Space Index address\nLBU T0 0(T2) ; Other Ghost's Space Index\n\nBEQL T0 A0 GhostIsInSpace_exit ; do not count if there's a Ghost here\nLI V0 1 ; 1 for Other Ghost Found\n; This Ghost's Space does not match, search next\nJ GhostIsInSpaceloop\nADDIU S0 S0 -1 ; Subtract 1 to check next Ghost\n\nGhostIsInSpaceloopexit:\nLI V0 0 ; 0 for No Other Ghost Found Here\n\nGhostIsInSpace_exit:\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA \nADDIU SP SP 80\n\n.align 16\nDetectAInput:\nADDIU SP SP -20\nSW RA 16(SP)\n\nLUI T1 hi(p1_controller)\nADDIU T1 T1 lo(p1_controller) ; Load P1's Controller\nLI T0 0x38 ; This is the distance between each player's Controller\nMULT A0 T0 ;  Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Controller Addr\nLBU T0 0(T1) ; Load address value into A1\n\nLUI T1 hi(0x800C9520)\nADDIU T1 T1 lo(0x800C9520) ; Load P1's Button Press Address\nLI A2 0x2 ; This is the distance between each player's Button Address\nMULT A2 T0 ;  Multiply Controller value by 2\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Y Axis\nLBU T0 0(T1) ; Load address value into A1\n\nLI T1 0x80\nBEQ T0 T1 APress\nNOP\n\nNoPress:\nLI V0 0\nJ DetectABInputexit\nNOP\n\nAPress:\nLI V0 1\nJ DetectABInputexit\nNOP\n\nDetectABInputexit:\nLW RA 16(SP)\nJR RA\nADDIU SP SP 20\n\n\n; A0 = Player's Index\n; A1 = Happy/Sad Index\n.align 16\nSetBoardPlayerAnimationWithSound:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\nSW A1 68(SP)\n\nJAL GetPlayerStruct\nNOP\n\nLBU T0 3(V0) ; Character Index\n\nBNEZ A1 sad\nNOP\n\nhappy:\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 5 ; Happy Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ SetBoardAnimationWithSound_exit\nNOP\n\nsad:\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 60 ; Frames\n\nSetBoardAnimationWithSound_exit:\nLW A0 72(SP) ; Player Index\nLI A1 -1 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLW A1 68(SP)\nLW A0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n.align 32\nItem_Strings:\n.asciiz \"Mushroom\" ; 00\n.align 0x20\n.asciiz \"Skeleton Key\" ; 01\n.align 0x20\n.asciiz \"Poison Mushroom\" ; 02\n.align 0x20\n.asciiz \"Reverse Mushroom\" ; 03\n.align 0x20\n.asciiz \"Cellular Shopper\" ; 04\n.align 0x20\n.asciiz \"Warp Block\" ; 05\n.align 0x20\n.asciiz \"Plunder Chest\" ; 06\n.align 0x20\n.asciiz \"Bowser Phone\" ; 07\n.align 0x20\n.asciiz \"Dueling Glove\" ; 08\n.align 0x20\n.asciiz \"Lucky Lamp\" ; 09\n.align 0x20\n.asciiz \"Golden Mushroom\" ; 10\n.align 0x20\n.asciiz \"Boo Bell\" ; 11\n.align 0x20\n.asciiz \"Boo Repellant\" ; 12\n.align 0x20\n.asciiz \"Bowser Suit\" ; 13\n.align 0x20\n.asciiz \"Magic Lamp\" ; 14\n.align 0x20\n.asciiz \"Koopa Kard\"\n.align 0x20\n.asciiz \"Barter Box\"\n.align 0x20\n.asciiz \"Lucky Charm\"\n.align 0x20\n.asciiz \"Wacky Watch\"\n\n.align 16\nDeleteItem_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"You can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t carry any more items\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.ascii \"Choose one you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re willing to throw away\"\n.byte 0x85 ; .\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nBooCannotSteal_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AThere isn\\x5Ct a soul\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Awith coins or stars\\x82\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aso farewell\\xC2\\xFF\\x00\"\n\n.align 16\nBooGreeting_Prompt:\n.ascii \"\\x1A\\x1A\\x1A\\x1AOoo\\x82 hoo\\x82 hoo\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AWhich shall I steal\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ACoins\\xC3 Or Stars\\xC3\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"Steal Coins\\x0E\\x0E\\x29\\x3E FREE\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"Steal Stars\\x0E\\x0E\\x29\\x3E 50\\x0D\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CView Map\\x0D\\x00\"\n\n\n.align 16\nsetModelRotation:\nADDIU sp, sp, -0x40\nSW ra, 0x0018 (sp)\nSW s0, 0x001C (sp)\nSW s1, 0x0020 (sp)\nSW s2, 0x0024 (sp)\nSW s3, 0x0028 (sp)\nSWC1 f20, 0x0030 (sp)\nSWC1 f22, 0x0034 (sp)\nSWC1 f24, 0x0038 (sp)\nSWC1 f26, 0x003C (sp)\nLUI a2, 0x0000 //always 0\nLUI a3, 0x3F80 //always 1\nADDU s0, a0, r0 //modelPtr to s0\n//\nMTC1 a1, f0\nLI t0, 0x3c8f5c29\nMTC1 t0, f12\nCVT.S.W f0, f0\nMUL.S f0, f0, f12 //convert to radians\nMFC1 s1, f0 //currentAngle to s1\n//\nADDU s2, a2, r0 //move x1 to s2\nADDU s3, a3, r0 //move y1 to s3\n/////////////////////////////////////////\nJAL cosf\nMTC1 s1, f12 //angle to f12\nMOV.S f20, f0 //cosf(currentAngle) on f20\n\nJAL sinf\nMTC1 s1, f12 //angle to f12\nMOV.S f22, f0 //sinf(currentAngle) on f22\n\nMTC1 s2, f24 //x1 on f24\nMTC1 s3, f26 //y1 on f26\n\n//x1 * cosF(currentAngle)\nMUL.S f0, f24, f20\n\n//y1 * sinF(currentAngle)\nMUL.S f2, f26, f22\n\n//x2 =\nSUB.S f0, f0, f2\n\n//x1 * sinF(currentAngle)\nMUL.S f2, f24, f22\n\n//y1 * cosF(currentAngle);\nMUL.S f4, f26, f20\n\n//y2 =\nADD.S f2, f2, f4\n\n//flip x\nNEG.S f0, f0\n\nSWC1 f0, 0x0018 (s0) //store x2\nSWC1 f2, 0x0020 (s0) //store y2\n\nLW ra, 0x0018 (sp)\nLW s0, 0x001C (sp)\nLW s1, 0x0020 (sp)\nLW s2, 0x0024 (sp)\nLW s3, 0x0028 (sp)\nLWC1 f20, 0x0030 (sp)\nLWC1 f22, 0x0034 (sp)\nLWC1 f24, 0x0038 (sp)\nLWC1 f26, 0x003C (sp)\nJR RA\nADDIU sp, sp, 0x40\n\n;A0 = Player Index\n;A1 = Destination Space Index\n;A2 = Next Space Index\n;A3 = Previous Space Index\n.align 16\nWarpPlayer:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\nSW A0 76(SP) ; Player Index\nSW A1 72(SP) ; Destination Space Index\nSW A2 68(SP) ; Next Space Index\nSW A3 64(SP) ; Previous Space Index\n\nJAL GetChainAndSpaceIndexFromAbsSpaceIndex ; Chain at V0 and Chain Space at V1\nLW A0 72(SP) ; Destination Space Index\n\nLW A0 76(SP) ; Player Index\nMOVE A1 V0 ; Chain Index\nJAL SetPlayerOntoChain\nMOVE A2 V0 ; Chain Space Index\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nLW A0 72(SP) ; True Space Index\n\nLW V1 8(V0) ; X pos\nMOVE T0 V1 ; Copy to T0\n\nLW V1 16(V0) ; Y pos\nMOVE T1 V1 ; Copy to T1\n\nLI T2 0x41200000 ; Float value for 10?\nMTC1 T2 F0 ; Move Float to F1?\nMTC1 T1 F2 ; Move Space Y Pos float to F1?\nADD.S F0 F0 F2 ; Add the floats for maximum floatiness\n\nLW V1 0x24(S4) ; Load Offset 24 into V1\nSW T0 12(V1) ; Player's X coords\n\nSWC1 F0 20(V1) ; Player's Y Coords\n\nJAL GetChainAndSpaceIndexFromAbsSpaceIndex ; Chain at V0 and Chain Space at V1\nLW A0 68(SP) ; Next Space Index\n\nLW A0 76(SP) ; Player Index\nMOVE A1 V0 ; Chain Index\nJAL SetNextChainAndSpace\nMOVE A2 V0 ; Chain Space Index\n\nJAL GetChainAndSpaceIndexFromAbsSpaceIndex ; Chain at V0 and Chain Space at V1\nLW A0 64(SP) ; Previous Space Index\n\nLW A0 76(SP) ; Player Index\nMOVE A1 V0 ; Chain Index\nJAL SetPlayerOntoChain\nMOVE A2 V0 ; Chain Space Index\n\n\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n.align 16\nGetChainAndSpaceIndexFromAbsSpaceIndex:\n//takes arg a0, abs_space_index\n//returns chain_index to v0\n//returns space_index to v1\nADDIU sp, sp, -0x40 \nSW ra, 0x0018 (sp)\nSW s0, 0x001C (sp)\nSW s1, 0x0020 (sp)\nSW s2, 0x0024 (sp)\nSW s3, 0x0028 (sp)\nSW s4, 0x002C (sp)\nSW s5, 0x0030 (sp)\nSW s6, 0x0034 (sp)\nORI s3, r0, 0x0000 //init s3 to 0\nADDIU s4, r0, 0xFFFF //init s4 to FFFF, loop1 counter\nLUI s0, 0x8010\nLW s0, 0x5218 (s0) //load ptr to beginning of hydrated chains ptr\nDADDU s1, a0, r0 ;move abs_space_index to s0\nGetChainAndSpaceIndexFromAbsSpaceIndex_Loop:\nADDIU s4, s4, 0x0001 //add 1 to current loop total\nLHU s2, 0x0000 (s0) //load total number of space_indicies in chain\nBEQ s2, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_error\nNOP\nORI t0, r0, 0x0000 //going to be used for loop 2 counter\nLW s3, 0x0004 (s0) //load pointer that points to abs space_indicies for current chain in loop\nGetChainAndSpaceIndexFromAbsSpaceIndex_Loop2:\n//\nLHU t1, 0x0000 (s3) //load abs value from hydrated chain\nBEQ t1, s1, GetChainAndSpaceIndexFromAbsSpaceIndex_isabs\nNOP\nADDIU t0, t0, 0x0001 //add 1 to loop2 counter\nBEQ t0, s2, GetChainAndSpaceIndexFromAbsSpaceIndex_backtoLoop1\nNOP\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_Loop2\nADDIU s3, s3, 0x0002\nGetChainAndSpaceIndexFromAbsSpaceIndex_returnvalues:\n//\nGetChainAndSpaceIndexFromAbsSpaceIndex_exit:\nLW ra, 0x0018 (sp)\nLW s0, 0x001C (sp)\nLW s1, 0x0020 (sp)\nLW s2, 0x0024 (sp)\nLW s3, 0x0028 (sp)\nLW s4, 0x002C (sp)\nLW s5, 0x0030 (sp)\nLW s6, 0x0034 (sp)\nJR RA\nADDIU sp, sp, 0x40\nGetChainAndSpaceIndexFromAbsSpaceIndex_error:\nORI v0, r0, 0xFFFF //error, return FFFF\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_exit\nORI v1, r0, 0xFFFF //error, return FFFF\nGetChainAndSpaceIndexFromAbsSpaceIndex_isabs:\n//s4 holds current chain index\n//t1 holds current space index in chain\nADD v0, s4, r0 //move chain index to v0\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_exit\nADD v1, t0, r0 //move space_index to v1\nGetChainAndSpaceIndexFromAbsSpaceIndex_backtoLoop1:\nBEQ r0, r0, GetChainAndSpaceIndexFromAbsSpaceIndex_Loop\nADDIU s0, s0, 0x0008 //advance to next hydrated chains ptr\n\n\n.align 16\ncameramain:\nADDIU sp, sp, -0x30\nSW ra, 0x0020 (sp)\nSW s0, 0x0024 (sp)\n\n;LI a0, test1\nJAL setCameraPosToSpace\nNOP\n\nLW ra, 0x0020 (sp)\nLW s0, 0x0024 (sp)\nJR RA\nADDIU sp, sp, 0x30\n\ngetSpaceVec3f:\nADDIU sp, sp, -0x20\nSW ra, 0x0018 (sp)\nJAL GetSpaceData\nNOP\nADDIU v0, v0, 8 //now points to XYZ of space\nLW ra, 0x0018 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\nsetCameraCoords: //takes 1 arg0, Vec3f*\nLI t0, 0x801049F0\nLW t1, 0x0000 (a0) //load X\nSW t1, 0x0000 (t0) //store X\nLW t1, 0x0004 (a0) //load Y\nJR RA\nSW t1, 0x0004 (t0) //store Z\n\nsetCameraPosToSpace: //takes arg a0, space id\nADDIU sp, sp, -0x28\nSW ra, 0x0020 (sp)\n\nJAL getSpaceVec3f\nNOP\n\nDADDU a0, r0, r0\nLI a2, tempVec2f\nJAL 0x8001291C //Convert3DTo2D\nADDU a1, v0, r0\n\nLI a0, tempVec2f\nLI a1, posOffset\nLWC1 f0, 0x0000 (a0)\nLWC1 f2, 0x0000 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0000 (a0)\nLWC1 f0, 0x0004 (a0)\nLWC1 f2, 0x0004 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0004 (a0)\nJAL setCameraCoords\nNOP\n\nLW ra, 0x0020 (sp)\nJR RA\nADDIU sp, sp, 0x28\n\n\ntempVec2f:\n.word 0, 0\n\nposOffset:\n.float 10.0, 4.0\n\n.align 16\nOptionsToDisable:\n.byte 8,1,0xFF\n\n.align 16\nBooPricing_Array:\n.byte 0,50\n\n.align 16\nGetColorFormatter:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\n; 56(SP) First Option Color Pointer\n; 60(SP) Second Option Color Pointer\n\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\n\nLHU T3 10(V0) ; Current Player's Coins\nLBU T4 14(V0) ; Current Player's Stars\nLBU T0 29(V0) ; Current Player's Index\nSW T3 52(SP) ; Store Current Player's Coins\nSW T4 48(SP) ; Store Current Player's Stars\nSW T0 44(SP) ; Store Current Player's Index\n\nLI S0 0 ; Start with Option 0\nGetColorFormatterloop:\nLUI T0 hi(OptionsToDisable)\nADDIU T0 T0 lo(OptionsToDisable)\nADDU T0 T0 S0 ; Add to get correct Array spot\nLB T1 0(T0) ; Option Index\n\nBLTZ T1 GetColorFormatterloopexit ; If -1, the Array is over\nNOP\n; The Array isn't over\n\nLUI T0 hi(BooPricing_Array)\nADDIU T0 T0 lo(BooPricing_Array)\nADDU T0 T0 S0 ; Add to get correct Array spot\n\nLW A0 44(SP) ; Current Player Index\nJAL PlayerHasCoins\nLBU A1 0(T0) ; Boo Price\n\nBNEZ V0 GetColorFormatterenablename ; If they have enough coins, enable option\nNOP\n\n; Not enough coins, do not enable\nGetColorFormatterdonotenablename:\nLUI T0 hi(BlackColor_ptr)\nJ GetColorFormatterstorevalues\nADDIU T0 T0 lo(BlackColor_ptr) \n\nGetColorFormatterenablename:\nLUI T0 hi(WhiteColor_ptr)\nADDIU T0 T0 lo(WhiteColor_ptr) \n\nGetColorFormatterstorevalues:\nLBU T1 0(T0) ; Color Value\nLUI T2 hi(OptionsToDisable)\nADDIU T2 T2 lo(OptionsToDisable)\nADDU T2 T2 S0 ; Add to get correct Array spot\nSB T1 0(T2) ; Store Color Value\n\nLI T8 4 \nMULT S0 T8 ; Player Index * 4\nMFLO T8 ; Number to add to Stack for Storage (0, 4, 8, 12)\n\nADDIU T5 SP 56 ; Add 56 to get starting Stack Storage address\nADDU T5 T5 T8 ; Add to get correct Stack Storage spot\nSW T0 0(T5) ; Store Color Pointer\nJ GetColorFormatterloop\nADDIU S0 S0 1 ; Add 1 to search next Player\n\nGetColorFormatterloopexit:\nLW V0 56(SP) ; First Option\nLW V1 60(SP) ; Second Option\n\nGetColorFormatter_exit:\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA \nADDIU SP SP 80\n\n\n.align 16\nDisableOptions:\nADDIU SP SP -72\nSW RA 68(SP)\nSW A0 64(SP) ; Window ID\nSW FP 60(SP) ; Address of Option Disable Array\nSW S0 56(SP)\n\nLUI FP hi(OptionsToDisable)\nADDIU FP FP lo(OptionsToDisable) ; Array of answers to disable\nLI S0 0 ; Start at 0\nloadbyte:\nADDU T2 FP S0 ; Add Loop Counter to get correct Array spot\nLBU T0 0(T2) ; Load Byte of Array\nLI T1 0xFF\nBEQ T0 T1 DisableOptions_exit ; Exit once array is fully checked\nNOP\nLI T1 8 ; Index to not disable\nBEQL T0 T1 loadbyte\nADDIU S0 S0 1 ; Load next Byte\n\nLW A0 64(SP) ; Window ID?\nJAL DisablePromptOption\nMOVE A1 S0 ; Option Index\n\nJ loadbyte\nADDIU S0 S0 1\n\n\nDisableOptions_exit:\nLW S0 56(SP)\nLW FP 60(SP)\nLW A0 64(SP)\nLW RA 68(SP)\nJR RA \nADDIU SP SP 72\n\n\n;==================================================================================================\n.align 16\nCustomBoo_Func:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S4 112(SP)\nSW S0 108(SP)\nSW S1 104(SP)\nSW S7 100(SP)\nSW S6 96(SP)\nSW S3 92(SP)\nSW S2 88(SP)\nSW S5 84(SP)\nSW FP 80(SP)\n\nSW A0 76(SP) ; Steal Index\n\nJAL BooRefreshOptionArray\nNOP\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S3 V0 \n\n\n; S1 = Amount of Coins to give\n; S4 = Current Player's Index\n; S6 = Flag for counting coins\n; S7 = Timer for Event\n\nLW T1 76(SP)\nBNEZ T1 Booocean ; (Star Steal)\nNOP\n; Coin Steal\n\nBooyes:\nJAL BooGetColorFormatter ; at V0, V1, T0, and T1\nLBU A0 29(S3) ; Current Player Index\n\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space) ; Parse Destination\nLUI A1 hi(BooSelectOpponent_Prompt)\nADDIU A1 A1 lo(BooSelectOpponent_Prompt) ; String Format\nMOVE A2 V0 ; P1 Color\nMOVE A3 V1 ; P2 Color\nSW T0 16(SP) ; P3 Color\nSW T1 20(SP) ; P4 Color\nJAL sprintf ; Creates String  \nSW R0 24(SP) ; terminator byte\n\nJAL BooGetPlayerCharacterString ; At V0, V1, T2, and T0\nNOP \n\nSW R0 24(SP)\nLI A0 -1 ; (No character image)\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nMOVE A2 V0 ; P1 Name\nMOVE A3 V1 ; P2 Name\nSW T2 16(SP) ; P3 Name\nJAL ShowMessage\nSW T0 20(SP) ; P4 Name\n\n; A0 is Window ID, returned by ShowMessage on A0\nJAL BooDisableOptions\nNOP\n \nJAL PlayerIsCPU ; 0 if Human, 1 if CPU\nLI A0 -1 ; Current Player\n\nBEQZ V0 Booignoreaichoice ; Ignore AIChoice\nNOP\n\nJAL BooAIChoiceStar\nNOP\n\nBooignoreaichoice:\nLI A0 2 ; CHANGE TO 2 WHEN AI EXISTS\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; Option Index from AIChoice\nMOVE S0 V0 ; S0 now has the chosen option index\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nSLTI T1 S0 4 \nNOP\nBNEZ T1 Boocoinstealpay ; They chose a player\nLI T0 4\nBEQ S0 T0 Booexit ; \nLI V0 0 ; 0 because no player was chosen\n\nJAL ViewBoardMap\nNOP\nJ Booyes\nNOP\n\nBoocoinstealpay:\nLI A0 0 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 16 ; Sleep for 16 frames\n\nLUI T0 hi(current_player_index)\nADDIU T0 T0 lo(current_player_index)\nSB S0 0(T0) ; Set Current Player to targeted player\n\nJAL GetPlayerStruct\nMOVE A0 S0 ; Targeted Player Index\n\nLBU A0 15(V0)\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 16(V0)\n\nJAL cameramain\nMOVE A0 V0 ; Space Index\n\nLI A0 0 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 16 ; Sleep for 16 frames\n;=================================================================\nJAL BooGetCurrentPlayerCharacterString\nMOVE A0 S0 ; Targeted Player Index \n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (None)\nLUI A1 hi(BooMashWarning_Message)\nADDIU A1 A1 lo(BooMashWarning_Message)\nMOVE A2 V0\nJAL ShowMessage\nLI A3 0\n\nSW A0 48(SP) ; Window ID\n\nMOVE A0 S0 ; Target Player Index\nJAL PlayerHasItem ; -1 if not in inventory\nLI A1 12 ; Boo Repellant\n\nBLTZ V0 Boosetuptimer ; Proceed if no Boo Repellant\nNOP\n; They have Boo Repellant\nMOVE S6 V0 ; Inventory Slot (0-2)\n\nJAL GetPlayerStruct ; at V0\nMOVE A0 S0 ; Targeted Player Index\nADDIU T0 V0 24 ; Player Item 1 Address\nADDU T0 T0 S6 ; Add Inventory Slot where Boo Repellant is\nLI T1 0xFF ; No Item\nSB T1 0(T0) ; Delete Item\n\nJAL PlaySound\nLI A0 0x1A5 ; Spray sfx\n\nJAL SleepProcess\nLI A0 105\n\nJAL FixUpPlayerItemSlots\nMOVE A0 S0 ; Target Player Index\n\nJAL RefreshHUD\nMOVE A0 S0 ; Target Player Index\n\nLW A0 48(SP) ; Window ID\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 16 ; Sleep for 16 frames\n\nLBU T1 29(S3) ; Current Player Index\nLUI T0 hi(current_player_index)\nADDIU T0 T0 lo(current_player_index)\nSB T1 0(T0) ; Change Current Player back to normal\n\nJAL GetPlayerStruct\nMOVE A0 S0 ; \n\nLBU A0 15(V0)\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 16(V0)\n\nJAL cameramain\nMOVE A0 V0 ; Space Index\n\nLI A0 0 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 16 ; Sleep for 16 frames\n\nJ boorepellant\nNOP\n\n;==================================================================\n\nBoosetuptimer:\nLI S1 0 ; Start at 0 Coins\nLI S7 0 ; Start Timer at 0\nLI S6 0 ; Start Flag at 0\n\nJAL PlayerIsCPU ; Returns 1 if the current player is a CPU\nMOVE A0 S0 ; Targeted Player Index\n\nBNE V0 R0 BooCalculateHaul\nNOP\n\nBooLOOP:\nMOVE A0 S0\nJAL BooDetectABInput\nNOP\n\nBEQ V0 R0 BooNoAPress\nNOP\n\nJAL PlaySound\nLI A0 0x25E ; Boo Echo Sound Index\n\nBooCountCoin:\nADDIU S1 S1 1 ; Add 1 Coin to the amount\n\nBooNoAPress:\nJAL SleepVProcess\nNOP\n\nADDIU S7 S7 1 ; Add 1 to the timer\n\nSLTI T0 S7 120 ; ON if Timer hasn't run out (4 seconds)\nNOP\n\nBEQ T0 R0 Booexitloop\nNOP\n\nJ BooLOOP\nNOP\n\nBooCalculateHaul:\nJAL GetRandomByte\nNOP\n\nLUI T1 hi(p1_cpu_difficulty)\nADDIU T1 T1 lo(p1_cpu_difficulty) ; Load P1's Difficulty\nLI T0 0x38 ; This is the distance between each player's Difficulty\nMULT S0 T0 ;  Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current CPU's Difficulty\nLBU T0 0(T1) ; Load address value into A1\n\nBEQ T0 R0 BooEasy\nNOP\nLI T2 1\nBEQ T0 T2 BooNormal\nNOP\nLI T2 2\nBEQ T0 T2 BooHard\nNOP\n; Else Super Hard\nLI T0 48\nLI T1 44\nJ BooAddCoins\nNOP\n\nBooEasy:\nLI T0 24\nLI T1 20\nJ BooAddCoins\nNOP\n\nBooNormal:\nLI T0 35\nLI T1 31\nJ BooAddCoins\nNOP\n\nBooHard:\nLI T0 44\nLI T1 40\n\nBooAddCoins:\nADDIU T0 T0 1 \nSUBU S1 T0 T1 ; S1 = Max Coins - Min Coins \nDIVU V0 S1 ; Divide the random number by the number of outcomes\nMFHI S1 ; HI contains the remainder, pull that into S1\nADDU S1 S1 T1\n\n\nBooexitloop:\nLW A0 48(SP) ; Window ID\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLUI S2 hi(BooTurnCount_Array)\nADDIU S2 S2 lo(BooTurnCount_Array)\nLI S5 0 ; Loop Counter\nBooturncountloop:\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T1 0(T0) ; Current Turn Value\n\nADDU T2 S2 S5 ; Add loop counter to get correct Array spot\nLBU T3 0(T2) ; Turn Count Array Value\nSLT T4 T1 T3 ; ON IF Current Turn is LESS than Array Value\nBEQL T4 R0 Booturncountloop ; If it's not LESS, loop\nADDIU S5 S5 1 ; Add 1 to loop counter\n\nLUI T0 hi(BooBaseStealAmounts_Array)\nADDIU T0 T0 lo(BooBaseStealAmounts_Array)\nADDU T0 T0 S5 ; Add Loop counter to get correct Array spot\nLBU S7 0(T0) ; Base Amount of Coins to Steal\n\n\nLUI S2 hi(BooMashThresholds_Array)\nADDIU S2 S2 lo(BooMashThresholds_Array)\nLI S5 0 ; Loop Counter\nBoomashthresholdloop:\nADDU T2 S2 S5 ; Add loop counter to get correct Array spot\nLBU T3 0(T2) ; Mash Threshold Array Value\nSLT T4 S1 T3 ; ON IF A Presses is LESS than Array Value\nBEQL T4 R0 Boomashthresholdloop ; If it's not LESS, loop\nADDIU S5 S5 1 ; Add 1 to loop counter\n\nLUI T0 hi(BooCoinReduction_Array)\nADDIU T0 T0 lo(BooCoinReduction_Array)\nADDU T0 T0 S5 ; Add Loop counter to get correct Array spot\nMOVE T1 S1 ; Copy A Press Value to T1\nLBU S1 0(T0) ; Amount of Coins to Reduce\n\n\nLUI FP hi(BooPerfect_Message)\nADDIU FP FP lo(BooPerfect_Message)\nSLTI T0 S1 2 ; ON IF 0-1 Reduction\nBNEZ T0 booreturnmessage ; prepare message \nNOP\n\nLUI FP hi(BooSplendid_Message)\nADDIU FP FP lo(BooSplendid_Message)\nSLTI T0 S1 4 ; ON IF 2-3 Reduction\nBNEZ T0 booreturnmessage ; prepare message \nNOP\n\nLUI FP hi(BooClose_Message)\nADDIU FP FP lo(BooClose_Message)\nSLTI T0 S1 6 ; ON IF 4-5 Reduction\nBNEZ T0 booreturnmessage ; prepare message \nNOP\n\nLUI FP hi(BooInfuriating_Message)\nADDIU FP FP lo(BooInfuriating_Message)\nSLTI T0 S1 8 ; ON IF 6-7 Reduction\nBNEZ T0 booreturnmessage ; prepare message \nNOP\n\nLUI FP hi(BooSorry_Message)\nADDIU FP FP lo(BooSorry_Message)\n\n\nbooreturnmessage:\nSUBU S1 S7 S1 ; Base Amount - Reduction = S1 (Coins Stolen)\n\nLI A0 0 ; Normal Fade-Out\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 18\n\nLBU T1 29(S3) ; Current Player Index\nLUI T0 hi(current_player_index)\nADDIU T0 T0 lo(current_player_index)\nSB T1 0(T0) ; Change Current Player back to normal\n\nJAL GetPlayerStruct\nLBU A0 29(S3) ; Current Player Index\n\nLBU A0 15(V0)\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 16(V0)\n\nJAL cameramain\nMOVE A0 V0 ; Space Index\n\nLI A0 0 ; Normal Fade-Out\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16\n\nJAL GetPlayerStruct ; at V0\nMOVE A0 S0 ; Targeted Player \n\nLHU T0 10(V0) ; Target Player's Coins\nSLT T1 T0 S1 ; ON IF Players Coins < Amount stolen\nBNEZL T1 booreturnmessage2 ; They have less than Boo can steal\nADDU S1 R0 T0 ; Make amount of coins to steal the number of player's coins\n; else leave as is \nbooreturnmessage2:\nLUI A0 hi(Boocoin_string_loc)\nADDIU A0 A0 lo(Boocoin_string_loc) ; Parse Destination\nLUI A1 hi(Boopercent_d)\nADDIU A1 A1 lo(Boopercent_d) ; String Format\nMOVE A2 S1 ; Amount of Coins stolen\nJAL sprintf ; Creates String from Price\nLI A3 0 ; Terminator\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 7 ; Character image (Boo)\nMOVE A1 FP\nLUI A2 hi(Boocoin_string_loc)\nADDIU A2 A2 lo(Boocoin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLBU A0 29(S3) ; Stealing Player's Index to A0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1 ; Move amount of Coins to A1\n\nMOVE A0 S0 ; Targeted Player's Index to A0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nSUBU A1 R0 S1 ; Move amount of Coins to A1\n\nLI A0 -1 ; Current Player\nLI A1 5 ; Jumping Joy Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't repeat animation\n\nLBU T0 3(S3) ; Current Player Character Index\n\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index\n\nJAL SleepProcess \nLI A0 30 ; Sleeps for 30 frames\n\nJ Booexit\nLI V0 1 ; 1 Because something happened\n\n\nboorepellant:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 7 ; Character image (Boo)\nLUI A1 hi(BooRepellant_Message)\nADDIU A1 A1 lo(BooRepellant_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ Booexit\nNOP\n\n\nBooocean:\nBooyes2:\nJAL BooGetColorFormatter2 ; at V0, V1, T0, and T1\nLBU A0 29(S3) ; Current Player Index\n\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space) ; Parse Destination\nLUI A1 hi(BooSelectOpponent_Prompt)\nADDIU A1 A1 lo(BooSelectOpponent_Prompt) ; String Format\nMOVE A2 V0 ; P1 Color\nMOVE A3 V1 ; P2 Color\nSW T0 16(SP) ; P3 Color\nSW T1 20(SP) ; P4 Color\nJAL sprintf ; Creates String  \nSW R0 24(SP) ; terminator byte\n\nJAL BooGetPlayerCharacterString ; At V0, V1, T2, and T0\nNOP \n\nSW R0 24(SP)\nLI A0 -1 ; (No character image)\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nMOVE A2 V0 ; P1 Name\nMOVE A3 V1 ; P2 Name\nSW T2 16(SP) ; P3 Name\nJAL ShowMessage\nSW T0 20(SP) ; P4 Name\n\n; A0 is Window ID, returned by ShowMessage on A0\nJAL BooDisableOptions\nNOP\n \nJAL PlayerIsCPU ; 0 if Human, 1 if CPU\nLI A0 -1 ; Current Player\n\nBEQZ V0 Booignoreaichoice2 ; Ignore AIChoice\nNOP\n\nJAL BooAIChoiceStar\nNOP\n\nBooignoreaichoice2:\nLI A0 2 ; CHANGE TO 2 WHEN AI EXISTS\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; Option Index from AIChoice\nMOVE S0 V0 ; S0 now has the chosen option index\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nSLTI T1 S0 4 \nNOP\nBNEZ T1 Boostarstealpay ; They chose a player\nLI T0 4\nBEQ S0 T0 Booexit ; \nLI V0 0 ; 0 because nothing happened\n\nJAL ViewBoardMap\nNOP\nJ Booyes2\nNOP\n\nBoostarstealpay:\nLBU A0 29(S3) ; Stealing Player's Index\nJAL AdjustPlayerCoinsGradual\nLI A1 -50 ; Coins\n\nLBU A0 29(S3) ; Stealing Player's Index\nJAL ShowPlayerCoinChange\nLI A1 -50 ; Coins\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nMOVE A0 S0 ; Target Player Index\nJAL PlayerHasItem ; -1 if not in inventory\nLI A1 12 ; Boo Repellant\n\nBLTZ V0 Boosetupstarsteal ; Proceed if no Boo Repellant\nNOP\n; They have Boo Repellant\nMOVE S6 V0 ; Inventory Slot (0-2)\n\nJAL GetPlayerStruct ; at V0\nMOVE A0 S0 ; Targeted Player Index\nADDIU T0 V0 24 ; Player Item 1 Address\nADDU T0 T0 S6 ; Add Inventory Slot where Boo Repellant is\nLI T1 0xFF ; No Item\nSB T1 0(T0) ; Delete Item\n\nJAL PlaySound\nLI A0 0x1A5 ; Spray sfx\n\nJAL SleepProcess\nLI A0 105\n\nJAL FixUpPlayerItemSlots\nMOVE A0 S0 ; Target Player Index\n\nJAL RefreshHUD\nMOVE A0 S0 ; Target Player Index\n\nJ boorepellant\nNOP\n\n\nBoosetupstarsteal:\nJAL GetPlayerStruct\nMOVE A0 S0 ; Target Player Index\n\nLBU T0 14(V0) ; Current Player Stars\n\nADDIU T0 T0 -1 ; Take away 1 Star\nSB T0 14(V0) ; Store new Star count\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index\n\nJAL SleepProcess\nLI A0 30 ; Sleep for 30 frames\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 7 ; Character image (Boo)\nLUI A1 hi(BooStar_Message)\nADDIU A1 A1 lo(BooStar_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLBU A0 15(S3) ; Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; True Index at V0\nLBU A1 16(S3) ; Chain Space Index\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nLUI T3 hi(Coords)\nADDIU T3 T3 lo(Coords) ; Pointer it needs \n\nLW T0 8(V0) ; Load X pos of the space\nLW T2 12(V0) ; Load Y pos of the Space\nLW T1 16(V0) ; Load Z pos of the Space\n\nSW T0 0xC(T3) ; Store to 4th Word\nSW T2 0x10(T3) ; Store to 5th Word\nSW T1 0x14(T3) ; Store to 6th Word\n\nJAL 0x80106A9C ; Give Star Function\nADD A0 R0 T3\n\nJAL SleepProcess\nLI A0 70\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nLI V0 1 ; 1 Because a Star was stolen\n\nBooexit:\nLW RA 116(SP)\nLW S4 112(SP)\nLW S0 108(SP)\nLW S1 104(SP)\nLW S7 100(SP)\nLW S6 96(SP)\nLW S3 92(SP)\nLW S2 88(SP)\nLW S5 84(SP)\nLW FP 80(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n.align 4\nBoopercent_d:\n.asciiz \"%d\" ; 0x25640000\n\n.align 16\nBoocoin_string_loc:\n.fill 8\n\n.align 16\nBlackColor_ptr:\n.byte 0x1,0\n\n.align 16\nWhiteColor_ptr:\n.byte 0x8,0\n\n.align 16\nBooOptionsToDisable:\n.byte 1,1,1,1,0xFF\n\n.align 16\nBooOptionsToDisable_Static:\n.byte 1,1,1,1,0xFF\n\n.align 16\nBooTurnCount_Array:\n.byte 6,16,26,36,46,50,0xFF\n\n.align 16\nBooBaseStealAmounts_Array:\n.byte 15,25,27,30,32,35,0xFF\n\n.align 16\nBooMashThresholds_Array:\n.byte 6,12,18,23,28,33,38,42,46,121,0xFF\n\n.align 16\nBooCoinReduction_Array:\n.byte 0,1,2,3,4,5,6,7,8,9,0xFF\n\n.align 16\nBooDetectABInput:\nADDIU SP SP -20\nSW RA 16(SP)\n\nLUI T1 hi(p1_controller)\nADDIU T1 T1 lo(p1_controller) ; Load P1's Controller\nLI T0 0x38 ; This is the distance between each player's Controller\nMULT A0 T0 ;  Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Controller Addr\nLBU T0 0(T1) ; Load address value into A1\n\nLUI T1 hi(0x800C9520)\nADDIU T1 T1 lo(0x800C9520) ; Load P1's Button Press Address\nLI A2 0x2 ; This is the distance between each player's Button Address\nMULT A2 T0 ;  Multiply Controller value by 2\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Y Axis\nLBU T0 0(T1) ; Load address value into A1\n\nLI T1 0x80\nBEQ T0 T1 APress\nNOP\n\nNoPress:\nLI V0 0\nJ DetectABInputexit\nNOP\n\nAPress:\nLI V0 1\nJ DetectABInputexit\nNOP\n\nDetectABInputexit:\nLW RA 16(SP)\nJR RA\nADDIU SP SP 20\n\n; A0 = Current Player's Index\n.align 16\nBooGetColorFormatter:\nADDIU SP SP -60\nSW RA 56(SP)\n\nLUI V0 hi(BlackColor_ptr)\nADDIU V0 V0 lo(BlackColor_ptr) ; First Option\nLUI V1 hi(BlackColor_ptr)\nADDIU V1 V1 lo(BlackColor_ptr) ; Second Option\nLUI T0 hi(BlackColor_ptr)\nADDIU T0 T0 lo(BlackColor_ptr) ; Third Option\nLUI T1 hi(BlackColor_ptr)\nADDIU T1 T1 lo(BlackColor_ptr) ; Fourth Option\nLUI T7 hi(BooOptionsToDisable)\nADDIU T7 T7 lo(BooOptionsToDisable) ; Disable Array\n\nLI T6 8 ; White color index\n\nBEQZ A0 checkplayer2 ; If it's P1, do not enable name\nNOP\nLUI T5 hi(p1_coins)\nADDIU T5 T5 lo(p1_coins)\nLHU T5 0(T5) ; P1 Coins Value\nBEQZ T5 checkplayer2 ; This player has no coins, do not enable name\nNOP\n;enable name\nLUI V0 hi(WhiteColor_ptr)\nADDIU V0 V0 lo(WhiteColor_ptr) ; First Option\nSB T6 0(T7) ; enable P1 in Array\n\ncheckplayer2:\nLI T2 1\nBEQ A0 T2 checkplayer3 ; If it's P2, do not enable name\nNOP\nLUI T5 hi(p2_coins)\nADDIU T5 T5 lo(p2_coins)\nLHU T5 0(T5) ; P2 Coins Value\nBEQZ T5 checkplayer3 ; This player has no coins, do not enable name\nNOP\nLUI V1 hi(WhiteColor_ptr)\nADDIU V1 V1 lo(WhiteColor_ptr) ; Second Option\nSB T6 1(T7) ; enable P2 in Array\n\ncheckplayer3:\nLI T2 2\nBEQ A0 T2 checkplayer4 ; If it's P3, do not enable name\nNOP\nLUI T5 hi(p3_coins)\nADDIU T5 T5 lo(p3_coins)\nLHU T5 0(T5) ; P3 Coins Value\nBEQZ T5 checkplayer4 ; This player has no coins, do not enable name\nNOP\nLUI T0 hi(WhiteColor_ptr)\nADDIU T0 T0 lo(WhiteColor_ptr) ; Third Option\nSB T6 2(T7) ; enable P3 in Array\n\ncheckplayer4:\nLI T2 3\nBEQ A0 T2 GetColorFormatter_exit ; If it's P4, do not enable name\nNOP\nLUI T5 hi(p4_coins)\nADDIU T5 T5 lo(p4_coins)\nLHU T5 0(T5) ; P4 Coins Value\nBEQZ T5 GetColorFormatter_exit ; This player has no coins, do not enable name\nNOP\nLUI T1 hi(WhiteColor_ptr)\nADDIU T1 T1 lo(WhiteColor_ptr) ; Fourth Option\nSB T6 3(T7) ; enable P4 in Array\n\nGetColorFormatter_exit:\nLW RA 56(SP)\nJR RA \nADDIU SP SP 60\n\n; A0 = Current Player's Index\n.align 16\nBooGetColorFormatter2:\nADDIU SP SP -60\nSW RA 56(SP)\n\nLUI V0 hi(BlackColor_ptr)\nADDIU V0 V0 lo(BlackColor_ptr) ; First Option\nLUI V1 hi(BlackColor_ptr)\nADDIU V1 V1 lo(BlackColor_ptr) ; Second Option\nLUI T0 hi(BlackColor_ptr)\nADDIU T0 T0 lo(BlackColor_ptr) ; Third Option\nLUI T1 hi(BlackColor_ptr)\nADDIU T1 T1 lo(BlackColor_ptr) ; Fourth Option\nLUI T7 hi(BooOptionsToDisable)\nADDIU T7 T7 lo(BooOptionsToDisable) ; Disable Array\n\nLI T6 8 ; White color index\n\nBEQZ A0 checkplayer22 ; If it's P1, do not enable name\nNOP\nLUI T5 hi(p1_stars)\nADDIU T5 T5 lo(p1_stars)\nLBU T5 0(T5) ; P1 Stars Value\nBEQZ T5 checkplayer22 ; This player has no coins, do not enable name\nNOP\n;enable name\nLUI V0 hi(WhiteColor_ptr)\nADDIU V0 V0 lo(WhiteColor_ptr) ; First Option\nSB T6 0(T7) ; enable P1 in Array\n\ncheckplayer22:\nLI T2 1\nBEQ A0 T2 checkplayer32 ; If it's P2, do not enable name\nNOP\nLUI T5 hi(p2_stars)\nADDIU T5 T5 lo(p2_stars)\nLBU T5 0(T5) ; P2 Stars Value\nBEQZ T5 checkplayer32 ; This player has no coins, do not enable name\nNOP\nLUI V1 hi(WhiteColor_ptr)\nADDIU V1 V1 lo(WhiteColor_ptr) ; Second Option\nSB T6 1(T7) ; enable P2 in Array\n\ncheckplayer32:\nLI T2 2\nBEQ A0 T2 checkplayer42 ; If it's P3, do not enable name\nNOP\nLUI T5 hi(p3_stars)\nADDIU T5 T5 lo(p3_stars)\nLBU T5 0(T5) ; P3 Star Value\nBEQZ T5 checkplayer42 ; This player has no coins, do not enable name\nNOP\nLUI T0 hi(WhiteColor_ptr)\nADDIU T0 T0 lo(WhiteColor_ptr) ; Third Option\nSB T6 2(T7) ; enable P3 in Array\n\ncheckplayer42:\nLI T2 3\nBEQ A0 T2 GetColorFormatter_exit2 ; If it's P4, do not enable name\nNOP\nLUI T5 hi(p4_stars)\nADDIU T5 T5 lo(p4_stars)\nLBU T5 0(T5) ; P4 Star Value\nBEQZ T5 GetColorFormatter_exit2 ; This player has no coins, do not enable name\nNOP\nLUI T1 hi(WhiteColor_ptr)\nADDIU T1 T1 lo(WhiteColor_ptr) ; Fourth Option\nSB T6 3(T7) ; enable P4 in Array\n\nGetColorFormatter_exit2:\nLW RA 56(SP)\nJR RA \nADDIU SP SP 60\n\n.align 16\nBooDisableOptions:\nADDIU SP SP -72\nSW RA 68(SP)\nSW A0 64(SP) ; Window ID\nSW FP 60(SP) ; Address of Option Disable Array\nSW S0 56(SP)\n\nLUI FP hi(BooOptionsToDisable)\nADDIU FP FP lo(BooOptionsToDisable) ; Array of answers to disable\nLI S0 0 ; Start at 0\nBooloadbyte:\nADDU T2 FP S0 ; Add Loop Counter to get correct Array spot\nLBU T0 0(T2) ; Load Byte of Array\nLI T1 0xFF\nBEQ T0 T1 BooDisableOptions_exit ; Exit once array is fully checked\nNOP\nLI T1 8 ; Index to not disable\nBEQL T0 T1 Booloadbyte\nADDIU S0 S0 1 ; Load next Byte\n\nLW A0 64(SP) ; Window ID?\nJAL DisablePromptOption\nMOVE A1 S0 ; Option Index\n\nJ Booloadbyte\nADDIU S0 S0 1\n\n\nBooDisableOptions_exit:\nLW S0 56(SP)\nLW FP 60(SP)\nLW A0 64(SP)\nLW RA 68(SP)\nJR RA \nADDIU SP SP 72\n\n.align 16\nBooGetPlayerCharacterString:\nADDIU SP SP -40\nSW RA 36(SP)\n\nLUI T7 hi(p1_char)\nADDIU T7 T7 lo(p1_char) ; Load Player 1's Character address\nLBU T0 0(T7)\nADDIU V0 T0 0x1C00 ; MARIO String\n\nLBU T0 0x38(T7) ; Load Player 2's Character Address\nADDIU V1 T0 0x1C00 ; MARIO String\n\nLBU T0 0x70(T7) ; Load Player 3's Character Address\nADDIU T2 T0 0x1C00 ; MARIO String\n\nLBU T0 0xA8(T7) ; Load Player 4's Character Address\nADDIU T0 T0 0x1C00 ; MARIO String\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nBooGetCurrentPlayerCharacterString:\n; A0 = Current Player's Index\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T0 hi(p1_char)\nADDIU T0 T0 lo(p1_char) ; Load Player 1's Character address\nLI T2 0x38 ; Distance between each player's addresses\nMULT A0 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Character address\nLBU T2 0(T0) ; Load the value address value of S0 into \n\nLI V0 0x1C00 ; Load value of MARIO string to T0\nADDU V0 T2 V0 ; Add T2 to the string value to obtain the character\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n.align 16\nBooRefreshOptionArray:\nADDIU SP SP -40\nSW RA 36(SP)\n\nLUI T0 hi(BooOptionsToDisable_Static)\nADDIU T0 T0 lo(BooOptionsToDisable_Static)\nLUI T2 hi(BooOptionsToDisable)\nADDIU T2 T2 lo(BooOptionsToDisable)\nLI T3 0xFF ; Nothing left to refresh\nBooRefreshOptionArray_loop:\nLBU T1 0(T0) ; Load first value to refresh array\nBEQ T1 T3 BooRefreshOptionArray_exit ; Leave once it reaches 0xFF\nNOP\nSB T1 0(T2) ; Store first value to refresh\nADDIU T0 T0 1 ; add 1 to get next value\nADDIU T2 T2 1 ; add 1 to get next value\nJ BooRefreshOptionArray_loop\nNOP\n\nBooRefreshOptionArray_exit:\nLW RA 36(SP)\nJR RA \nADDIU SP SP 40\n\n\n\n.align 16\nBoo_Prompt:\n.ascii \"\\x0B\\x1A\\x1A\\x1A\\x1AOoo\\x82 hoo\\x82 hoo\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AWould you like for me\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Ato steal some coins\\xC3\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CYes\\x0E\\x0E\\x29\\x3E \\x11\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CStealing is bad\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CView Map\\x0D\\x00\"\n\n.align 16\nBoo2_Prompt:\n.ascii \"\\x0B\\x1A\\x1A\\x1A\\x1AOoo\\x82 hoo\\x82 hoo\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AWould you like for me\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Ato steal a star\\xC3\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CYes\\x0E\\x0E\\x29\\x3E \\x11\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CStealing is bad\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CView Map\\x0D\\x00\"\n\n.align 16\nBooMashWarning_Message:\n.ascii \"\\x11\\x82 watch out\\xC2 \\x03Boo\\x08 has\\x0A\"\n.ascii \"come to steal your \\x07coins\\x08\\xC2\\x0A\"\n.ascii \"Press \\x21 repeatedly to\\x0A\"\n.ascii \"chase \\x03Boo\\x08 away\\xC2\\xFF\\x00\"\n\n.align 16\nBooSelectOpponent_Prompt:\n.ascii \"\\x0BWho\\x5Cs your opponent\\xC3\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x0C\"\n.ascii \"%s\"\n.byte 0x11,0x0D,0x0A ; End option\n.ascii \"\\x1A\\x1A\\x0C\"\n.ascii \"%s\"\n.byte 0x12,0x0D,0x0A ; End option\n.ascii \"\\x1A\\x1A\\x0C\"\n.ascii \"%s\"\n.byte 0x13,0x0D,0x0A ; End option\n.ascii \"\\x1A\\x1A\\x0C\"\n.ascii \"%s\"\n.byte 0x14,0x0D,0x0A ; End option\n.ascii \"\\x1A\\x1A\\x0C\"\n.byte 0x0C ; Start option\n.ascii \"\\x08Go Back\"\n.byte 0x0D,0x0A ; End option\n.ascii \"\\x1A\\x1A\\x0C\"\n.byte 0x0C ; Start option\n.ascii \"\\x08View Map\"\n.byte 0x0D,00 ; End option\n\n.align 16\nBooPerfect_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1APerfect\\xC2 Perfect\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI have returned with \\x06\\x11 coins\\x08\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI am the best\\xC2\\xC2\\xC2\\xFF\\x00\"\n\n.align 16\nBooSplendid_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1ASplendid\\xC2 Splendid\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI have returned with \\x06\\x11 coins\\x08\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI am the best\\xC2\\xC2\\xC2\\xFF\\x00\"\n\n.align 16\nBooClose_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AThat was close\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ABut I still got \\x06\\x11 coins\\x08\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AThat\\x5Cs not bad\\x85\\xFF\\x00\"\n\n.align 16\nBooInfuriating_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AInfuriating\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI only got \\x03\\x11 coins\\x08\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cll remember this\\xC2\\xFF\\x00\"\n\n.align 16\nBooSorry_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AThat\\x5Cs ridiculous\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI only got \\x03\\x11 coins\\x08\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x85\\x85\\x85I\\x5Cm sorry\\x85\\xFF\\x00\"\n\n.align 16\nBooRepellant_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x5DCough\\x5E\\x82 \\x5Dcough\\x5E\\x82 \\x5Dcough\\x5E\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AThere was \\x05weird gas\\x08 all over\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Athe place\\xC2 I feel awful\\xC2\\xFF\\x00\"\n\n.align 16\nBooStar_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI got a \\x07star\\x08\\xC2 A star\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cm so good\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AOoo\\x82 hoo\\x82 hoo\\xC2\\xFF\\x00\"\n\n.align 32\nCoords:\n.word 0x8012EA10\n.word 0x80134E20\n.word 0x0A020008\n.word 0x00000000 ; X Coords\n.word 0x00000000 ; Y Coords\n.word 0x00000000 ; Z Coords\n\n\n.align 16\nAIChoiceCoin:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\n\nrandomcoin:\nJAL GetRandomByte ; 0-255 at V0\nNOP\nLI T0 4\nDIVU V0 T0\nMFHI S0\n\nJAL GetPlayerPlacementAtEndOfGame ; 0 for 1st, etc.\nMOVE A0 S0 ; Player Index\n\nBNEZ V0 randomcoin ; Reroll if it's not 1st Place\nNOP\n; It's 1st Place\n\nLUI T0 hi(BooOptionsToDisable)\nADDIU T0 T0 lo(BooOptionsToDisable)\nADDU T0 T0 S0 ; Add to get correct Option spot in Array\nLBU T1 0(T0) ; Color Index of Option\nLI T2 1 ; Black\n\nBEQ T1 T2 randomcoin ; If this option is disabled, reroll for another one\nNOP\n\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n.align 16\nBooAIChoiceStar:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\n\n\nrandomstar:\nJAL GetRandomByte ; 0-255 at V0\nNOP\nLI T0 4\nDIVU V0 T0\nMFHI S0 ; 0-3\n\nJAL GetPlayerPlacementAtEndOfGame ; 0 for 1st, etc.\nMOVE A0 S0\n\nBNEZ V0 randomstar ; If it's not 1st Place, reroll\nNOP\n\naichoicestaroptioncheck:\nLUI T0 hi(BooOptionsToDisable)\nADDIU T0 T0 lo(BooOptionsToDisable)\nADDU T0 T0 S0 ; Add to get correct Option spot in Array\nLBU T1 0(T0) ; Color Index of Option\nLI T2 1 ; Black\n\nBNEL T1 T2 AIChoiceStar_exit ; If this option isn't disabled, go for it\nMOVE V0 S0 ; Pass Player Index to V0\n; It's disabled, roll for a random player instead\n\nJAL GetRandomByte ; 0-255 at V0\nNOP\nLI T0 4\nDIVU V0 T0\nMFHI S0 ; 0-3\nJ aichoicestaroptioncheck ; Check if it's disabled\nNOP\n\nAIChoiceStar_exit:\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n;A0 = Current Player Index\n.align 16\nRivalsHaveCoins:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\n\nMOVE S1 A0 ; Current Player Index\n\nLI S0 3 ; Start with P4\nRivalsHaveCoinsloop:\nBLTZL S0 RivalsHaveCoins_exit ; exit if all players were checked\nLI V0 0 ; 0 = No other player has Coins\n\nBEQL S0 S1 RivalsHaveCoinsloop ; Do not count the current player\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; It's not the current player\n\nMOVE A0 S0 ; Player Index\nJAL PlayerHasCoins ; 1 if they have coins\nLI A1 1 ; Coins\n\nBEQL V0 R0 RivalsHaveCoinsloop ; loop if they have no coins\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; They have coins, exit\nLI V0 1 ; 1 = At least 1 other player has Coins\n\nRivalsHaveCoins_exit:\nLW S1 68(SP)\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n;A0 = Current Player Index\n.align 16\nRivalsHaveStars:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\n\nMOVE S1 A0 ; Current Player Index\n\nLI S0 3 ; Start with P4\nRivalsHaveStarsloop:\nBLTZL S0 RivalsHaveStars_exit ; exit if all players were checked\nLI V0 0 ; 0 = No other player has Stars\n\nBEQL S0 S1 RivalsHaveStarsloop ; Do not count the current player\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; It's not the current player\n\nJAL GetPlayerStruct\nMOVE A0 S0 ; Player Index\n\nLBU V0 14(V0) ; Stars\n\nBEQL V0 R0 RivalsHaveStarsloop ; loop if they have no Stars\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; They have coins, exit\nLI V0 1 ; 1 = At least 1 other player has Stars\n\nRivalsHaveStars_exit:\nLW S1 68(SP)\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nA_Pointer_With_Enough_Space:\n.fill 0xC1C\n\n.align 16\nAIChoiceCustomBoo:\nADDIU SP SP -80\nSW RA 76(SP)\n\nLUI T0 hi(BooPricing_Array)\nADDIU T0 T0 lo(BooPricing_Array)\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLBU A1 1(T0) ; Star Steal Price\n; If 0, they don't have enough, choose COIN STEAL\n; If 1, they have enough coins, choose STAR STEAL\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"Rainbow Pipe Junction":{"language":0,"code":"; NAME: Rainbow Pipe Junction\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|RainbowPipe\n; PARAM: Space|GhostPath\n; PARAM: Space|Check\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S4 V0 \n\nLBU A0 21(S4) ; Previous Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 22(S4) \n\nLI T0 Check\nBNE V0 T0 exit ; If the player isn't coming from here, they're in Reverse, exit\nNOP\n\nLBU T0 27(S4) ; Bowser Suit Flag\nBNEZ T0 bowsersuitmessage ; IF ON, Load Bowser Suit Message\nNOP\n; They're not wearing a Bowser Suit, check Pipe Status\nLI S6 GhostPath_chain_index\nLI S7 GhostPath_chain_space_index\nLUI T0 0x800C\nORI T0 T0 0xD09B ; Pipes Obstructed Address\nLBU T1 0(T0) ; Pipes Obstructed Index (0 = Open)\nBEQZ T1 securitymessagedisplaycheck ; The Pipe is open, check if they tried to sneak in Ghost Path\nNOP\n; The Pipe is closed, play Security animation & message\nLI A0 1 ; Circle Fade\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nLI A0 GhostPath_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLI A1 GhostPath_chain_space_index\n\nJAL GetSpaceData\nMOVE A0 V0 ; Ghost Space Index\nMOVE S3 V0 ; Space Data pointer\n\nLI A0 10 ; Boo Model ID\nJAL 0x800D90C8 \nLI A1 0\nSW V0 64(SP) ; Save model pointer\n\nLUI T2 hi(NewModelCoords)\nADDIU T2 T2 lo(NewModelCoords)\nMOVE A1 S3 ; Space data pointer\nADDIU A1 A1 8 ; xpos float\nLW T0 0(A1) ; X Pos value\nSW T0 0(T2) ; Store X Pos Value\nLW T0 4(A1) ; Z Pos value?\nSW T0 4(T2) ; Store Z Pos on NewModelCoords?\nLW T0 8(A1) ; Y Pos value?\nSW T0 8(T2) ; Store Y Pos Value\n\nMOVE A0 V0\nADDIU A0 A0 12 \nJAL 0x80089A20 ; SetModelOnBoard\nMOVE A1 T2 ; NewModelCoords pointer\n\nLW A0 64(SP) ; Model Pointer\nJAL setModelRotation\nLI A1 0x00D7 ; Rotation (Face Diagonal Top-Leftish?)\n\nLI A0 1 ; Circle Fade\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL PlaySound\nLI A0 0x1F4 ; Boo sound\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 7 ; Character image (Boo)\nLUI A1 hi(SecurityPipeClosed_Message)\nADDIU A1 A1 lo(SecurityPipeClosed_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 1 ; Circle Fade\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL 0x800D9B54 ; Removes Security from the board\nLW A0 64(SP) ; Deload model\n\nLI A0 1 ; Circle Fade\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJ setpath\nNOP\n\n\nsecuritymessagedisplaycheck:\nLBU A0 17(S4) ; Next Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 18(S4) ; Next Chain Space Index\n\nLI T0 GhostPath ; Space Index\nBNE V0 T0 exit ; If it's different, they aren't trying to sneak in, exit\nNOP\n; They tried to sneak in\n\nLI A0 1 ; Circle Fade\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nLI A0 GhostPath_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLI A1 GhostPath_chain_space_index\n\nJAL GetSpaceData\nMOVE A0 V0 ; Ghost Space Index\nMOVE S3 V0 ; Space Data pointer\n\nLI A0 10 ; Boo Model ID\nJAL 0x800D90C8 \nLI A1 0\nSW V0 64(SP) ; Save model pointer\n\nLUI T2 hi(NewModelCoords)\nADDIU T2 T2 lo(NewModelCoords)\nMOVE A1 S3 ; Space data pointer\nADDIU A1 A1 8 ; xpos float\nLW T0 0(A1) ; X Pos value\nSW T0 0(T2) ; Store X Pos Value\nLW T0 4(A1) ; Z Pos value?\nSW T0 4(T2) ; Store Z Pos on NewModelCoords?\nLW T0 8(A1) ; Y Pos value?\nSW T0 8(T2) ; Store Y Pos Value\n\nMOVE A0 V0\nADDIU A0 A0 12 \nJAL 0x80089A20 ; SetModelOnBoard\nMOVE A1 T2 ; NewModelCoords pointer\n\nLW A0 64(SP) ; Model Pointer\nJAL setModelRotation\nLI A1 0x00D7 ; Rotation (Face Diagonal Top-Leftish?)\n\nLI A0 1 ; Circle Fade\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL PlaySound\nLI A0 0x1F4 ; Boo sound\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 7 ; Character image (Boo)\nLUI A1 hi(Security_Message)\nADDIU A1 A1 lo(Security_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 1 ; Circle Fade\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL 0x800D9B54 ; Removes Security from the board\nLW A0 64(SP) ; Deload model\n\nLI A0 1 ; Circle Fade\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nLI S6 RainbowPipe_chain_index\nLI S7 RainbowPipe_chain_space_index\n\nsetpath:\nLBU A0 29(S4) ; Current Player Index\nMOVE A1 S6\nJAL SetNextChainAndSpace\nMOVE A2 S7\n\nJ exit\nNOP\n\nbowsersuitmessage:\nLBU A0 17(S4) ; Next Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 18(S4) ; Next Chain Space Index\n\nLI T0 GhostPath ; Space Index\nBNE V0 T0 exit ; If it's different, they aren't trying to sneak in, exit\nNOP\n; They tried to sneak in, generate message\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (None)\nLUI A1 hi(BowserSuit_Message)\nADDIU A1 A1 lo(BowserSuit_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\n\n\nexit:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n.align 16\nNewModelCoords:\n.byte 0x00000000\n.byte 0x00000000\n.byte 0x00000000\n\n.align 16\nBowserSuit_Message:\n.ascii \"You are Bowser now\\x82 and\\x0A\"\n.ascii \"Bowser can go wherever he wants\\xC2\\xC2\\xFF\\x00\"\n\n.align 16\nSecurity_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AHEY\\xC2\\xC2\\xC2\\xC2\\xC2 Can\\x5Ct you read the sign\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AThis path is for \\x05bad guys\\x08 only\\x85 And you\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Alook like a goody two\\x3Dshoes\\x82 so beat it\\xC2\\xFF\\x00\"\n\n.align 16\nSecurityPipeClosed_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWhat\\x5Cs that\\xC3 The pipes are closed again\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AFine\\x82 you can pass through the \\x05bad guys\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Apath\\x08 just this once\\x85 Get a move on\\xC2\\xFF\\x00\"\n\n.align 16\nsetModelRotation:\nADDIU sp, sp, -0x40\nSW ra, 0x0018 (sp)\nSW s0, 0x001C (sp)\nSW s1, 0x0020 (sp)\nSW s2, 0x0024 (sp)\nSW s3, 0x0028 (sp)\nSWC1 f20, 0x0030 (sp)\nSWC1 f22, 0x0034 (sp)\nSWC1 f24, 0x0038 (sp)\nSWC1 f26, 0x003C (sp)\nLUI a2, 0x0000 //always 0\nLUI a3, 0x3F80 //always 1\nADDU s0, a0, r0 //modelPtr to s0\n//\nMTC1 a1, f0\nLI t0, 0x3c8f5c29\nMTC1 t0, f12\nCVT.S.W f0, f0\nMUL.S f0, f0, f12 //convert to radians\nMFC1 s1, f0 //currentAngle to s1\n//\nADDU s2, a2, r0 //move x1 to s2\nADDU s3, a3, r0 //move y1 to s3\n/////////////////////////////////////////\nJAL cosf\nMTC1 s1, f12 //angle to f12\nMOV.S f20, f0 //cosf(currentAngle) on f20\n\nJAL sinf\nMTC1 s1, f12 //angle to f12\nMOV.S f22, f0 //sinf(currentAngle) on f22\n\nMTC1 s2, f24 //x1 on f24\nMTC1 s3, f26 //y1 on f26\n\n//x1 * cosF(currentAngle)\nMUL.S f0, f24, f20\n\n//y1 * sinF(currentAngle)\nMUL.S f2, f26, f22\n\n//x2 =\nSUB.S f0, f0, f2\n\n//x1 * sinF(currentAngle)\nMUL.S f2, f24, f22\n\n//y1 * cosF(currentAngle);\nMUL.S f4, f26, f20\n\n//y2 =\nADD.S f2, f2, f4\n\n//flip x\nNEG.S f0, f0\n\nSWC1 f0, 0x0018 (s0) //store x2\nSWC1 f2, 0x0020 (s0) //store y2\n\nLW ra, 0x0018 (sp)\nLW s0, 0x001C (sp)\nLW s1, 0x0020 (sp)\nLW s2, 0x0024 (sp)\nLW s3, 0x0028 (sp)\nLWC1 f20, 0x0030 (sp)\nLWC1 f22, 0x0034 (sp)\nLWC1 f24, 0x0038 (sp)\nLWC1 f26, 0x003C (sp)\nJR RA\nADDIU sp, sp, 0x40"},"Fruit Prompt":{"language":0,"code":"; NAME: Fruit Prompt\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|PipeCamera\n; PARAM: Space|BowSuitCamera\n\n\n\nLI T0 0x80097824 ; Unused Debug Font Space\nLI T1, CheckFruitFlag\nJR RA\nSW T1 0(T0) ; Store Fruit Prompt Function\n\n\n\n\n.align 16\nCheckFruitFlag:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\nJAL fruitRefreshOptionArray\nNOP\n\nJAL GetPlayerStruct\nLI A0 -1 \nMOVE S4 V0\n\nLBU T4 29(S4) ; Current Player Index\nLUI S2 0x800C\nORI S2 S2 0xD0A0 ; Forward Fruit Address\nLBU T1 0(S2) ; Forward Fruit Flag\nLI T2 1 ; bit\nSLLV S3 T2 T4 ; Shift by Player Index \nAND T5 S3 T1 ; 1 IF Player has a Forward Fruit\nBNEZ T5 fruitsetupprompt\nNOP\n; They do not have a Forward Fruit, check Reverse Fruit\nLBU T1 1(S2) ; Reverse Fruit Flag\nAND T5 S3 T1 ; 1 IF Player has a Reverse Fruit\nBEQZ T5 fruitexit ; They have neither fruit, exit\nNOP\n; They have a Reverse Fruit, set up prompt\n\nfruitsetupprompt:\nJAL fruitGetColorFormatter\nNOP\n\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space)\nLUI A1 hi(Fruit_Prompt)\nADDIU A1 A1 lo(Fruit_Prompt)\nMOVE A2 V0 ; Option 1 Color\nJAL sprintf\nMOVE A3 V1 ; Option 2 Color\n\nSW R0 16(SP) ; \nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL fruitDisableOptions\nNOP\n\nJAL PlayerIsCPU ; 1 if CPU\nLI A0 -1 ; Current player\n\nBEQZ V0 fruitogignoreaichoice\nNOP\n\nJAL AIChoicefruit\nNOP\n\nfruitogignoreaichoice:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0\nMOVE FP V0 ; S0 now has the chosen option index\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0\nBEQ FP A0 forwardfruit\nNOP\nLI A0 1\nBEQ FP A0 reversefruit\nNOP\nLI A0 2\nBEQ FP A0 fruitexit\nNOP\n; It's 3\nJAL ViewBoardMap\nNOP\nJ fruitsetupprompt\nNOP\n\nforwardfruit:\nLBU T1 0(S2) ; Forward Fruit Flag\nSUBU T1 T1 S3 ; Subtract to remove this player's Forward Fruit\nSLL T3 S3 4 ; Shift by 4 to check upper 4 bits for a 2nd fruit\n\nAND T5 T1 T3 ; 1 IF they have a backup fruit\nBEQL T5 R0 fruitenablereroll ; They do not have another fruit, enable reroll\nSB T1 0(S2) ; Store new Fruit Flag\n; They have a 2nd Fruit, put it in the lower bits\nSUBU T1 T1 T3 ; Subtract Fruit from Upper Bit\nADDU T1 T1 S3 ; Add Fruit to Lower Bit\nJ fruitenablereroll\nSB T1 0(S2) ; Store new Forward Fruit Flag\n\nreversefruit:\nLBU T0 23(S4) ; Status Flags\nORI T0 T0 0x80 ; Turn ON Reverse Flag\nSB T0 23(S4) ; Store new Status Flag\n\nLBU T1 1(S2) ; Reverse Fruit Flag\nSUBU T1 T1 S3 ; Subtract to remove this player's Reverse Fruit\nSLL T3 S3 4 ; Shift by 4 to check upper 4 bits for a 2nd fruit\n\nAND T5 T1 T3 ; 1 IF they have a backup fruit\nBEQL T5 R0 fruitenablereroll ; They do not have another fruit, enable reroll\nSB T1 1(S2) ; Store new Fruit Flag\n\n; They have a 2nd Fruit, put it in the lower bits\nSUBU T1 T1 T3 ; Subtract Fruit from Upper Bit\nADDU T1 T1 S3 ; Add Fruit to Lower Bit\nJ fruitenablereroll\nSB T1 1(S2) ; Store new Reverse Fruit Flag\n\n\nfruitenablereroll:\nLBU A0 15(S4) ; Current Chain \nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 16(S4) ; Chain Space Index\n\nJAL GetSpaceData\nMOVE A0 V0\n\nLBU T0 1(V0) ; Space Type\nLI T1 0x800977DC ; Reroll Space Type\nSB A0 0(T1) ; Store Space Index\nSB T0 1(T1) ; Store Space Type\n\nLI T2 4 ; Happening Space\nSB T2 1(V0) ; Set as Happening Space\n\nLI T0 0x800FD670 ; Instruction that checks board index\nSW R0 0(T0) ; Delete\nLI T0 0x800FE314 ; Instruction that checks board index\nSW R0 0(T0) ; Delete\n; This forces the game to think it's on Woody Woods, allowing reroll\n\nLI T0 0x800CD09D ; Reroll flag address (MAKE SURE NO OTHER EVENT USES THIS ADDRESS)\nLI T1 1 \nSB T1 0(T0) ; Store Flag\nLI T0 0x800CD0A9 ; Flag for Player Used Item?\nSB R0 0(T0) ; Mark as NO - Allow player to use an item\nJ fruitexit_real\nNOP\n\nfruitexit:\nJAL OpenPipes\nNOP\n\nJAL RestoreBowserSuits\nNOP\n\nfruitexit_real:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n.align 16\nA_Pointer_With_Enough_Space:\n.fill 0x1C1\n\n.align 16\nBlackColor_ptr:\n.byte 0x1,0\n\n.align 16\nWhiteColor_ptr:\n.byte 0x8,0\n\n.align 16\nfruitOptionsToDisable:\n.byte 1,1,0xFF\n\n.align 16\nfruitOptionsToDisable_Static:\n.byte 1,1,0xFF\n\n.align 16\nfruitRefreshOptionArray:\nADDIU SP SP -40\nSW RA 36(SP)\n\nLUI T0 hi(fruitOptionsToDisable_Static)\nADDIU T0 T0 lo(fruitOptionsToDisable_Static)\nLUI T2 hi(fruitOptionsToDisable)\nADDIU T2 T2 lo(fruitOptionsToDisable)\nLI T3 0xFF ; Nothing left to refresh\nfruitRefreshOptionArray_loop:\nLBU T1 0(T0) ; Load first value to refresh array\nBEQ T1 T3 fruitRefreshOptionArray_exit ; Leave once it reaches 0xFF\nNOP\nSB T1 0(T2) ; Store first value to refresh\nADDIU T0 T0 1 ; add 1 to get next value\nADDIU T2 T2 1 ; add 1 to get next value\nJ fruitRefreshOptionArray_loop\nNOP\n\nfruitRefreshOptionArray_exit:\nLW RA 36(SP)\nJR RA \nADDIU SP SP 40\n\n; A0 = Current Player's Index\n.align 16\nfruitGetColorFormatter:\nADDIU SP SP -60\nSW RA 56(SP)\n\nLUI V0 hi(BlackColor_ptr)\nADDIU V0 V0 lo(BlackColor_ptr) ; First Option\nLUI V1 hi(BlackColor_ptr)\nADDIU V1 V1 lo(BlackColor_ptr) ; Second Option\nLUI T7 hi(fruitOptionsToDisable)\nADDIU T7 T7 lo(fruitOptionsToDisable) ; Disable Array\n\nLI T6 8 ; White color index\n\nLBU T4 29(S4) ; Current Player Index\nLUI T2 0x800C\nORI T2 T2 0xD0A0 ; Forward Fruit Address\nLBU T1 0(T2) ; Forward Fruit Flag\nLI T8 1 ; bit\nSLLV T3 T8 T4 ; Shift by Player Index\nAND T5 T3 T1 ; 1 IF Player has a Forward Fruit\n\nBEQZ T5 enablereversefruit ; This player has no Forward Fruit, they must have Reverse Fruit\nNOP\n;enable name\nLUI V0 hi(WhiteColor_ptr)\nADDIU V0 V0 lo(WhiteColor_ptr) ; First Option\nSB T6 0(T7) ; enable Forward Fruit in Array\n\ncheckreversefruit:\nLBU T1 1(T2) ; Reverse Fruit Flag\nAND T5 T3 T1 ; 1 IF Player has a Reverse Fruit\n\nBEQZ T5 fruitGetColorFormatter_exit ; exit if they don't have a Reverse Fruit\nNOP\n\nenablereversefruit:\nLUI V1 hi(WhiteColor_ptr)\nADDIU V1 V1 lo(WhiteColor_ptr) ; Second Option\nSB T6 1(T7) ; enable Reverse Fruit in Array\n\n\nfruitGetColorFormatter_exit:\nLW RA 56(SP)\nJR RA \nADDIU SP SP 60\n\n.align 16\nfruitDisableOptions:\nADDIU SP SP -72\nSW RA 68(SP)\nSW A0 64(SP) ; Window ID\nSW FP 60(SP) ; Address of Option Disable Array\nSW S0 56(SP)\n\nLUI FP hi(fruitOptionsToDisable)\nADDIU FP FP lo(fruitOptionsToDisable) ; Array of answers to disable\nLI S0 0 ; Start at 0\nfruitloadbyte:\nADDU T2 FP S0 ; Add Loop Counter to get correct Array spot\nLBU T0 0(T2) ; Load Byte of Array\nLI T1 0xFF\nBEQ T0 T1 fruitDisableOptions_exit ; Exit once array is fully checked\nNOP\nLI T1 8 ; Index to not disable\nBEQL T0 T1 fruitloadbyte\nADDIU S0 S0 1 ; Load next Byte\n\nLW A0 64(SP) ; Window ID?\nJAL DisablePromptOption\nMOVE A1 S0 ; Option Index\n\nJ fruitloadbyte\nADDIU S0 S0 1\n\n\nfruitDisableOptions_exit:\nLW S0 56(SP)\nLW FP 60(SP)\nLW A0 64(SP)\nLW RA 68(SP)\nJR RA \nADDIU SP SP 72\n\n\n.align 16\nFruit_Prompt:\n.ascii \"\\x0BWould you like to use a Fruit\\xC3\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x0C\" \"%s\" \"Forward Fruit\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0C\" \"%s\" \"Reverse Fruit\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0C\\x08Nope\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0CView Map\\x0D\\x00\"\n\n;===============================================================================PIPE OPENER\n\n.align 16\nOpenPipes:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S4 V0 \n\nLUI S2 0x800C\nORI S2 S2 0xD09B ; Pipes Open/Closed Address\nLBU T1 0(S2) ; Pipes Closed/Player Index Value\nBEQZ T1 Pipesexit ; The Pipes are open, exit\nNOP\n\nADDIU T1 T1 -1 ; Subtract 1 to compare to Player Index\n\nLBU T4 29(S4) ; Current Player's Index\n\nBNE T1 T4 Pipesexit ; If it's not this player, exit\nNOP\n; This is the player's index, re-open Pipes\nJAL SetCameraType\nLI A0 0 ; Free Roam Camera\n\nLI A0 0 \nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL cameramain\nLI A0 PipeCamera\n\nLI A0 0 \nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL PlaySound\nLI A0 0x114 ; Item Shop Opening Sound\n\nSB R0 0(S2) ; Pipes = Open\n\nJAL RedrawSpaces\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDIU A0 R0 -1 ; Character image (None)\nLUI A1 hi(PipesOpen_Message)\nADDIU A1 A1 lo(PipesOpen_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0 \nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL SetCameraType\nLI A0 1 ; Follow Player Camera\n\nLI A0 0 \nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\n\n\nPipesexit:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n.align 16\nPipesOpen_Message:\n.ascii \"The Warp Pipes have opened once again\\x85\\xFF\\x00\"\n\n;=============================================================================================\n\n.align 16\nRestoreBowserSuits:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S4 V0 \n\nLUI S2 0x800C\nORI S2 S2 0xD09F ; Bowser Suit Flag Address\nLBU T1 0(S2) ; Flag Value Value\nLI T0 0xF ; All Suits Taken\nBNE T1 T0 RestoreBowserSuits_exit ; The suits aren't all taken, exit\nNOP\n\nJAL SetCameraType\nLI A0 0 ; Free Roam Camera\n\nLI A0 0 \nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL cameramain\nLI A0 BowSuitCamera\n\nLI A0 0 \nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL PlaySound\nLI A0 0x114 ; Item Shop Opening Sound\n\nSB R0 0(S2) ; All Bowser Suits are available again\n\nJAL RedrawSpaces\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDIU A0 R0 -1 ; Character image (None)\nLUI A1 hi(BowSuitsRestored_Message)\nADDIU A1 A1 lo(BowSuitsRestored_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0 \nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL SetCameraType\nLI A0 1 ; Follow Player Camera\n\nLI A0 0 \nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\n\n\nRestoreBowserSuits_exit:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n.align 16\nBowSuitsRestored_Message:\n.ascii \"All Bowser Suit locations have reappeared\\x85\\xFF\\x00\"\n\n\n.align 16\ncameramain:\nADDIU sp, sp, -0x30\nSW ra, 0x0020 (sp)\nSW s0, 0x0024 (sp)\n\n;LI a0, test1\nJAL setCameraPosToSpace\nNOP\n\nLW ra, 0x0020 (sp)\nLW s0, 0x0024 (sp)\nJR RA\nADDIU sp, sp, 0x30\n\ngetSpaceVec3f:\nADDIU sp, sp, -0x20\nSW ra, 0x0018 (sp)\nJAL GetSpaceData\nNOP\nADDIU v0, v0, 8 //now points to XYZ of space\nLW ra, 0x0018 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\nsetCameraCoords: //takes 1 arg0, Vec3f*\nLI t0, 0x801049F0\nLW t1, 0x0000 (a0) //load X\nSW t1, 0x0000 (t0) //store X\nLW t1, 0x0004 (a0) //load Y\nJR RA\nSW t1, 0x0004 (t0) //store Z\n\nsetCameraPosToSpace: //takes arg a0, space id\nADDIU sp, sp, -0x28\nSW ra, 0x0020 (sp)\n\nJAL getSpaceVec3f\nNOP\n\nDADDU a0, r0, r0\nLI a2, tempVec2f\nJAL 0x8001291C //Convert3DTo2D\nADDU a1, v0, r0\n\nLI a0, tempVec2f\nLI a1, posOffset\nLWC1 f0, 0x0000 (a0)\nLWC1 f2, 0x0000 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0000 (a0)\nLWC1 f0, 0x0004 (a0)\nLWC1 f2, 0x0004 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0004 (a0)\nJAL setCameraCoords\nNOP\n\nLW ra, 0x0020 (sp)\nJR RA\nADDIU sp, sp, 0x28\n\n\ntempVec2f:\n.word 0, 0\n\nposOffset:\n.float 10.0, 4.0\n\n.align 16\nGetChainAndSpaceIndexFromAbsSpaceIndex:\n//takes arg a0, abs_space_index\n//returns chain_index to v0\n//returns space_index to v1\nADDIU sp, sp, -0x40 \nSW ra, 0x0018 (sp)\nSW s0, 0x001C (sp)\nSW s1, 0x0020 (sp)\nSW s2, 0x0024 (sp)\nSW s3, 0x0028 (sp)\nSW s4, 0x002C (sp)\nSW s5, 0x0030 (sp)\nSW s6, 0x0034 (sp)\nORI s3, r0, 0x0000 //init s3 to 0\nADDIU s4, r0, 0xFFFF //init s4 to FFFF, loop1 counter\nLUI s0, 0x8010\nLW s0, 0x5218 (s0) //load ptr to beginning of hydrated chains ptr\nDADDU s1, a0, r0 ;move abs_space_index to s0\nLoop:\nADDIU s4, s4, 0x0001 //add 1 to current loop total\nLHU s2, 0x0000 (s0) //load total number of space_indicies in chain\nBEQ s2, r0, error\nNOP\nORI t0, r0, 0x0000 //going to be used for loop 2 counter\nLW s3, 0x0004 (s0) //load pointer that points to abs space_indicies for current chain in loop\nLoop2:\n//\nLHU t1, 0x0000 (s3) //load abs value from hydrated chain\nBEQ t1, s1, isabs\nNOP\nADDIU t0, t0, 0x0001 //add 1 to loop2 counter\nBEQ t0, s2, backtoLoop1\nNOP\nBEQ r0, r0, Loop2\nADDIU s3, s3, 0x0002\nreturnvalues:\n//\nexit_func:\nLW ra, 0x0018 (sp)\nLW s0, 0x001C (sp)\nLW s1, 0x0020 (sp)\nLW s2, 0x0024 (sp)\nLW s3, 0x0028 (sp)\nLW s4, 0x002C (sp)\nLW s5, 0x0030 (sp)\nLW s6, 0x0034 (sp)\nJR RA\nADDIU sp, sp, 0x40\nerror:\nORI v0, r0, 0xFFFF //error, return FFFF\nBEQ r0, r0, exit_func\nORI v1, r0, 0xFFFF //error, return FFFF\nisabs:\n//s4 holds current chain index\n//t1 holds current space index in chain\nADD v0, s4, r0 //move chain index to v0\nBEQ r0, r0, exit_func\nADD v1, t0, r0 //move space_index to v1\nbacktoLoop1:\nBEQ r0, r0, Loop\nADDIU s0, s0, 0x0008 //advance to next hydrated chains ptr\n\n.align 16\nAIChoicefruit:\nADDIU SP SP -80\nSW RA 76(SP)\n\nJAL RNGPercentChance\nLI A0 75 ; 75% to say No\n\nBNEZL V0 AIChoicefruit_exit\nLI V0 2 ; Choose NO\n; It rolled YES, check which Fruit can be used\n\nAIChoicefruitroll:\nJAL RNGPercentChance\nLI A0 50 ; 50% to say Forward Fruit\n\nLUI T0 hi(fruitOptionsToDisable)\nADDIU T0 T0 lo(fruitOptionsToDisable)\nADDU T0 T0 V0 ; Add result to figure is option is selectable\nLBU T1 0(T0) ; Option color Index\nLI T2 1 ; Black Color Index\nBEQ T1 T2 AIChoicefruitroll ; If Black, they don't have this Fruit, reroll\nNOP\n; It's White, return index of option\n\nAIChoicefruit_exit:\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"Fruit Caller":{"language":0,"code":"; NAME: Fruit Caller\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\n\nLI T0 0x80097824 ; Fruit Prompt Loc\nLW V0 0(T0)\nJR V0 ; Rain said to use this or it dies :shrug:\nNOP\n\n\n\n\n"},"Duel Space+":{"language":0,"code":"; NAME: Duel Space+\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|DuelSpace\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\nLUI T0 0x800C\nORI T0 T0 0xD09C ; Address of Reroll \nLHU T0 0(T0) ; Opponent's Player Index\n\nBNEZ T0 exit ; If they used a Fruit, do not trigger Event\nNOP\n\nLI A0 DuelSpace \nJAL SetSpaceType\nLI A1 7 ; Bank Space\n\nJAL   GetCurrentPlayerIndex\nLI    S1, 1\nlui   $s0, hi(D_800CD0B0) ; $s0, 0x800d\naddiu $s0, S0 lo(D_800CD0B0) ; addiu $s0, $s0, -0x2f50\nsllv  $v0, $s1, $v0\nnor   $v0, $zero, $v0\njal   GetCurrentPlayerIndex\nsh    $v0, 0(s0)\nsllv  $v0, $s1, $v0\nori   $v0, $v0, 0x8000\nsh    $v0, 2(s0)\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\n\nMOVE A0 V0 ; Current Player Struct\nJAL InitDuelReplica\nLI A1 0 ; 0 when it's a same space duel?\n\nbeql  $v0, $zero, exit\n li    $v0, 1\nbne   $v0, $s1, L800E2E00\nnop   \njal   SleepProcess\n li    $a0, -1\nL800E2E00:\n jal   func_800FA95C\n  nop   \n jal   StarDuelCheckFunction\n  nop   \nli    $v0, 1\n\nexit:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n.align 16\nInitDuelReplica:\n800FAB98: ADDIU          SP, SP, -0xD0\n800FAB9C: SW             RA, 0x00B4 (SP)\n800FABA0: SW             FP, 0x00B0 (SP)\n800FABA4: SW             S7, 0x00AC (SP)\n800FABA8: SW             S6, 0x00A8 (SP)\n800FABAC: SW             S5, 0x00A4 (SP)\n800FABB0: SW             S4, 0x00A0 (SP)\n800FABB4: SW             S3, 0x009C (SP)\n800FABB8: SW             S2, 0x0098 (SP)\n800FABBC: SW             S1, 0x0094 (SP)\n800FABC0: SW             S0, 0x0090 (SP)\n800FABC4: SDC1           F22, 0x00C0 (SP)\n800FABC8: SDC1           F20, 0x00B8 (SP)\n800FABCC: SW             A0, 0x0074 (SP) ; Current Player Struct\n800FABD0: SW             A1, 0x007C (SP) ; 0 if same space duel, 2 for Dueling Glove\n800FABD4: ADDU           S7, R0, R0\n800FABD8: ADDU           S4, R0, R0\n800FABDC: LUI            AT, 0x800D\n800FABE0: SH             R0, 0x037C (AT)\n800FABE4: JAL            0x8004A670\n800FABE8: ADDIU          A0, R0, 0x000F\n800FABEC: JAL            SleepProcess\n800FABF0: ADDIU          A0, R0, 0x0010\n800FABF4: JAL            0x8004A5C4 ; PlayMusic2???\n800FABF8: ADDIU          A0, R0, 0x003E ; 62, Start Battle theme\n800FABFC: LUI            AT, 0x800D\n800FAC00: SH             V0, 0x9930 (AT)\n800FAC04: ADDIU          V0, R0, 0x0001\n800FAC08: LUI            AT, 0x800D\n800FAC0C: SH             V0, 0x037C (AT)\n800FAC10: ADDIU          A0, R0, 0x000C ; Goomba Model Index\n800FAC14: JAL            0x800D90C8 ; Load Model\n800FAC18: ADDU           A1, R0, R0\n800FAC1C: LUI            AT, 0x8010\n800FAC20: SW             V0, 0x56B0 (AT)\n800FAC24: LW             V0, 0x003C (V0)\n800FAC28: LW             V0, 0x0040 (V0)\n800FAC2C: LH             A0, 0x0000 (V0)\n800FAC30: ADDU           A1, R0, R0\n800FAC34: ADDU           A2, A1, R0\n800FAC38: JAL            0x8001C1A0\n800FAC3C: ADDU           A3, A1, R0\n800FAC40: LUI            V0, 0x8010\n800FAC44: LW             V0, 0x56B0 (V0)\n800FAC48: LW             V0, 0x003C (V0)\n800FAC4C: LW             V0, 0x0040 (V0)\n800FAC50: JAL            0x8001FDE8\n800FAC54: LH             A0, 0x0000 (V0)\n800FAC58: LUI            V1, 0x8010\n800FAC5C: LW             V1, 0x56B0 (V1)\n800FAC60: LHU            V0, 0x000A (V1)\n800FAC64: ORI            V0, V0, 0x0001\n800FAC68: SH             V0, 0x000A (V1)\n800FAC6C: ADDIU          A0, R0, 0x001F ; Parachute Model Index\n800FAC70: JAL            0x800D90C8 ; Load Model\n800FAC74: ADDU           A1, R0, R0\n800FAC78: LUI            AT, 0x8010\n800FAC7C: SW             V0, 0x56B4 (AT)\n800FAC80: LW             V0, 0x003C (V0)\n800FAC84: LW             V0, 0x0040 (V0)\n800FAC88: LH             A0, 0x0000 (V0)\n800FAC8C: ADDU           A1, R0, R0\n800FAC90: ADDU           A2, A1, R0\n800FAC94: JAL            0x8001C1A0\n800FAC98: ADDU           A3, A1, R0\n800FAC9C: LUI            A0, 0x8010\n800FACA0: LW             A0, 0x56B0 (A0)\n800FACA4: LW             T0, 0x0074 (SP)\n800FACA8: LW             A1, 0x0024 (T0)\n800FACAC: ADDIU          A0, A0, 0x000C\n800FACB0: JAL            0x80089A20 ; Set Model On Board\n800FACB4: ADDIU          A1, A1, 0x000C\n800FACB8: LUI            A0, 0x8010\n800FACBC: LW             A0, 0x56B4 (A0)\n800FACC0: LW             T0, 0x0074 (SP)\n800FACC4: LW             A1, 0x0024 (T0)\n800FACC8: ADDIU          A0, A0, 0x000C\n800FACCC: JAL            0x80089A20 ; Set Model On Board\n800FACD0: ADDIU          A1, A1, 0x000C\n800FACD4: LUI            V1, 0x8010\n800FACD8: LW             V1, 0x56B0 (V1)\n800FACDC: LUI            AT, 0x42F0\n800FACE0: MTC1           AT, F0\n800FACE4: NOP            \n800FACE8: SWC1           F0, 0x0030 (V1)\n800FACEC: LUI            V0, 0x8010\n800FACF0: LW             V0, 0x56B4 (V0)\n800FACF4: LUI            AT, 0x42F4\n800FACF8: MTC1           AT, F0\n800FACFC: NOP            \n800FAD00: SWC1           F0, 0x0030 (V0)\n800FAD04: LUI            AT, 0x41F0\n800FAD08: MTC1           AT, F2\n800FAD0C: LWC1           F0, 0x0030 (V1)\n800FAD10: C.LT.S         F2, F0\n800FAD14: NOP            \n800FAD18: BC1F           UnkJump37\n800FAD1C: NOP            \n800FAD20: LUI            AT, 0x3F80\n800FAD24: MTC1           AT, F20\n800FAD28: LUI            AT, 0x41F0\n800FAD2C: MTC1           AT, F22\nUnkJump38:JAL            SleepVProcess\n800FAD34: NOP            \n800FAD38: LUI            V1, 0x8010\n800FAD3C: LW             V1, 0x56B0 (V1)\n800FAD40: LWC1           F0, 0x0030 (V1)\n800FAD44: SUB.S          F0, F0, F20\n800FAD48: SWC1           F0, 0x0030 (V1)\n800FAD4C: LUI            V0, 0x8010\n800FAD50: LW             V0, 0x56B4 (V0)\n800FAD54: LWC1           F0, 0x0030 (V0)\n800FAD58: SUB.S          F0, F0, F20\n800FAD5C: SWC1           F0, 0x0030 (V0)\n800FAD60: LWC1           F0, 0x0030 (V1)\n800FAD64: C.LT.S         F22, F0\n800FAD68: NOP            \n800FAD6C: BC1T           UnkJump38\n800FAD70: NOP            \nUnkJump37:LUI            V0, 0x8010\n800FAD78: ADDIU          V0, V0, 0x9CA0\n800FAD7C: SW             V0, 0x0010 (SP)\n800FAD80: ADDIU          A0, R0, 0x01F4\n800FAD84: ADDU           A1, R0, R0\n800FAD88: ADDU           A2, R0, R0\n800FAD8C: JAL            0x80047620\n800FAD90: ADDIU          A3, R0, 0xFFFF\n800FAD94: LUI            AT, 0x8010\n800FAD98: SW             V0, 0x56B8 (AT)\n800FAD9C: LUI            AT, 0x4334\n800FADA0: MTC1           AT, F0\n800FADA4: NOP            \n800FADA8: SWC1           F0, 0x0024 (V0)\n800FADAC: JAL            PlaySound\n800FADB0: ADDIU          A0, R0, 0x025B\n800FADB4: LW             T0, 0x0074 (SP)\n800FADB8: LBU            V1, 0x001D (T0)\n800FADBC: SLL            V0, V1, 3\n800FADC0: SUBU           V0, V0, V1\n800FADC4: SLL            V0, V0, 3\n800FADC8: LUI            AT, 0x800D\n800FADCC: ADDU           AT, AT, V0\n800FADD0: LH             V0, 0x1112 (AT) ; Current Player's Coins\n          JAL            IsDuelPossible\n          NOP\n800FADD4: BNEZ           V0, notenoughcoins ; If 1, a Duel cannot happen\n          NOP\n          J              UnkJump25 ; Load Duel Intro Message\n          ADDIU          A0, R0, 0x0006 ; Goomba Portrait Index\n800FADD8: ADDU           S1, R0, R0\n800FADDC: ADDU           S6, R0, R0\n800FADE0: ADDU           S0, R0, R0\n800FADE4: ADDIU          S2, SP, 0x0020\n800FADE8: ADDIU          FP, R0, 0x0008\n800FADEC: ADDIU          S3, SP, 0x0060\n800FADF0: ADDIU          S5, R0, 0x0001\nUnkJump24:LUI            V0, 0x800D\n800FADF8: LH             V0, 0xD0B0 (V0)\n800FADFC: SRAV           V0, V0, S0\n800FAE00: ANDI           V0, V0, 0x0001\n800FAE04: BEQZ           V0, UnkJump2\n800FAE08: SLL            V0, S0, 3\n800FAE0C: SUBU           V0, V0, S0\n800FAE10: SLL            V0, V0, 3\n800FAE14: LUI            AT, 0x800D\n800FAE18: ADDU           AT, AT, V0\n800FAE1C: LH             V0, 0x1112 (AT) ; P1 Coins\n800FAE20: BEQZ           V0, UnkJump3\n800FAE24: SLL            V0, S0, 4\n800FAE28: ADDIU          S7, S7, 0x0001\n800FAE2C: ADDU           S4, S0, R0\n800FAE30: ADDIU          S1, S1, 0x0001\n800FAE34: SLL            V0, S4, 4\n800FAE38: ADDU           V0, S2, V0\n800FAE3C: SB             FP, 0x0000 (V0)\n800FAE40: ADDU           V0, S3, S4\n800FAE44: SB             S5, 0x0000 (V0)\n800FAE48: SLLV           V0, S5, S4\n800FAE4C: J              UnkJump16\n800FAE50: OR             S6, S6, V0\nUnkJump2: SLL            V0, S0, 4\nUnkJump3: ADDU           V0, S2, V0\n800FAE5C: ADDIU          V1, R0, 0x0001\n800FAE60: SB             V1, 0x0000 (V0)\n800FAE64: ADDU           V0, S3, S0\n800FAE68: SB             R0, 0x0000 (V0)\nUnkJump16:SLL            A1, S0, 4\n800FAE70: ADDU           A1, S2, A1\n800FAE74: ADDU           A0, S0, R0\n800FAE78: JAL            0x800E2260\n800FAE7C: ADDIU          A1, A1, 0x0001\n800FAE80: ADDIU          S0, S0, 0x0001\n800FAE84: SLTI           V0, S0, 0x0004\n800FAE88: BNEZ           V0, UnkJump24\n800FAE8C: NOP            \n800FAE90: BNEZ           S1, UnkJump25 ; S1 = 1 means at least 1 other player has a coin(s)\n800FAE94: ADDIU          A0, R0, 0x0006 ; Goomba Portrait Index\n800FAE98: J              duelisoff\n800FAE9C: ADDIU          A1, R0, 0x4002\nUnkJump25:LUI            A1 hi(DuelAnnouncement_Message)\n\t\t  ADDIU          A1 A1 lo(DuelAnnouncement_Message) \n800FAEA4: JAL            0x800EC4E4 ; \"It's time to face off in a duel!\" msg\n800FAEA8: ADDIU          A2, R0, 0x0088\n800FAEAC: J              UnkJump18\n800FAEB0: SLTI           V0, S7, 0x0002\nnotenoughcoins: ADDIU    A0, R0, 0x0006 ; Goomba Portrait Index\n800FAEB8: ADDIU          A1, R0, 0x4001\nduelisoff:JAL            0x800EC4E4 ; \"You/other players have no coins\" msg\n800FAEC0: ADDIU          A2, R0, 0x0088\n800FAEC4: JAL            0x800FA388\n800FAEC8: NOP            \n800FAECC: LUI            AT, 0x800D\n800FAED0: SH             R0, 0x037C (AT)\n800FAED4: JAL            0x8004A7C4\n800FAED8: ADDIU          A0, R0, 0x001E\n800FAEDC: JAL            SleepProcess\n800FAEE0: ADDIU          A0, R0, 0x000F ; 15 Frames\n800FAEE4: JAL            0x8004A72C\n800FAEE8: ADDIU          A0, R0, 0x001E\n800FAEEC: ADDIU          V0, R0, 0x0001\n800FAEF0: LUI            AT, 0x800D\n800FAEF4: SH             V0, 0x037C (AT)\n800FAEF8: ADDIU          V0, R0, 0xFFFF\n800FAEFC: LUI            AT, 0x800D\n800FAF00: SH             V0, 0x9930 (AT)\n800FAF04: LUI            AT, 0x800D\n800FAF08: SH             R0, 0xE206 (AT)\n800FAF0C: LUI            A0, 0x8010\n800FAF10: ADDIU          A0, A0, 0x9C68\n800FAF14: ADDU           A1, R0, R0\n800FAF18: ADDU           A2, R0, R0\n800FAF1C: JAL            0x80047EA0\n800FAF20: ADDU           A3, R0, R0\n800FAF24: ADDU           A0, V0, R0\n800FAF28: JAL            0x80047B80\n800FAF2C: ADDIU          A1, R0, 0x00A0\n800FAF30: JAL            SleepProcess\n800FAF34: ADDIU          A0, R0, 0x001F ; 31 Frames\n800FAF38: J              InitDuelReplica_exit\n800FAF3C: ADDU           V0, R0, R0\nUnkJump18: BEQZ           V0, setduelprompt\n800FAF44: ADDIU          V0, R0, 0x0001\n800FAF48: LUI            V0, 0x800D\n800FAF4C: LH             V0, 0xD0B2 (V0)\n800FAF50: ANDI           V0, V0, 0x8000\n800FAF54: BEQZ           V0, UnkJump5\n800FAF58: ADDU           S3, R0, R0\n800FAF5C: ADDIU          V0, R0, 0x0001\nsetduelprompt:\n          JAL            GetColorFormatter\n          NOP\n          JAL            AddColorsToPrompt\n          NOP\n          JAL            GetPlayerCharacterStrings\n          NOP\n          LI             A0 6 ; (Goomba)\n          LUI            A1 hi(A_Pointer_With_Enough_Space)\n          ADDIU          A1 A1 lo(A_Pointer_With_Enough_Space)\n          MOVE           A2 V0 ; P1 Name\n          MOVE           A3 V1 ; P2 Name\n          SW             T2 16(SP) ; P3 Name\n          SW             T0 20(SP) ; P4 Name \n          JAL            ShowMessage ; Who's Your Opponent?\n          SW             R0 24(SP) \n          LUI            A1 hi(OptionsToDisable)\n          JAL            DisableOptions   \n          ADDIU          A1 A1 lo(OptionsToDisable) ; Array of answers to disable     \n          LI             A0 2\n          JAL            GetBasicPromptSelection\n          LI             A1 4 ; CPUs pick Your Choice\n800FAF98: JAL            CloseMessage\n800FAF9C: ADDU           S4, V0, R0 ; Index of Chosen Option\n800FAFA0: JAL            0x800EC6EC\n800FAFA4: SW             S4 200(SP) ; Store Chosen Player Index for later            \n800FAFA8: ADDIU          V0, R0, 0x0004 ; Your Choice Index\n800FAFAC: BEQ            S4, V0, randopp\n800FAFB0: ADDIU          V0, R0, 0x0005 ; View Map Index\n800FAFB4: BEQ            S4, V0, viewmap \n800FAFB8: ADDIU          S0, R0, 0x0001\n800FAFBC: J              UnkJump5\n800FAFC0: ADDU           S3, R0, R0\nrandopp:  JAL            GetRandomByte\n          NOP\n          LI             V1 4 ; 4 Players\n          DIVU           V0 V1 ; Divide by 4\n          MFHI           S0 ; Player Index 0-3\n          LUI            V1 hi(OptionsToDisable)\n          ADDIU          V1 V1 lo(OptionsToDisable)\n          ADDU           V1 V1 S0 ; Add to get Player Index in Array\n          LBU            V0 0(V1) ; Player Selectable Flag\n          LI             V1 1 ; Black Color\n          BEQ            V0 V1 randopp ; This player's name is not selectable, reroll\n          NOP\n          ; This player can be selected\n          SW             S0 200(SP) ; Store Chosen Player Index \nUnkJump26:J              UnkJump20\n800FAFFC: ADDU           S4, S0, R0 ; Copy Your Choice's selection to S4\nviewmap:  LUI            AT, 0x800D\n800FB004: SH             S0, 0xDD58 (AT)\n800FB008: LUI            AT, 0x800D\n800FB00C: JAL            0x8004EE68\n800FB010: SH             R0, 0x037C (AT)\n800FB014: ADDU           A0, V0, R0\n800FB018: JAL            0x80047B80\n800FB01C: ADDIU          A1, R0, 0x0080\n800FB020: LUI            V1, 0x800D\n800FB024: LB             V1, 0xD067 (V1) ; Current Player Index\n800FB028: SLL            V0, V1, 3\n800FB02C: SUBU           V0, V0, V1\n800FB030: SLL            V0, V0, 3\n800FB034: LUI            A0, 0x800D\n800FB038: ADDU           A0, A0, V0\n800FB03C: JAL            0x8010067C\n800FB040: LBU            A0, 0x110A (A0) ; P1 Controller\n800FB044: JAL            0x8004EE68\n800FB048: NOP            \n800FB04C: ADDU           A0, V0, R0\n800FB050: JAL            0x80047BAC\n800FB054: ADDIU          A1, R0, 0x0080\n800FB058: LUI            AT, 0x800D\n800FB05C: SH             R0, 0xDD58 (AT)\n800FB060: LUI            AT, 0x800D\n800FB064: JAL            0x800FC8A4\n800FB068: SH             S0, 0x037C (AT)\n800FB06C: J              setduelprompt\n800FB070: ADDIU          V0, R0, 0x0001\nUnkJump20:ADDU           S3, R0, R0\nUnkJump5: JAL            GetColorFormatter2\n          LW             A0 200(SP) ; Load Chosen Player Index \n          JAL            AddColorsToPrompt2\n          NOP\n          LI             A0 6 ; (Goomba)\n          LUI            A1 hi(A_Pointer_With_Enough_Space)\n          ADDIU          A1 A1 lo(A_Pointer_With_Enough_Space)\n          LI             A2 0 \n          LI             A3 0 \n          SW             R0 16(SP) \n          SW             R0 20(SP) \n          JAL            ShowMessage ; What do you want from them? msg\n          SW             R0 24(SP) \n          LUI            A1 hi(OptionsToDisable2)\n          JAL            DisableOptions   \n          ADDIU          A1 A1 lo(OptionsToDisable2) ; Array of answers to disable\n          JAL            PlayerIsCPU\n          LI             A0 -1 ; Current Player\n          BEQZ           V0 skiprand1 ; Skip random decision if Human\n          NOP\nrandomopt:JAL            GetRandomByte\n          NOP\n          LI             V1 2 ; 2 Choices (Coins, Stars)\n          DIVU           V0 V1 ; Divide by 2\n          MFHI           S4 ; Choice Index (0-1)\n          LUI            V1 hi(OptionsToDisable2)\n          ADDIU          V1 V1 lo(OptionsToDisable2)\n          ADDU           V1 V1 S4 ; Add to get Color Index in Array\n          LBU            V0 0(V1) ; Option Selectable Flag\n          LI             V1 1 ; Black Color\n          BEQ            V0 V1 randomopt ; This option is not selectable, reroll\n          NOP\nskiprand1:LI             A0 2 ; Choose whatever is in S4\n          JAL            GetBasicPromptSelection\n          MOVE           A1 S4\n          JAL            CloseMessage\n          ADDU           S4, V0, R0 ; Index of Chosen Option\n          JAL            0x800EC6EC\n          NOP \n          BEQL           S4 R0 duel4coins ; They chose Coins\n          LW             S4 200(SP) ; Load Chosen Player Index \n          LI             V0 2 ; Go Back\n          BEQ            S4 V0 setduelprompt ; They chose Go Back\n          NOP\nstakeprompt:\n          JAL            GetColorFormatter3\n          NOP\n          JAL            AddColorsToPrompt3\n          NOP\n          LI             A0 6 ; (Goomba)\n          LUI            A1 hi(A_Pointer_With_Enough_Space)\n          ADDIU          A1 A1 lo(A_Pointer_With_Enough_Space)\n          LI             A2 0 \n          LI             A3 0 \n          SW             R0 16(SP) \n          SW             R0 20(SP) \n          JAL            ShowMessage ; What will you put at stake? msg\n          SW             R0 24(SP) \n          LUI            A1 hi(OptionsToDisable3)\n          JAL            DisableOptions   \n          ADDIU          A1 A1 lo(OptionsToDisable3) ; Array of answers to disable\n          JAL            PlayerIsCPU\n          LI             A0 -1 ; Current Player\n          BEQZ           V0 skiprand2 ; Skip random decision if Human\n          NOP\nrandomopt2:JAL           GetRandomByte\n          NOP\n          LI             V1 2 ; 2 Choices (40 Coins, Star)\n          DIVU           V0 V1 ; Divide by 2\n          MFHI           S4 ; Choice Index (0-1)\n          LUI            V1 hi(OptionsToDisable3)\n          ADDIU          V1 V1 lo(OptionsToDisable3)\n          ADDU           V1 V1 S4 ; Add to get Color Index in Array\n          LBU            V0 0(V1) ; Option Selectable Flag\n          LI             V1 1 ; Black Color\n          BEQ            V0 V1 randomopt2 ; This option is not selectable, reroll\n          NOP\nskiprand2:LI             A0 2 ; Choose whatever is in S4\n          JAL            GetBasicPromptSelection\n          MOVE           A1 S4\n          JAL            CloseMessage\n          ADDU           S4, V0, R0 ; Index of Chosen Option\n          JAL            0x800EC6EC\n          NOP\n          LI             V0 2 ; Go Back\n          BEQ            S4 V0 UnkJump5 ; They chose Go Back\n          NOP\n          ; Stakes selected, subtract from players\n          JAL            GetPlayerStruct\n          LI             A1 -1 ; Current Player\n          LI             V1 0 ; 40 Coins\n          BEQ            S4 V1 sub40coins\n          NOP\n          ; Subtract 1 Star\n          LBU            V1 14(V0) ; Current Player's Stars\n          ADDIU          V1 V1 -1 ; Subtract 1 Star\n          SB             V1 14(V0) ; Update Star amount\n          JAL            PlaySound\n          LI             A0 283 ; Star Space Sound Index\n          LI             V0 1 ; 1 Star1\n          LUI            V1 0x8009\n          SH             V0 0x782E(V1) ; Store 1 Star as reward\n          J              subfromopp\n          NOP\nsub40coins:LUI           V0 0x800D\n          LBU            A0 0xD067(V0) ; Current Player Index\n          JAL            AdjustPlayerCoinsGradual\n          LI             A1 -40 ; Coins\n          LUI            V0 0x800D\n          LBU            A0 0xD067(V0) ; Current Player Index\n          JAL            0x800E1F28 ; ShowPlayerCoinChangeHUD\n          LI             A1 -40 ; Coins\n          LI             V0 40 ; 40 Coins\n          LUI            V1 0x8009\n          SH             V0 0x782E(V1) ; Store 40 Coins as Reward\nsubfromopp:JAL           GetPlayerStruct\n          LW             A0 200(SP) ; Chosen Player Index\n          LBU            V1 14(V0) ; Chosen Player's Stars\n          ADDIU          V1 V1 -1 ; Subtract 1 Star\n          SB             V1 14(V0) ; Update Star amount\n          JAL            PlaySound\n          LI             A0 283 ; Star Space Sound Index\n          JAL            SleepProcess\n          LI             A0 30 ; Frames\n          LUI            S2, 0x800D\n          ADDIU          S2, S2, 0xD067 ; Current Player Index Address (For CPU only duels)\n          J              finalmsg\n          LW             S4 200(SP) ; Chosen Player's Index\nduel4coins:ADDIU         A0, SP, 0x0020\n800FB07C: LUI            A1, 0x8010\n800FB080: ADDIU          A1, A1, 0x25D0\n800FB084: JAL            sprintf\n800FB088: ADDIU          A2, R0, 0x03E7\n800FB08C: ADDIU          A0, SP, 0x0020\n800FB090: JAL            0x8006022C\n800FB094: ADDU           A1, R0, R0\n800FB098: ADDIU          S0, SP, 0x0068\n800FB09C: ADDIU          A0, R0, 0x0001\n800FB0A0: ADDU           A1, S0, R0\n800FB0A4: JAL            0x80060394\n800FB0A8: ADDIU          A2, R0, 0x4003\n800FB0AC: ADDIU          A0, R0, 0x0006\n800FB0B0: ADDU           A1, S0, R0\n800FB0B4: JAL            0x800EBFE8\n800FB0B8: ADDIU          A2, R0, 0x0064\n800FB0BC: SLL            V0, V0, 16\n800FB0C0: SRA            V0, V0, 16\n800FB0C4: SW             V0, 0x0084 (SP)\n800FB0C8: ADDIU          S1, R0, 0x0001\n800FB0CC: LUI            V0, 0x800D\n800FB0D0: LB             V0, 0xD067 (V0) ; Current Player Index\n800FB0D4: SLL            V1, V0, 3\n800FB0D8: SUBU           V1, V1, V0\n800FB0DC: SLL            V1, V1, 3\n800FB0E0: SLL            V0, S4, 3\n800FB0E4: SUBU           V0, V0, S4\n800FB0E8: SLL            V0, V0, 3\n800FB0EC: LUI            AT, 0x800D\n800FB0F0: ADDU           AT, AT, V1\n800FB0F4: LH             V1, 0x1112 (AT) ; P1 Coins\n800FB0F8: LUI            AT, 0x800D\n800FB0FC: ADDU           AT, AT, V0\n800FB100: LH             V0, 0x1112 (AT) ; P1 Coins\n800FB104: SLT            V0, V0, V1\n800FB108: BNEZ           V0, UnkJump28\n800FB10C: ADDIU          S5, R0, 0x0001\n800FB110: J              UnkJump21\n800FB114: ADDU           S2, V1, R0\nUnkJump28:SLL            V0, S4, 3\n800FB11C: SUBU           V0, V0, S4\n800FB120: SLL            V0, V0, 3\n800FB124: LUI            S2, 0x800D\n800FB128: ADDU           S2, S2, V0\n800FB12C: LH             S2, 0x1112 (S2) ; P1 Coins\nUnkJump21:ADDIU          A0, SP, 0x0020\n800FB134: LUI            A1, 0x8010\n800FB138: ADDIU          A1, A1, 0x25D0\n800FB13C: JAL            sprintf\n800FB140: ADDU           A2, S1, R0\n800FB144: LW             S0, 0x0084 (SP)\n800FB148: ADDU           A0, S0, R0\n800FB14C: ADDIU          A1, SP, 0x0020\n800FB150: JAL            0x8005B6BC\n800FB154: ADDU           A2, R0, R0\n800FB158: ADDU           A0, S0, R0\n800FB15C: ADDIU          A1, R0, 0x4003\n800FB160: ADDIU          A2, R0, 0xFFFF\n800FB164: JAL            0x8005B43C\n800FB168: ADDIU          A3, R0, 0xFFFF\n800FB16C: JAL            0x80061388\n800FB170: ADDU           A0, S0, R0\n800FB174: JAL            PlayerIsCPU\n800FB178: ADDIU          A0, R0, 0xFFFF\n800FB17C: BEQL           V0, R0, UnkJump9\n800FB180: ADDIU          S0, R0, 0x0005\n800FB184: JAL            0x800F9F84\n800FB188: ADDU           A0, S4, R0\n800FB18C: ADDU           S3, V0, R0\n800FB190: SLT            V0, S2, S3\n800FB194: BNEZL          V0, UnkJump29\n800FB198: ADDU           S3, S2, R0\nUnkJump29:BLEZL          S3, UnkJump39\n800FB1A0: ADDIU          S3, R0, 0x0001\nUnkJump39:ADDIU          S0, R0, 0x0005\nUnkJump9: LUI            FP, 0x6666\n800FB1AC: ORI            FP, FP, 0x6667\n800FB1B0: MULT           S3, FP\n800FB1B4: MFHI           T0\n800FB1B8: SRA            V1, T0, 2\n800FB1BC: SRA            V0, S3, 31\n800FB1C0: SUBU           S7, V1, V0\n800FB1C4: SLL            V0, S7, 2\n800FB1C8: ADDU           V0, V0, S7\n800FB1CC: SLL            V0, V0, 1\n800FB1D0: SUBU           V0, S3, V0\n800FB1D4: SW             V0, 0x008C (SP)\n800FB1D8: LW             S6, 0x0084 (SP)\nUnkJump23:JAL            PlayerIsCPU\n800FB1E0: ADDIU          A0, R0, 0xFFFF\n800FB1E4: BNEZL          V0, UnkJump30\n800FB1E8: ADDIU          S0, S0, 0xFFFF\n800FB1EC: LUI            V1, 0x800D\n800FB1F0: LB             V1, 0xD067 (V1) ; Current Player Index\n800FB1F4: SLL            V0, V1, 3\n800FB1F8: SUBU           V0, V0, V1\n800FB1FC: SLL            V0, V0, 3\n800FB200: LUI            AT, 0x800D\n800FB204: ADDU           AT, AT, V0\n800FB208: LBU            V0, 0x110A (AT) ; P1 Controller\n800FB20C: SLL            V1, V0, 1\n800FB210: LUI            V0, 0x800D\n800FB214: ADDU           V0, V0, V1\n800FB218: LHU            V0, 0x9520 (V0)\n800FB21C: ANDI           V0, V0, 0x8000\n800FB220: BNEZ           V0, UnkJump11\n800FB224: NOP            \n800FB228: LUI            T0, 0x800D\n800FB22C: ADDIU          T0, T0, 0x0590\n800FB230: ADDU           V0, V1, T0\n800FB234: LHU            V1, 0x0000 (V0)\n800FB238: ANDI           V0, V1, 0x0800\n800FB23C: SLTU           V0, R0, V0\n800FB240: ADDU           S1, S1, V0\n800FB244: ANDI           V0, V1, 0x0400\n800FB248: SLTU           V0, R0, V0\n800FB24C: ANDI           V1, V1, 0x0200\n800FB250: BEQZ           V1, UnkJump10\n800FB254: SUBU           S1, S1, V0\n800FB258: ADDIU          S1, S1, 0xFFF6\nUnkJump10:LUI            V1, 0x800D\n800FB260: LB             V1, 0xD067 (V1) ; Current Player Index\n800FB264: SLL            V0, V1, 3\n800FB268: SUBU           V0, V0, V1\n800FB26C: SLL            V0, V0, 3\n800FB270: LUI            AT, 0x800D\n800FB274: ADDU           AT, AT, V0\n800FB278: LBU            V0, 0x110A (AT) ; P1 Controller\n800FB27C: SLL            V0, V0, 1\n800FB280: LUI            T0, 0x800D\n800FB284: ADDIU          T0, T0, 0x0590\n800FB288: ADDU           V0, V0, T0\n800FB28C: LHU            V0, 0x0000 (V0)\n800FB290: ANDI           V0, V0, 0x0100\n800FB294: BNEZL          V0, UnkJump31\n800FB298: ADDIU          S1, S1, 0x000A\n800FB29C: J              UnkJump13\n800FB2A0: XORI           V0, S5, 0x0001\nUnkJump30:ADDIU          V0, R0, 0xFFFF\n800FB2A8: BNEL           S0, V0, UnkJump13\n800FB2AC: XORI           V0, S5, 0x0001\n800FB2B0: BEQ            S3, S1, UnkJump11\n800FB2B4: MULT           S1, FP\n800FB2B8: MFHI           T0\n800FB2BC: SRA            V1, T0, 2\n800FB2C0: SRA            V0, S1, 31\n800FB2C4: SUBU           V1, V1, V0\n800FB2C8: SLL            V0, V1, 2\n800FB2CC: ADDU           V0, V0, V1\n800FB2D0: SLL            V0, V0, 1\n800FB2D4: SUBU           V0, S1, V0\n800FB2D8: LW             T0, 0x008C (SP)\n800FB2DC: BEQ            T0, V0, UnkJump12\n800FB2E0: SRA            V1, S1, 31\n800FB2E4: J              UnkJump22\n800FB2E8: ADDIU          S1, S1, 0x0001\nUnkJump12:MFHI           T0\n800FB2F0: SRA            V0, T0, 2\n800FB2F4: SUBU           V0, V0, V1\n800FB2F8: BEQ            S7, V0, UnkJump13\n800FB2FC: XORI           V0, S5, 0x0001\n800FB300: ADDIU          S1, S1, 0x000A\nUnkJump22:ADDIU          S0, R0, 0x0005\nUnkJump31:XORI           V0, S5, 0x0001\nUnkJump13:SLTIU          V0, V0, 0x0001\n800FB310: SLTI           V1, S1, 0x0001\n800FB314: AND            V0, V0, V1\n800FB318: BNEZL          V0, UnkJump32\n800FB31C: ADDU           S1, S2, R0\nUnkJump32:XOR            V0, S5, S2\n800FB324: SLTIU          V0, V0, 0x0001\n800FB328: SLT            V1, S2, S1\n800FB32C: AND            V0, V0, V1\n800FB330: BNEZL          V0, UnkJump33\n800FB334: ADDIU          S1, R0, 0x0001\nUnkJump33:BLEZL          S1, UnkJump40\n800FB33C: ADDIU          S1, R0, 0x0001\nUnkJump40:SLT            V0, S2, S1\n800FB344: BNEZL          V0, UnkJump34\n800FB348: ADDU           S1, S2, R0\nUnkJump34:BEQ            S5, S1, UnkJump14\n800FB350: ADDU           S5, S1, R0\n800FB354: JAL            PlaySound\n800FB358: ADDIU          A0, R0, 0x0246\n800FB35C: ADDU           S5, S1, R0\nUnkJump14:ADDIU          A0, SP, 0x0020\n800FB364: LUI            A1, 0x8010\n800FB368: ADDIU          A1, A1, 0x25D0\n800FB36C: JAL            sprintf\n800FB370: ADDU           A2, S1, R0\n800FB374: ADDU           A0, S6, R0\n800FB378: ADDIU          A1, SP, 0x0020\n800FB37C: JAL            0x8005B6BC ; RefreshString\n800FB380: ADDU           A2, R0, R0\n800FB384: ADDU           A0, S6, R0\n800FB388: ADDIU          A1, R0, 0x4003\n800FB38C: ADDIU          A2, R0, 0xFFFF\n800FB390: JAL            0x8005B43C ; RefreshMsgWindow\n800FB394: ADDIU          A3, R0, 0xFFFF\n800FB398: JAL            SleepVProcess\n800FB39C: NOP            \n800FB3A0: J              UnkJump23\n800FB3A4: NOP            \nUnkJump11:JAL            PlaySound\n800FB3AC: ADDIU          A0, R0, 0x0247\n800FB3B0: LW             S0, 0x0084 (SP)\n800FB3B4: ADDU           A0, S0, R0\n800FB3B8: JAL            0x80061A5C\n800FB3BC: ADDU           A1, R0, R0\n800FB3C0: JAL            0x8005F364\n800FB3C4: ADDU           A0, S0, R0\n800FB3C8: JAL            SleepProcess\n800FB3CC: ADDIU          A0, R0, 0x000A\n800FB3D0: LUI            S2, 0x800D\n800FB3D4: ADDIU          S2, S2, 0xD067\n800FB3D8: SUBU           S0, R0, S1\n800FB3DC: LB             A0, 0x0000 (S2)\n800FB3E0: JAL            0x800E1F28 ; ShowPlayerCoinChangeHUD\n800FB3E4: ADDU           A1, S0, R0\n800FB3E8: LB             A0, 0x0000 (S2)\n800FB3EC: ADDU           A1, S0, R0\n800FB3F0: JAL            AdjustPlayerCoinsGradual\n800FB3F4: ADDU           A2, R0, R0\n800FB3F8: ADDU           A0, S4, R0\n800FB3FC: JAL            0x800E1F28 ; ShowPlayerCoinChangeHUD\n800FB400: ADDU           A1, S0, R0\n800FB404: ADDU           A0, S4, R0\n800FB408: ADDU           A1, S0, R0\n800FB40C: JAL            AdjustPlayerCoinsGradual\n800FB410: ADDIU          A2, R0, 0x0001\n800FB414: JAL            SleepProcess\n800FB418: ADDIU          A0, R0, 0x001E\nfinalmsg: ADDIU          A0, R0, 0x0006\n800FB420: ADDIU          A1, R0, 0x4004\n800FB424: JAL            0x800EC4E4 ; OK! Here we go! Let the duel begin!!! msg\n800FB428: ADDIU          A2, R0, 0x0088\n800FB42C: JAL            PlayerIsCPU\n800FB430: ADDIU          A0, R0, 0xFFFF\n800FB434: BEQZ           V0, UnkJump15\n800FB438: SLL            A0, S4, 16\n800FB43C: JAL            PlayerIsCPU\n800FB440: SRA            A0, A0, 16\n800FB444: BEQZ           V0, UnkJump15\n800FB448: NOP            \n800FB44C: LUI            V0, 0x800D\n800FB450: LB             V0, 0xD06E (V0) ; CPU Minigames ON/OFF Address\n800FB454: BEQZ           V0, UnkJump15\n800FB458: ADDIU          V0, R0, 0x0002\n800FB45C: SH             S4, 0x0049 (S2)\n800FB460: J              InitDuelReplica_exit\n800FB464: SH             S1, 0x004B (S2)\nUnkJump15:LUI            AT, 0x800D\n800FB46C: JAL            0x800F7108\n800FB470: SH             R0, 0x037C (AT)\n800FB474: LUI            A0, 0x800D\n800FB478: LB             A0, 0xD067 (A0) ; Current Player Index\n800FB47C: JAL            0x800E11C0\n800FB480: ADDU           A1, S4, R0\n800FB484: JAL            0x8004EE68\n800FB488: ADDU           S0, V0, R0\n800FB48C: ADDU           A0, V0, R0\n800FB490: JAL            0x8004ED30\n800FB494: ADDU           A1, S0, R0\n800FB498: JAL            0x8004EE18\n800FB49C: ADDU           S0, R0, R0\n800FB4A0: ADDIU          V1, R0, 0x0002\n800FB4A4: SLL            V0, S0, 3\nUnkJump35:SUBU           V0, V0, S0\n800FB4AC: SLL            V0, V0, 3\n800FB4B0: LUI            AT, 0x800D\n800FB4B4: ADDU           AT, AT, V0\n800FB4B8: SB             V1, 0x1108 (AT) ; Player Structs\n800FB4BC: ADDIU          S0, S0, 0x0001\n800FB4C0: SLTI           V0, S0, 0x0004\n800FB4C4: BNEZ           V0, UnkJump35\n800FB4C8: SLL            V0, S0, 3\n800FB4CC: LW             T0, 0x0074 (SP)\n800FB4D0: SB             R0, 0x0000 (T0)\n800FB4D4: SLL            V0, S4, 3\n800FB4D8: SUBU           V0, V0, S4\n800FB4DC: SLL            V0, V0, 3\n800FB4E0: ADDIU          V1, R0, 0x0001\n800FB4E4: LUI            AT, 0x800D\n800FB4E8: ADDU           AT, AT, V0\n800FB4EC: SB             V1, 0x1108 (AT) ; Player Structs\n800FB4F0: LUI            V0, 0x800D\n800FB4F4: ADDIU          V0, V0, 0xD0B0\n800FB4F8: SH             S4, 0x0000 (V0)\n800FB4FC: SH             S1, 0x0002 (V0) ; Store Coins At Stake\n800FB500: LW             T0, 0x007C (SP)\n800FB504: BNEZ           T0, UnkJump36\n800FB508: ADDIU          V0, R0, 0x0009\n800FB50C: ADDIU          V0, R0, 0x0008\nUnkJump36:LUI            AT, 0x800D\n800FB514: SW             V0, 0x1240 (AT)\n800FB518: ADDIU          V0, R0, 0x0002\n800FB51C: LUI            AT, 0x8010\n800FB520: SH             V0, 0x5664 (AT)\n800FB524: ADDIU          V0, R0, 0x0001\n800FB528: LUI            AT, 0x8010\n800FB52C: SH             V0, 0x5666 (AT)\n800FB530: ADDIU          V0, R0, 0x0008\n800FB534: LUI            AT, 0x800D\n800FB538: SH             V0, 0x1380 (AT)\n800FB53C: ADDIU          V0, R0, 0x0001\nInitDuelReplica_exit:LW  RA, 0x00B4 (SP)\n800FB544: LW             FP, 0x00B0 (SP)\n800FB548: LW             S7, 0x00AC (SP)\n800FB54C: LW             S6, 0x00A8 (SP)\n800FB550: LW             S5, 0x00A4 (SP)\n800FB554: LW             S4, 0x00A0 (SP)\n800FB558: LW             S3, 0x009C (SP)\n800FB55C: LW             S2, 0x0098 (SP)\n800FB560: LW             S1, 0x0094 (SP)\n800FB564: LW             S0, 0x0090 (SP)\n800FB568: LDC1           F22, 0x00C0 (SP)\n800FB56C: LDC1           F20, 0x00B8 (SP)\n800FB570: JR             RA\n800FB570: ADDIU SP SP 0xD0\n\n\n.align 16\nIsDuelPossible:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S4 V0\n\nLHU T0 10(S4) ; Current Player Coins\nBEQZ T0 IsDuelPossible_starcheck ; They have no coins, check Stars\nNOP\n; They have coins, check other player's totals\nLI S0 3 ; Start with Player 4\nIsDuelPossible_coinfindloop:\nBLTZL S0 IsDuelPossible_40coincheck ; Others have no Coins, check if turn player has 40 Coins\nLI V0 1 ; Cancel Duel\n\nLBU T0 29(S4) ; Current Player Index\nBEQL S0 T0 IsDuelPossible_coinfindloop ; If it's the turn player, loop\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; It's a different player\nJAL GetPlayerStruct\nMOVE A0 S0 \n\nLHU T0 10(V0) ; Player Coins\nBEQL T0 R0 IsDuelPossible_coinfindloop ; They have no Coins, loop\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; They have at least a coin, end loop\nJ IsDuelPossible_exit\nLI V0 0 ; Do not cancel duel\n\nIsDuelPossible_40coincheck:\nLHU T0 10(S4) ; Current Player Coins\nSLTI T1 T0 40 ; ON IF 1-39 Coins\nBNEZ T1 IsDuelPossible_starcheck ; They don't have 40 coins, check if they have a Star instead\nNOP\n; They have at least 40 coins\nJ IsDuelPossible_starfindloopsetup ; Check if others have Stars\nNOP\n\nIsDuelPossible_starcheck:\nLBU T0 14(S4) ; Current Player Stars\nBEQL T0 R0 IsDuelPossible_exit ; The Current Player has nothing\nLI V0 1 ; Cancel duel\n; The player has a Star, check if another player have a Star\nIsDuelPossible_starfindloopsetup:\nLI S0 3 ; Start with P4\nIsDuelPossible_starfindloop:\nBLTZL S0 IsDuelPossible_exit ; Other players have no Stars\nLI V0 1 ; Cancel Duel\n\nLBU T0 29(S4) ; Current Player Index\nBEQL S0 T0 IsDuelPossible_starfindloop ; If it's the turn player, loop\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; It's a different player\nJAL GetPlayerStruct\nMOVE A0 S0 \n\nLBU T0 14(V0) ; Player Stars\nBEQL T0 R0 IsDuelPossible_starfindloop ; They have no Stars, loop\nADDIU S0 S0 -1 ; Subtract 1 to search next player\n; They have a Star, end loop\nLI V0 0 ; Do not cancel duel\n\nIsDuelPossible_exit:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n.align 16\nBlackColor_ptr:\n.byte 0x1\n\n.align 16 \nWhiteColor_ptr:\n.byte 0x8\n\n.align 16\nOptionsToDisable:\n.byte 1,1,1,1,0xFF\n\n.align 16\nOptionsToDisable2:\n.byte 1,1,0xFF\n\n.align 16\nOptionsToDisable3:\n.byte 1,1,0xFF\n\n.align 16\nGetColorFormatter:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\n; 56(SP) First Option Color Pointer\n; 60(SP) Second Option Color Pointer\n; 64(SP) Third Option Color Pointer\n; 68(SP) Fourth Option Color Pointer\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\n\nLHU T3 10(V0) ; Current Player's Coins\nLBU T4 14(V0) ; Current Player's Stars\nLBU T0 29(V0) ; Current Player's Index\nSW T3 52(SP) ; Store Current Player's Coins\nSW T4 48(SP) ; Store Current Player's Stars\nSW T0 44(SP) ; Store Current Player's Index\n\nLI S0 0 ; Start with Option 0\nGetColorFormatterloop:\nLUI T0 hi(OptionsToDisable)\nADDIU T0 T0 lo(OptionsToDisable)\nADDU T0 T0 S0 ; Add to get correct Array spot\nLB T1 0(T0) ; Option Index\n\nBLTZ T1 GetColorFormatterloopexit ; If -1, the Array is over\nNOP\n; The Array isn't over\n\nLW T2 44(SP) ; Current Player's Index\nBEQL S0 T2 GetColorFormatterdonotenablename ; Do not enable if it's the current player\nNOP\n; It's not the current Player\n\nJAL GetPlayerStruct\nMOVE A0 S0 ; Opponent's Player Index\n\nLW T2 52(SP) ; Current Player's Coins\nBEQZ T2 GetColorFormattercheckstars ; If the current player has 0 coins, do not check coins\nNOP\n; The current player has at least 1 coin\n\nLHU T5 10(V0) ; Coins\nBNEZ T5 GetColorFormatterenablename ; If they have coins, enable name\nNOP\n; They have 0 coins, check if current player can Duel for Stars\nLW T2 48(SP) ; Current Player's Stars\nBNEZ T2 GetColorFormattercheckstars ; The current player has Stars, check opponent's Stars\nNOP\n; The current player has no Stars, check if they have at least 40 coins\nLW T2 52(SP) ; Curent Player's Coins\nSLTI T8 T2 40 ; ON IF 0-39\nBNEZ T8 GetColorFormatterdonotenablename ; The cur player is broke, do not enable name\nNOP\n; They have 40 coins, check opponent's Stars\nGetColorFormattercheckstars:\nLBU T2 14(V0) ; Opponent's Stars\nBNEZ T2 GetColorFormatterenablename ; Enable name if they have Stars\nNOP\n; Opponent has no Stars, do not enable\nGetColorFormatterdonotenablename:\nLUI T0 hi(BlackColor_ptr)\nJ GetColorFormatterstorevalues\nADDIU T0 T0 lo(BlackColor_ptr) \n\nGetColorFormatterenablename:\nLUI T0 hi(WhiteColor_ptr)\nADDIU T0 T0 lo(WhiteColor_ptr) \n\nGetColorFormatterstorevalues:\nLBU T1 0(T0) ; Color Value\nLUI T2 hi(OptionsToDisable)\nADDIU T2 T2 lo(OptionsToDisable)\nADDU T2 T2 S0 ; Add to get correct Array spot\nSB T1 0(T2) ; Store Color Value\n\nLI T8 4 \nMULT S0 T8 ; Player Index * 4\nMFLO T8 ; Number to add to Stack for Storage (0, 4, 8, 12)\n\nADDIU T5 SP 56 ; Add 56 to get starting Stack Storage address\nADDU T5 T5 T8 ; Add to get correct Stack Storage spot\nSW T0 0(T5) ; Store Color Pointer\nJ GetColorFormatterloop\nADDIU S0 S0 1 ; Add 1 to search next Player\n\nGetColorFormatterloopexit:\nLW V0 56(SP) ; First Option\nLW V1 60(SP) ; Second Option\nLW T0 64(SP) ; Third Option\nLW T1 68(SP) ; Fourth Option \n\nGetColorFormatter_exit:\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA \nADDIU SP SP 80\n\n\n.align 16\nAddColorsToPrompt:\nADDIU SP SP -80\nSW RA 76(SP)\n\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space) ; Parse Destination\nLUI A1 hi(WhosYourOpponent_Prompt)\nADDIU A1 A1 lo(WhosYourOpponent_Prompt) ; String Format\nMOVE A2 V0 ; P1 Color\nMOVE A3 V1 ; P2 Color\nSW T0 16(SP) ; P3 Color\nSW T1 20(SP) ; P4 Color\nJAL sprintf ; Creates String  \nSW R0 24(SP) ; terminator byte\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n.align 16\nGetPlayerCharacterStrings:\nADDIU SP SP -40\nSW RA 36(SP)\n\nLUI T7 hi(p1_char)\nADDIU T7 T7 lo(p1_char) ; Load Player 1's Character address\nLBU T0 0(T7)\nADDIU V0 T0 0x1C00 ; MARIO String\n\nLBU T0 0x38(T7) ; Load Player 2's Character Address\nADDIU V1 T0 0x1C00 ; MARIO String\n\nLBU T0 0x70(T7) ; Load Player 3's Character Address\nADDIU T2 T0 0x1C00 ; MARIO String\n\nLBU T0 0xA8(T7) ; Load Player 4's Character Address\nADDIU T0 T0 0x1C00 ; MARIO String\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n; A0 = Window ID\n; A1 = Options Array Pointer\n.align 16\nDisableOptions:\nADDIU SP SP -72\nSW RA 68(SP)\nSW A0 64(SP) ; Window ID\nSW FP 60(SP) ; Address of Option Disable Array\nSW S0 56(SP)\n\nMOVE FP A1 ; Array Pointer\n\nLI S0 0 ; Start at 0\nloadbyte:\nADDU T2 FP S0 ; Add Loop Counter to get correct Array spot\nLBU T0 0(T2) ; Load Byte of Array\nLI T1 0xFF\nBEQ T0 T1 DisableOptions_exit ; Exit once array is fully checked\nNOP\nLI T1 8 ; Index to not disable\nBEQL T0 T1 loadbyte\nADDIU S0 S0 1 ; Load next Byte\n\nLW A0 64(SP) ; Window ID?\nJAL DisablePromptOption\nMOVE A1 S0 ; Option Index\n\nJ loadbyte\nADDIU S0 S0 1\n\n\nDisableOptions_exit:\nLW S0 56(SP)\nLW FP 60(SP)\nLW A0 64(SP)\nLW RA 68(SP)\nJR RA \nADDIU SP SP 72\n\n; A0 = Chosen Player's Index\n.align 16\nGetColorFormatter2:\nADDIU SP SP -60\nSW RA 56(SP)\nSW S3 52(SP)\n\nJAL GetPlayerStruct\nNOP ; A0 = Chosen Player's Index\nMOVE S3 V0 ; Chosen Player's Struct\n\nJAL GetPlayerStruct\nLI A0 -1 ; A0 = Current Player's Index\n\nLHU T3 10(V0) ; Current Player's Coins\nLBU T4 14(V0) ; Current Player's Stars\n\nLUI T7 hi(OptionsToDisable2)\nADDIU T7 T7 lo(OptionsToDisable2) ; Disable Array\n\nLI T6 8 ; White color index\n\nLHU T5 10(S3) ; Chosen Player's Coins\nBEQZ T5 donotenablecoinduel ; If they have no coins, check Stars\nNOP\n; They have Coins, check the current player's coins\nBEQZ T3 donotenablecoinduel ; If they have no coins, check Stars\nNOP\n; Both players have coins, enable Dueling for Coins\nenablecoinduel:\nLUI V0 hi(WhiteColor_ptr)\nADDIU V0 V0 lo(WhiteColor_ptr) ; First Option (Coins)\nJ checkforstarduel\nSB T6 0(T7) ; enable Coins in Array\n\ndonotenablecoinduel:\nLUI V0 hi(BlackColor_ptr)\nADDIU V0 V0 lo(BlackColor_ptr) ; First Option (Coins)\nLBU T0 0(V0) ; Black Color Index\nSB T0 0(T7) ; Disable Coins in Array\n\ncheckforstarduel:\nLBU T5 14(S3) ; Chosen Player's Stars\nBEQZ T5 donotenablestarduel ; If the opponent has no Stars, do not enable star duel\nNOP\n; Opponent has a Star\nBNEZ T4 enablestarduel ; If the current player has a Star, enable Star duel\nNOP\nSLTI T8 T3 40 ; ON IF 0-39\nBNEZ T8 donotenablestarduel ; If they don't have 40 coins, do not enable\nNOP\n; They have at least 40 coins, enable\nenablestarduel:\nLUI V1 hi(WhiteColor_ptr)\nADDIU V1 V1 lo(WhiteColor_ptr) ; Second Option (Stars)\nJ GetColorFormatter2_exit\nSB T6 1(T7) ; enable P2 in Array\n\ndonotenablestarduel:\nLUI V1 hi(BlackColor_ptr)\nADDIU V1 V1 lo(BlackColor_ptr) ; Second Option (Stars)\nLBU T0 0(V1) ; Black Color Index\nSB T0 1(T7) ; Disable Coins in Array\n\nGetColorFormatter2_exit:\nLW S3 52(SP)\nLW RA 56(SP)\nJR RA \nADDIU SP SP 60\n\n.align 16\nAddColorsToPrompt2:\nADDIU SP SP -80\nSW RA 76(SP)\n\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space) ; Parse Destination\nLUI A1 hi(SelectDuelType_Prompt)\nADDIU A1 A1 lo(SelectDuelType_Prompt) ; String Format\nMOVE A2 V0 ; Coins Color\nMOVE A3 V1 ; Stars Color\nSW R0 16(SP) ; terminator byte\nSW R0 20(SP) \nJAL sprintf ; Creates String  \nSW R0 24(SP)\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n.align 16\nGetColorFormatter3:\nADDIU SP SP -60\nSW RA 56(SP)\nSW S3 52(SP)\n\n\nJAL GetPlayerStruct\nLI A0 -1 ; A0 = Current Player's Index\n\nLHU T3 10(V0) ; Current Player's Coins\nLBU T4 14(V0) ; Current Player's Stars\n\nLUI T7 hi(OptionsToDisable3)\nADDIU T7 T7 lo(OptionsToDisable3) ; Disable Array\n\nLI T6 8 ; White color index\n\nSLTI T8 T3 40 ; ON IF 0-39\nBNEZ T8 donotenable40coins ; If they don't have 40 coins, do not enable 40 Coins\nNOP\n; They have 40 Coins\nenable40coins:\nLUI V0 hi(WhiteColor_ptr)\nADDIU V0 V0 lo(WhiteColor_ptr) ; First Option (Coins)\nJ checkforstarstake\nSB T6 0(T7) ; enable Coins in Array\n\ndonotenable40coins:\nLUI V0 hi(BlackColor_ptr)\nADDIU V0 V0 lo(BlackColor_ptr) ; First Option (Coins)\nLBU T0 0(V0) ; Black Color Index\nSB T0 0(T7) ; Disable Coins in Array\n\ncheckforstarstake:\nBEQZ T4 donotenablestar ; If the current player has no Stars, do not enable Star Duel\nNOP\n; They have a Star\nenablestar:\nLUI V1 hi(WhiteColor_ptr)\nADDIU V1 V1 lo(WhiteColor_ptr) ; Second Option (Stars)\nJ GetColorFormatter2_exit\nSB T6 1(T7) ; enable P2 in Array\n\ndonotenablestar:\nLUI V1 hi(BlackColor_ptr)\nADDIU V1 V1 lo(BlackColor_ptr) ; Second Option (Stars)\nLBU T0 0(V1) ; Black Color Index\nSB T0 1(T7) ; Disable Coins in Array\n\nGetColorFormatter2_exit:\nLW S3 52(SP)\nLW RA 56(SP)\nJR RA \nADDIU SP SP 60\n\n.align 16\nAddColorsToPrompt3:\nADDIU SP SP -80\nSW RA 76(SP)\n\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space) ; Parse Destination\nLUI A1 hi(SelectStarStake_Prompt)\nADDIU A1 A1 lo(SelectStarStake_Prompt) ; String Format\nMOVE A2 V0 ; 40 Coins Color\nMOVE A3 V1 ; Star Color\nSW R0 16(SP) ; terminator byte\nSW R0 20(SP) \nJAL sprintf ; Creates String  \nSW R0 24(SP)\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nDuelAnnouncement_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AIt\\x5Cs time to face off\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Ain a duel\\xC2\\xFF\\x00\"\n\n.align 16\nWhosYourOpponent_Prompt:\n.ascii \"\\x0B\\x1A\\x1A\\x1A\\x1AWho\\x5Cs your opponent\\xC3\\x0A\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"\\x11\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"\\x12\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"\\x13\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"\\x14\\x0D\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CYour Choice\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CView Map\\x0D\\x00\"\n\n.align 16\nSelectDuelType_Prompt:\n.ascii \"\\x0B\\x1A\\x1A\\x1A\\x1AWhat do you want from them\\xC3\\x0A\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"Coins\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"Stars\\x0D\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CGo Back\\x0D\\x00\"\n\n.align 16\nSelectStarStake_Prompt:\n.ascii \"\\x0B\\x1A\\x1A\\x1A\\x1AWhat will you put at stake\\xC3\\x0A\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"\\x29\\x3E40\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0C\" \"%s\" \"Star\\x0D\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CGo Back\\x0D\\x00\"\n\n.align 16\nA_Pointer_With_Enough_Space:\n.fill 0xC1C\n\n;==================================================================================================\n\n.align 16\nStarDuelCheckFunction:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S4 112(SP)\nSW T0 108(SP)\nSW S1 104(SP)\nSW S3 100(SP)\n\nLI T0 0x8009782E ; Address of Star Duel Stake\nLHU S1 0(T0) ; Value of Star Duel Stake\nBEQZ S1 StarDuelCheckFunction_coinduelfunc ; If 0, it was a Coin Duel, run regular function\nSH R0 0(T0) ; Delete Star Duel Stake\n; There's 40 Coins or a Star here, check who won\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S4 V0 \n\nLHU T0 8(S4) ; Minigame Earnings Address\nBEQZ T0 StarDuelCheckFunction_checkopponent ; IF 0, current player didn't win, check opponent\nNOP\n; Current Player Won, give Star(s)\nStarDuelCheckFunction_determinemessage:\nLUI A1 hi(2StarWinner_Message)\nADDIU A1 A1 lo(2StarWinner_Message)\nLI T0 1 ; Star Value\nBEQ S1 T0 StarDuelCheckFunction_showmessage\nNOP\n; It's 40 Coins\nLUI A1 hi(1Star40CoinsWinner_Message)\nADDIU A1 A1 lo(1Star40CoinsWinner_Message)\n\nStarDuelCheckFunction_showmessage:\nSW R0 16(SP) ; \nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 6 ; Character image (Goomba)\nLBU T0 3(S4) ; Player Character\nADDIU A2 T0 0x1C00 ; Character Name\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI T0 1 ; Star Value\nBEQ S1 T0 StarDuelCheckFunction_givestar\nNOP\n; It's 40 Coins\nLBU A0 29(S4) ; Winning Player's Player Index\nJAL AdjustPlayerCoinsGradual\nLI A1 40 ; Coins\n\nLBU A0 29(S4) ; Current Player Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLI A1 40 Coins\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLBU T0 14(S4) ; Winning Player's Star Count\nADDIU T0 T0 1 ; Add 1 Star\nSB T0 14(S4) ; Store 1 Star\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index\n\nJ StarDuelCheckFunction_sleep\nNOP\n\nStarDuelCheckFunction_givestar:\nLBU T0 14(S4) ; Winning Player's Star Count\nADDIU T0 T0 2 ; Add 2 Stars\nSB T0 14(S4) ; Store 2 Stars\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index\n\nStarDuelCheckFunction_sleep:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ StarDuelCheckFunction_exit\nNOP\n\n\nStarDuelCheckFunction_checkopponent:\nLUI T0 0x800C\nORI T0 T0 0xD0B0 ; Address of opponent \nLHU T0 0(T0) ; Opponent's Player Index\n\nJAL GetPlayerStruct\nMOVE A0 T0 ; Opponent's Player Index\n\nLHU T0 8(V0) ; Minigame Earnings Address\nBEQL T0 R0 StarDuelCheckFunction_draw\nMOVE S3 V0 ; Copy Opponent's Struct to S3\nJ StarDuelCheckFunction_determinemessage\nMOVE S4 V0 ; Copy Opponent's Struct to S4\n\n\nStarDuelCheckFunction_draw:\nSW R0 16(SP) ; \nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 6 ; Character image (Goomba)\nLUI A1 hi(DrawResult_Message)\nADDIU A1 A1 lo(DrawResult_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLBU T0 14(S3) ; Opponent's Star Count\nADDIU T0 T0 1 ; Add their Star back\nSB T0 14(S3) ; Store Star Count back\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index\n\nLI T0 1 ; Star Value\nBEQ S1 T0 StarDuelCheckFunction_givestarback\nNOP\n; It was 40 Coins\nLBU A0 29(S4) ; Current Player Index\nJAL AdjustPlayerCoinsGradual\nLI A1 40 Coins\n\nLBU A0 29(S4) ; Current Player Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLI A1 40 Coins\n\nJ StarDuelCheckFunction_sleep\nNOP\n\nStarDuelCheckFunction_givestarback: \nLBU T0 14(S4) ; Current Player's Star Count\nADDIU T0 T0 1 ; Add their Star back\nSB T0 14(S4) ; Store Star Count back\n\nJ StarDuelCheckFunction_sleep\nNOP\n\nStarDuelCheckFunction_coinduelfunc:\nJAL 0x800FA448 ; Checks and handles Coin Duel winnings\nNOP\nJ StarDuelCheckFunction_exitreal\nNOP\n\nStarDuelCheckFunction_exit:\nJAL 0x800FA388 ; Removes Goomba Model from board?\nNOP\n\nStarDuelCheckFunction_exitreal:\nLW S3 100(SP)\nLW S1 104(SP)\nLW T0 108(SP)\nLW S4 112(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n.align 16\n2StarWinner_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWow\\xC2 What a great match\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AThat means \\x072 stars\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Ago to \\x11\\xC2\\xC2\\xC2\\xFF\\x00\"\n\n.align 16\n1Star40CoinsWinner_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWow\\xC2 What a great match\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AThat means \\x071 star and\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A40 coins go to \\x11\\xC2\\xC2\\xC2\\xFF\\x00\"\n\n.align 16\nDrawResult_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWow\\xC2 What a great match\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AIt\\x5Cs a tie\\x82 so here\\x3D\\x3D take\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeverything back\\xC2\\xFF\\x00\""},"Spooky Stuff":{"language":0,"code":"; NAME: Spooky Stuff\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space[]|CallSpaces\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\nLUI T0 0x800C\nORI T0 T0 0xD09C ; Address of Reroll \nLHU T0 0(T0) ; Opponent's Player Index\n\nBNEZ T0 exit ; If they used a Fruit, do not trigger Event\nNOP\n\nghosteffectroll:\nJAL GetRandomByte\nNOP\nLI T0 4\nDIVU V0 T0 \nMFHI V0 ; 0-3\n\nBEQZ V0 ghostcall \nNOP\nLI T1 1\nBEQ V0 T1 speedyghosts\nNOP\nLI T1 2\nBEQ V0 T1 scattermode\nNOP\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T1 0(T0) ; Turn Number\nSLTI T2 T1 4 ; ON IF Turn 1-3\nBNEZ T2 ghosteffectroll\nNOP\n\nJ ghostshuffle\nNOP\n\n\nscattermode:\nLI S0 3 ; Loop Counter\nscattermodeloop:\nBLTZ S0 scattermodeloop_exit\nNOP\n\nLI T0 0x800CD096 ; Clyde's Space Address\nADDU T0 T0 S0 ; Add to get correct Ghost Space Address\nLBU T1 0(T0) ; Space Index\nBEQL T1 R0 scattermodeloop ; This Ghost hasn't spawned yet\nADDIU S0 S0 -1 ; Subtract 1 to get next Ghost\n; This Ghost spawned\n\nLUI T2 hi(ScatterModeSpaces_Array)\nADDIU T2 T2 lo(ScatterModeSpaces_Array)\nADDU T2 T2 S0 ; Add to get correct Array spot\nLBU T1 0(T2) ; Space Index\nSB T1 0(T0) ; Set as Ghost's Space Index\n\nJAL SleepVProcess\nNOP\n\nJ scattermodeloop\nADDIU S0 S0 -1 ; Subtract 1 to get next Ghost\n\nscattermodeloop_exit:\nJAL PlaySound\nLI A0 0x191 ; sfx\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(ScatterMode_Message)\nADDIU A1 A1 lo(ScatterMode_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 ; Play regular music again\n\nJ exit\nNOP\n\n\nghostcall:\nJAL SetCameraType\nLI A0 0 ; Free Roam Camera\n\nLI A0 0 ; Bar Code fade-out\nJAL InitFadeOut\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16\n\nghostcallroll:\nJAL GetRandomByte\nNOP\nLI T0 4 ; 4 Ghosts\nDIVU V0 T0\nMFHI S5 ; Ghost Index (0-3)\n\nLI T0 0x800CD096 ; Orange Ghost Space Index\nADDU T0 T0 S5 ; Add Ghost Index to get correct address\nLBU V0 0(T0) ; Space Index\n\nBEQZ V0 ghostcallroll ; If 0, this Ghost hasn't spawned yet\nNOP\n; This Ghost has spawned\nghostcallspaceroll:\nJAL GetRandomByte\nNOP\nLI T0 4 ; 4 Spaces\nDIVU V0 T0\nMFHI V0 ; Space Index In Array (0-3)\n\nLUI T0 hi(CallSpaces_Array)\nADDIU T0 T0 lo(CallSpaces_Array)\nADDU S2 T0 V0 ; Add to get correct Array Spot\n\nLBU A0 0(S2) ; Space Index in Array\nJAL GhostIsInSpace ; 1 IF there's another Ghost in that space\nMOVE A1 S5 ; Ghost Index\n\nBNEZ V0 ghostcallspaceroll ; If 1, find another Space\nNOP\n; There's no Ghost on this Space\nJAL cameramain\nLBU A0 0(S2) ; Space Index\n\nLI A0 0 ; Bar Code fade-in\nJAL InitFadeIn\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16\n\nLI T0 0x800CD096 ; Orange Ghost Space Index\nADDU T0 T0 S5 ; Add Ghost Index to get correct address\nLBU T1 0(S2) ; Space Index\nSB T1 0(T0) ; Change Ghost Space Index\n\nJAL PlaySound\nLI A0 0x443 ; Baddie Ghost sfx\n\nJAL SleepProcess\nLI A0 45 ; Frames\n\nLI A0 0 ; Bar Code fade-out\nJAL InitFadeOut\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16\n\nJAL SetCameraType\nLI A0 1 ; Follow Player Camera\n\nLI A0 0 ; Bar Code fade-in\nJAL InitFadeIn\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16 ; Frames\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 ; Play regular music again\n\nJ exit\nNOP\n\n\nspeedyghosts:\nJAL PlaySound\nADDIU A0 R0 0x153 ; Curse sound\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(SpeedyGhosts_Message)\nADDIU A1 A1 lo(SpeedyGhosts_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 ; Play regular music again\n\nLUI T0 0x800C\nORI T0 T0 0xCD09E ; Speedy Ghost Flag\nLI T1 1 ; Flag \nSB T1 0(T0) ; Turn Flag ON\n\nJ exit\nNOP\n\nghostshuffle:\nLI T0 0x800CD098 ; Red Ghost Space Index Address\nLBU T1 0(T0) ; Space Index\n\nBEQZ T1 ghostshuffle2 ; If 0, there's only 2 Ghosts on the board\nNOP\nLBU T1 1(T0) ; Blue Ghost Space Index \nBEQL T1 R0 ghostshuffle3 ; If 0, there's 3 Ghosts on the board\nLI S3 3 ; Index to end loop\n; All 4 Ghosts are on the board\nJ ghostshuffle3\nLI S3 4 ; Index to end loop\n\n\nghostshuffle2:\nLI S7 0x800CD096 ; Orange Ghost Space Index Address\nLBU T1 0(S7) ; Orange Ghost Space Index\nLBU S5 1(S7) ; Pink Ghost Space Index\nSB T1 1(S7) ; Store as Pink Ghost's Space Index\n\nJAL SleepVProcess\nNOP\n\nJ ghostshufflemessage\nSB S5 0(S7) ; Store as Orange Ghost's Space Index\n\nghostshuffle3:\nLI S1 0x800CD096 ; Orange Ghost Space Index Address\nLBU T1 0(S1) ; Orange Ghost Space Index\nLBU T2 1(S1) ; Pink Ghost Space Index\nLBU T3 2(S1) ; Red Ghost Space Index\nLBU T4 3(S1) ; Blue Ghost Space Index\n\nLUI S5 hi(GhostShuffle_Array)\nADDIU S5 S5 lo(GhostShuffle_Array)\nSB T1 0(S5) \nSB T2 1(S5)\nSB T3 2(S5) ; Store All 4 Ghost Space Indexes in Array\nSB T4 3(S5) \nLUI S7 hi(GhostShufflePermanent_Array)\nADDIU S7 S7 lo(GhostShufflePermanent_Array)\nSB T1 0(S7) \nSB T2 1(S7)\nSB T3 2(S7) ; Store All 4 Ghost Space Indexes in Array\nSB T4 3(S7) \n\n\nghostshuffleloopsetup:\nLI S0 0 ; Loop Counter\nghostshuffleloop:\nBEQ S0 S3 ghostshufflechecksetup ; check that the spaces changed\nNOP\nghostshufflelooproll:\nJAL GetRandomByte\nNOP\nLI T0 4\nDIVU V0 T0\nMFHI V0 \n\nADDU T5 S5 V0 ; Add to get correct spot in Array\nLBU T0 0(T5) ; Space Index in Array\nBEQZ T0 ghostshufflelooproll ; If 0, reroll for a different number\nNOP\n;It has a Space Index\nADDU T1 S1 S0 ; Add to get correct Ghost Space Index Address\nSB T0 0(T1) ; Store Space Index\nSB R0 0(T5) ; Delete this Space Index from Array\n\nJAL SleepVProcess\nNOP\n\nJ ghostshuffleloop\nADDIU S0 S0 1 ; Add to get next Ghost\n\nghostshufflechecksetup:\nLI S0 0\nghostshufflecheck:\nBEQ S0 S3 ghostshuffle3 ; re-randomize, the ghosts are in the same spaces\nNOP\nADDU T1 S1 S0 ; Current Ghost Space Index Address\nADDU T5 S7 S0 ; Previous Ghost Space Index Address\nLBU T2 0(T1) ; Current Ghost Space Index\nLBU T3 0(T5) ; Previous Ghost Space Index \n\nBEQL T2 T3 ghostshufflecheck ; There is no difference, check next\nADDIU S0 S0 1 ; Add 1 to search next Ghost\n; A Ghost changed locations, display message\n\nghostshufflemessage:\nJAL PlaySound\nADDIU A0 R0 0x153 ; Curse sound\n\nSW R0 16(SP) ;\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1; Character image (None)\nLUI A1 hi(GhostShuffle_Message)\nADDIU A1 A1 lo(GhostShuffle_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 ; Play regular music again\n\n\nJ exit\nNOP\n\n\n\nexit:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n.align 16\nGhostShuffle_Array:\n.byte 00,00,00,00\n\n.align 16\nGhostShufflePermanent_Array:\n.byte 00,00,00,00\n\n.align 16\nCallSpaces_Array:\n.byte CallSpaces\n\n.align 16\nScatterModeSpaces_Array:\n.byte 37,112,95,65\n\n.align 16\nGhostShuffle_Message:\n.ascii \"The ghosts have swapped positions\\xC2\\x0A\"\n.ascii \"Be sure to look ahead of you\\xC2\\xFF\\x00\"\n\n.align 16\nSpeedyGhosts_Message:\n.ascii \"All the ghosts are lightning fast\\xC2\\x0A\"\n.ascii \"They will move an additional two\\x0A\"\n.ascii \"to four spaces on this turn\\xC2\\xFF\\x00\"\n\n.align 16\nScatterMode_Message:\n.ascii \"All ghosts have retreated to their warp pipes\\xC2\\xFF\\x00\"\n\n; A0 - Active Space Index\n; A1 - Ghost Index\n.align 16\nGhostIsInSpace:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\n\n\nLI T3 0x800CD096 ; Orange Ghost Space Index\nLI S0 3 ; Start with Blue Ghost\nGhostIsInSpaceloop:\nBLTZ S0 GhostIsInSpaceloopexit ; No other Ghost is on this space, count it \nNOP\nBEQL S0 A1 GhostIsInSpaceloop ; loop if this is the active Ghost\nADDIU S0 S0 -1 ; Subtract 1 to check next Ghost\n\nADDU T2 T3 S0  ; Add Loop Counter to get correct Ghost Space Index address\nLBU T0 0(T2) ; Other Ghost's Space Index\n\nBEQL T0 A0 GhostIsInSpace_exit ; do not count if there's a Ghost here\nLI V0 1 ; 1 for Other Ghost Found\n; This Ghost's Space does not match, search next\nJ GhostIsInSpaceloop\nADDIU S0 S0 -1 ; Subtract 1 to check next Ghost\n\nGhostIsInSpaceloopexit:\nLI V0 0 ; 0 for No Other Ghost Found Here\n\nGhostIsInSpace_exit:\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA \nADDIU SP SP 80\n\n\n.align 16\ncameramain:\nADDIU sp, sp, -0x30\nSW ra, 0x0020 (sp)\nSW s0, 0x0024 (sp)\n\n;LI a0, test1\nJAL setCameraPosToSpace\nNOP\n\nLW ra, 0x0020 (sp)\nLW s0, 0x0024 (sp)\nJR RA\nADDIU sp, sp, 0x30\n\ngetSpaceVec3f:\nADDIU sp, sp, -0x20\nSW ra, 0x0018 (sp)\nJAL GetSpaceData\nNOP\nADDIU v0, v0, 8 //now points to XYZ of space\nLW ra, 0x0018 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\nsetCameraCoords: //takes 1 arg0, Vec3f*\nLI t0, 0x801049F0\nLW t1, 0x0000 (a0) //load X\nSW t1, 0x0000 (t0) //store X\nLW t1, 0x0004 (a0) //load Y\nJR RA\nSW t1, 0x0004 (t0) //store Z\n\nsetCameraPosToSpace: //takes arg a0, space id\nADDIU sp, sp, -0x28\nSW ra, 0x0020 (sp)\n\nJAL getSpaceVec3f\nNOP\n\nDADDU a0, r0, r0\nLI a2, tempVec2f\nJAL 0x8001291C //Convert3DTo2D\nADDU a1, v0, r0\n\nLI a0, tempVec2f\nLI a1, posOffset\nLWC1 f0, 0x0000 (a0)\nLWC1 f2, 0x0000 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0000 (a0)\nLWC1 f0, 0x0004 (a0)\nLWC1 f2, 0x0004 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0004 (a0)\nJAL setCameraCoords\nNOP\n\nLW ra, 0x0020 (sp)\nJR RA\nADDIU sp, sp, 0x28\n\n\ntempVec2f:\n.word 0, 0\n\nposOffset:\n.float 10.0, 4.0"},"Gobbler Bonus Explanation":{"language":0,"code":"; NAME: Gobbler Bonus Explanation\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|ToP\n\nADDIU SP SP -120\nSW S0 108(SP) ; Space Coords to Spawn\nSW S4 112(SP) ; Model Pointer\nSW RA 116(SP)\nSW S3 104(SP)\n\n\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T0 0(T0)\nLI T1 1\n\nBNE T0 T1 exit ; If it's not Turn 1, exit\nNOP\n\nJAL PlayerIsCPU ; 1 if CPU\nLI A0 -1 ; Current Player\n\nBNEZ V0 exit ; exit if CPU\nNOP\n\nJAL GetCurrentPlayerIndex\nNOP\n\n;BNE V0 R0 exit ; If it's not P1, exit\nNOP\n\nLI A0 0\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 16 ; Sleep 16 Frames\n\n\nJAL GetSpaceData\nLI A0 0 ; Start Space Index\nMOVE S3 V0 ; Space Data pointer\n\nLI A0 10 ; Boo Model ID\nJAL 0x800D90C8 \nLI A1 0\nMOVE S4 V0 ; Model Pointer to S4\n\nLUI T2 hi(NewModelCoords)\nADDIU T2 T2 lo(NewModelCoords)\nMOVE A1 S3 ; Space data pointer\nADDIU A1 A1 8 ; xpos float\nLW T0 8(A1) ; Y Pos value?\nSW T0 8(T2) ; Store Y Pos Value\nLW T0 0(A1) ; X Pos value\nSW T0 0(T2) ; Store X Pos Value\nLW T1 4(A1) ; Z Pos value?\n;SW T0 4(T2) ; Store Z Pos on NewModelCoords?\n\nLI T3 0x428c0000 ; Float value for 70\nMTC1 T3 F0 ; Move Float to F1\nMTC1 T1 F2 ; Move Space X Pos float to F2\nADD.S F0 F0 F2 ; Add the floats for maximum floatiness\nSWC1 F0 4(T2) ;  Store Y Pos on NewModelCoords\n\nMOVE A0 V0\nADDIU A0 A0 12 \nJAL 0x80089A20 ; SetModelOnBoard\nMOVE A1 T2 ; NewModelCoords pointer\n\n\nLI A0 5\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess\nLI A0 30\n\n;LI A0 -1 ; Current Player's Index\n;LI A1 8 ; Frames it takes to turn\n;JAL RotatePlayerModel\n;LI A2 SpaceToFace\n\n;JAL SleepProcess\n;LI A0 8\n\nJAL PlaySound\nLI A0 0x1F4 ; Boo sound\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7 ; Character image (Boo)\nLUI A1 hi(Magic_Message)\nADDIU A1 A1 lo(Magic_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 1 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBEQZ S0 rejected\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7 ; Character image (Boo)\nLUI A1 hi(Explanation1_Message)\nADDIU A1 A1 lo(Explanation1_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7 ; Character image (Boo)\nLUI A1 hi(Explanation2_Message)\nADDIU A1 A1 lo(Explanation2_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 17 ; Sleep 17 Frames\n\nJAL SetCameraType\nLI A0 0 ; Free Roam Camera\n\nJAL cameramain\nLI A0 ToP\n\nLI A0 0\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess\nLI A0 16 ; Sleep 16 Frames\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7 ; Character image (Boo)\nLUI A1 hi(Explanation3_Message)\nADDIU A1 A1 lo(Explanation3_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 20 ; Sleep 20 Frames\n\nJAL SetCameraType\nLI A0 1 ; Free Roam Camera\n\nLI A0 0\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess\nLI A0 16 ; Sleep 16 Frames\n\nJ fadeout\nNOP\n\nrejected:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x7 ; Character image (Boo)\nLUI A1 hi(Rejection_Message)\nADDIU A1 A1 lo(Rejection_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nfadeout:\nLI A0 0\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\nJAL 0x800D9B54 ; Removes Tumble Model from the board\nMOVE A0 S4 ; Tumble Model Pointer\n\nJAL PlaySound\nLI A0 0x157 ; Sparkly Sound\n\nJAL SleepProcess\nLI A0 20\n\nLI A0 0\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\nLI A0 -1 ; Current Player's Index\nLI A1 8 ; Frames it takes to turn\nJAL RotatePlayerModel\nLI A2 0\n\nJAL SleepProcess\nLI A0 8\n\n\n\n\nexit:\nLW S3 104(SP)\nLW S0 108(SP) ; Space Coords to Spawn\nLW S4 112(SP) ; Model Pointer\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n.align 16\nNewModelCoords:\n.word 00000000\n.word 00000000\n.word 00000000\n\n.align 16\nMagic_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWelcome to Scurry Casino\\xC2 Would you like\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Ato know about the \\x05Gobbler Bonus Star\\x08\\xC3\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CNo\\xC2 I hate talking\\xC2\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\\x0CArm me with knowledge\\xC2\\x0D\\x00\"\n\n.align 16\nExplanation1_Message:\n.ascii \"\\x0B\\x1A\\x1A\\x1A\\x1AWe have some guests from another universe\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Anamed Clyde\\x82 Pinky\\x82 Blinky\\x82 and Inky\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AThe boss brought them here for a job\\x85\\xFF\\x00\"\n\n.align 16\nExplanation2_Message:\n.ascii \"\\x0B\\x1A\\x1A\\x1A\\x1AWe heard some rumors that if you put on a\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1A\\x07Bowser Suit\\x08 and pass by them\\x82 you\\x5Cll be\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aable to chomp them\\x85 So we made a contest\\x85\\xFF\\x00\"\n\n.align 16\nExplanation3_Message:\n.ascii \"\\x0B\\x1A\\x1A\\x1A\\x1AThese spaces will allow you to obtain a\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ABowser Suit\\x85 Whoever gobbles up the most\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AGhosts will win this Bonus Star\\x85 Have fun\\xC2\\xFF\\x00\"\n\n.align 16\nRejection_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AAh\\x82 eager to get started\\x82 eh\\xC3\\xFF\\x00\"\n\n\n.align 16\ncameramain:\nADDIU sp, sp, -0x30\nSW ra, 0x0020 (sp)\nSW s0, 0x0024 (sp)\n\n;LI a0, test1\nJAL setCameraPosToSpace\nNOP\n\nLW ra, 0x0020 (sp)\nLW s0, 0x0024 (sp)\nJR RA\nADDIU sp, sp, 0x30\n\ngetSpaceVec3f:\nADDIU sp, sp, -0x20\nSW ra, 0x0018 (sp)\nJAL GetSpaceData\nNOP\nADDIU v0, v0, 8 //now points to XYZ of space\nLW ra, 0x0018 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\nsetCameraCoords: //takes 1 arg0, Vec3f*\nLI t0, 0x801049F0\nLW t1, 0x0000 (a0) //load X\nSW t1, 0x0000 (t0) //store X\nLW t1, 0x0004 (a0) //load Y\nJR RA\nSW t1, 0x0004 (t0) //store Z\n\nsetCameraPosToSpace: //takes arg a0, space id\nADDIU sp, sp, -0x28\nSW ra, 0x0020 (sp)\n\nJAL getSpaceVec3f\nNOP\n\nDADDU a0, r0, r0\nLI a2, tempVec2f\nJAL 0x8001291C //Convert3DTo2D\nADDU a1, v0, r0\n\nLI a0, tempVec2f\nLI a1, posOffset\nLWC1 f0, 0x0000 (a0)\nLWC1 f2, 0x0000 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0000 (a0)\nLWC1 f0, 0x0004 (a0)\nLWC1 f2, 0x0004 (a1)\nADD.S f0, f0, f2\nSWC1 f0, 0x0004 (a0)\nJAL setCameraCoords\nNOP\n\nLW ra, 0x0020 (sp)\nJR RA\nADDIU sp, sp, 0x28\n\n\ntempVec2f:\n.word 0, 0\n\nposOffset:\n.float 10.0, 4.0"},"[SC] Junction 1":{"language":0,"code":"; NAME: [SC] Junction 1\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S3 68(SP)\nSW S0 64(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S4 V0 \n\nLBU T0 23(S4) ; Status Flags\nSRL T0 T0 7 ; Shift bits to the right by 7 for Reverse flag\nBNEZ T0 exit ; exit if player is in reverse\nNOP\n\nJAL PlayerIsCPU\nLI A0 -1 \n\nBEQZ V0 exit ; If 0, exit because it's a human\nNOP\n\nLBU S3 1(S4) ; Load CPU's Difficulty (0-3)\n\nLI S0 0 ; Loop Counter\nfindclydeloop:\nLUI T0 hi(StarSpawnSpaces_Array)\nADDIU T0 T0 lo(StarSpawnSpaces_Array)\nADDU T0 T0 S0 ; Add Loop Counter to get correct Array Spot\nLB T1 0(T0) ; Space Index\n\nBLTZ T1 LeftChoice ; If Array is done, choose LEFT\nNOP\n; Array isn't done, check if Clyde is on this Space\n\nLUI T0 0x800D\nORI T0 T0 0xCD096 ; Clyde Address\nLBU T2 0(T0) ; Space Index\n\nBEQ T2 T1 RightChoice ; If they're in the Array, choose RIGHT\nNOP\n; They're not on this space, loop\nJ findclydeloop\nADDIU S0 S0 1 ; Add 1 to search next spot in Array\n\nLeftChoice:\nBEQZ S3 exit ; Easy Difficulty, do nothing\nLI A0 20 ; 20%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 15 ; 15%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 10 ; 10%\nJ CalculateChance\nLI A0 5 ; 5% Super Hard Difficulty\n\nRightChoice:\nBEQZ S3 exit ; Easy Difficulty, do nothing\nLI A0 80 ; 80%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 85 ; 85%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 90 ; 90%\n\nLI A0 95 ; 95% Super Hard Difficulty \n\nCalculateChance:\nJAL RNGPercentChance ; 0 = Left - 1 = Right\nNOP \n\nBNEZ V0 GoRight\nNOP\n\nLI A1 Left_chain_index\nJ SetDecision\nLI A2 Left_chain_space_index\n\nGoRight:\nLI A1 Right_chain_index\nLI A2 Right_chain_space_index\n\nSetDecision:\nJAL SetNextChainAndSpace\nLBU A0 29(S4)\nJ exit\nNOP\n\n\n\nexit:\nLW S0 64(SP)\nLW S3 68(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nStarSpawnSpaces_Array:\n.byte 10,11,12,13,75,74,73,72,71,106,77,78,79,82,83,89,90,91,94,95,97,98,2,8,69,68,67,3,81,80,65,6,\n.byte 0xFF"},"[SC] Junction 2":{"language":0,"code":"; NAME: [SC] Junction 2\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S3 68(SP)\nSW S0 64(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S4 V0 \n\nLBU T0 23(S4) ; Status Flags\nSRL T0 T0 7 ; Shift bits to the right by 7 for Reverse flag\nBNEZ T0 exit ; exit if player is in reverse\nNOP\n\nJAL PlayerIsCPU\nLI A0 -1 \n\nBEQZ V0 exit ; If 0, exit because it's a human\nNOP\n\nLBU S3 1(S4) ; Load CPU's Difficulty (0-3)\n\nLI S0 0 ; Loop Counter\nfindclydeloop:\nLUI T0 hi(StarSpawnSpaces_Array)\nADDIU T0 T0 lo(StarSpawnSpaces_Array)\nADDU T0 T0 S0 ; Add Loop Counter to get correct Array Spot\nLB T1 0(T0) ; Space Index\n\nBLTZ T1 LeftChoice ; If Array is done, choose LEFT\nNOP\n; Array isn't done, check if Clyde is on this Space\n\nLUI T0 0x800D\nORI T0 T0 0xCD096 ; Clyde Address\nLBU T2 0(T0) ; Space Index\n\nBEQ T2 T1 RightChoice ; If they're in the Array, choose RIGHT\nNOP\n; They're not on this space, loop\nJ findclydeloop\nADDIU S0 S0 1 ; Add 1 to search next spot in Array\n\nLeftChoice:\nBEQZ S3 exit ; Easy Difficulty, do nothing\nLI A0 20 ; 20%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 15 ; 15%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 10 ; 10%\nJ CalculateChance\nLI A0 5 ; 5% Super Hard Difficulty\n\nRightChoice:\nBEQZ S3 exit ; Easy Difficulty, do nothing\nLI A0 80 ; 80%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 85 ; 85%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 90 ; 90%\n\nLI A0 95 ; 95% Super Hard Difficulty \n\nCalculateChance:\nJAL RNGPercentChance ; 0 = Left - 1 = Right\nNOP \n\nBNEZ V0 GoRight\nNOP\n\nLI A1 Left_chain_index\nJ SetDecision\nLI A2 Left_chain_space_index\n\nGoRight:\nLI A1 Right_chain_index\nLI A2 Right_chain_space_index\n\nSetDecision:\nJAL SetNextChainAndSpace\nLBU A0 29(S4)\nJ exit\nNOP\n\n\n\nexit:\nLW S0 64(SP)\nLW S3 68(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nStarSpawnSpaces_Array:\n.byte 111,28,27,26,110,24,18,19,20,112,22,23,17,16,15,8,0xFF"},"[SC] Junction 3":{"language":0,"code":"; NAME: [SC] Junction 3\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S3 68(SP)\nSW S0 64(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S4 V0 \n\nLBU T0 23(S4) ; Status Flags\nSRL T0 T0 7 ; Shift bits to the right by 7 for Reverse flag\nBNEZ T0 exit ; exit if player is in reverse\nNOP\n\nJAL PlayerIsCPU\nLI A0 -1 \n\nBEQZ V0 exit ; If 0, exit because it's a human\nNOP\n\nLBU S3 1(S4) ; Load CPU's Difficulty (0-3)\n\nLI S0 0 ; Loop Counter\nfindclydeloop:\nLUI T0 hi(StarSpawnSpaces_Array)\nADDIU T0 T0 lo(StarSpawnSpaces_Array)\nADDU T0 T0 S0 ; Add Loop Counter to get correct Array Spot\nLB T1 0(T0) ; Space Index\n\nBLTZL T1 LeftChoice ; If Array is done, choose LEFT\nNOP\n; Array isn't done, check if Clyde is on this Space\n\nLUI T0 0x800D\nORI T0 T0 0xCD096 ; Clyde Address\nLBU T2 0(T0) ; Space Index\n\nBEQ T2 T1 RightChoice ; If they're in the Array, choose RIGHT\nNOP\n; They're not on this space, loop\nJ findclydeloop\nADDIU S0 S0 1 ; Add 1 to search next spot in Array\n\nfindclydeloop2:\nLUI T0 hi(StarSpawnSpaces2_Array)\nADDIU T0 T0 lo(StarSpawnSpaces2_Array)\nADDU T0 T0 S0 ; Add Loop Counter to get correct Array Spot\nLB T1 0(T0) ; Space Index\n\nBLTZL T1 exit ; If Array is done, choose randomly\nNOP\n; Array isn't done, check if Clyde is on this Space\n\nLUI T0 0x800D\nORI T0 T0 0xCD096 ; Clyde Address\nLBU T2 0(T0) ; Space Index\n\nBEQ T2 T1 LeftChoice ; If they're in the Array, choose LEFT\nNOP\n; They're not on this space, loop\nJ findclydeloop2\nADDIU S0 S0 1 ; Add 1 to search next spot in Array\n\nLeftChoice:\nBEQZ S3 exit ; Easy Difficulty, do nothing\nLI A0 20 ; 20%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 15 ; 15%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 10 ; 10%\nJ CalculateChance\nLI A0 5 ; 5% Super Hard Difficulty\n\nRightChoice:\nBEQZ S3 exit ; Easy Difficulty, do nothing\nLI A0 80 ; 80%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 85 ; 85%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 90 ; 90%\n\nLI A0 95 ; 95% Super Hard Difficulty \n\nCalculateChance:\nJAL RNGPercentChance ; 0 = Left - 1 = Right\nNOP \n\nBNEZ V0 GoRight\nNOP\n\nLI A1 Left_chain_index\nJ SetDecision\nLI A2 Left_chain_space_index\n\nGoRight:\nLI A1 Right_chain_index\nLI A2 Right_chain_space_index\n\nSetDecision:\nJAL SetNextChainAndSpace\nLBU A0 29(S4)\nJ exit\nNOP\n\n\n\nexit:\nLW S0 64(SP)\nLW S3 68(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nStarSpawnSpaces_Array:\n.byte 41,43,44,46,5,0xFF\n\n.align 16\nStarSpawnSpaces2_Array:\n.byte 34,35,36,113,37,39,40,0xFF\n\n"},"[SC] Junction 4":{"language":0,"code":"; NAME: [SC] Junction 4\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S3 68(SP)\nSW S0 64(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S4 V0 \n\nLBU T0 23(S4) ; Status Flags\nSRL T0 T0 7 ; Shift bits to the right by 7 for Reverse flag\nBNEZ T0 exit ; exit if player is in reverse\nNOP\n\nJAL PlayerIsCPU\nLI A0 -1 \n\nBEQZ V0 exit ; If 0, exit because it's a human\nNOP\n\nLBU S3 1(S4) ; Load CPU's Difficulty (0-3)\n\nLI S0 0 ; Loop Counter\nfindclydeloop:\nLUI T0 hi(StarSpawnSpaces_Array)\nADDIU T0 T0 lo(StarSpawnSpaces_Array)\nADDU T0 T0 S0 ; Add Loop Counter to get correct Array Spot\nLB T1 0(T0) ; Space Index\n\nBLTZL T1 LeftChoice ; If Array is done, choose LEFT\nNOP\n; Array isn't done, check if Clyde is on this Space\n\nLUI T0 0x800D\nORI T0 T0 0xCD096 ; Clyde Address\nLBU T2 0(T0) ; Space Index\n\nBEQ T2 T1 RightChoice ; If they're in the Array, choose RIGHT\nNOP\n; They're not on this space, loop\nJ findclydeloop\nADDIU S0 S0 1 ; Add 1 to search next spot in Array\n\nfindclydeloop2:\nLUI T0 hi(StarSpawnSpaces2_Array)\nADDIU T0 T0 lo(StarSpawnSpaces2_Array)\nADDU T0 T0 S0 ; Add Loop Counter to get correct Array Spot\nLB T1 0(T0) ; Space Index\n\nBLTZL T1 exit ; If Array is done, choose randomly\nNOP\n; Array isn't done, check if Clyde is on this Space\n\nLUI T0 0x800D\nORI T0 T0 0xCD096 ; Clyde Address\nLBU T2 0(T0) ; Space Index\n\nBEQ T2 T1 LeftChoice ; If they're in the Array, choose LEFT\nNOP\n; They're not on this space, loop\nJ findclydeloop2\nADDIU S0 S0 1 ; Add 1 to search next spot in Array\n\nLeftChoice:\nBEQZ S3 exit ; Easy Difficulty, do nothing\nLI A0 20 ; 20%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 15 ; 15%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 10 ; 10%\nJ CalculateChance\nLI A0 5 ; 5% Super Hard Difficulty\n\nRightChoice:\nBEQZ S3 exit ; Easy Difficulty, do nothing\nLI A0 80 ; 80%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 85 ; 85%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 90 ; 90%\n\nLI A0 95 ; 95% Super Hard Difficulty \n\nCalculateChance:\nJAL RNGPercentChance ; 0 = Left - 1 = Right\nNOP \n\nBNEZ V0 GoRight\nNOP\n\nLI A1 Left_chain_index\nJ SetDecision\nLI A2 Left_chain_space_index\n\nGoRight:\nLI A1 Right_chain_index\nLI A2 Right_chain_space_index\n\nSetDecision:\nJAL SetNextChainAndSpace\nLBU A0 29(S4)\nJ exit\nNOP\n\n\n\nexit:\nLW S0 64(SP)\nLW S3 68(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nStarSpawnSpaces_Array:\n.byte 66,3,67,68,69,71,106,77,78,75,74,73,72,0xFF\n\n.align 16\nStarSpawnSpaces2_Array:\n.byte 61,62,63,6,65,80,81,0xFF"}},"audioType":1,"bg":{"width":1152,"height":864,"src":"data:image/png;base64,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"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","boardlogo":"data:image/png;base64,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","boardlogotext":"data:image/png;base64,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","boardlogomedium":"data:image/png;base64,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","boardlogosmall":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGQAAAAuCAYAAADeIbxeAAAAAXNSR0IArs4c6QAAIABJREFUeF6VvAl4XVd1/v07850H6WqWLMmWZ3m2Y2dy4jgJmU1IwhQIhLQB2gD9QxsKtFAKH21paYHQjyaMCTTNQAIxTYIzOaNjO54tz5YlWfNwdXXne+6Zvv8+SiAm6fc83X48yNI5d5+91l7rXe9695H4/xn33vtgqjUy8yk5JM8bHzc4dTbKWDbwjitUGZYtyfPJWw52KMGaS73KTHliXPqv792/Uh0cTzfGw1Y8HLISqlxJFvNFVw3ETn729rzcPi96vmdXqnZubOu/339huWck8Y57NyQqfPK2U/KchuptnqJ4jpXd+sh/Lcy8cLTx3eexKMvtW46uDtUmlntmNpMdLWz97i8u8obeZd4yLu0tU8am1QfP6xvW5smS4Riy1bu3pz4zMBXJGpGmMclT3Lc+SAY6Wgvc+YETnanGwMWeU6nYmdEn7nngYvPoaPxdVzISsVnVmaGhwcQt2b1dzX3/sXDTd6b+p2WX3v0bnvTEPd9uql8T/fsVi+yPBiK1Srk8w9meMr/avo68qZ9zWSxQ5U8+vJuG9jUSdMmQxbFech74sS3t7zkrt7fV09zaQjQao1oxmZzoZ8FSz1u99hopHtPxvL3Ood15Hv7dUmxH3FpCkiTxJzdtPMDqSxMoyloFVJAOOX09vfzw4fOR3jZ7z4OaQJnbb91FQ8f62Xl4M55r73K3PRnjxX1t/n3fGuLnDXea5Yt+JxfK86R4rBk9YJDP5xgZGubs0ASOfoEbDDd5sixMAUHZ4mM376Cze5kES2W8Cp63x9n/eplfPbMEx5v9ubeGIducv36SSzYMEYzUYpWnHC99/Bfbti/56pY77hoFyfvj9X8Xg3jSLX/61Io/2XDknzbfKl+hGNdInteIJI1jV1/jiccb2XfyXO9sSJT4zCdeRIp8BM9rASpMTz/DwT0KeqAWx7bJ59Mk46N4FgyPJzjcs58rrr6GCy5cj6oe4fSx13ngqeVYmgSuDI6CbEl89n3P07jwcjxvzZuGOoU7cz9f+d6HkN9uEGBuKsMnPrEHOfBBPK/Zn4fEDva8Pslvnl+M5/3hAtd1cLI70dXjLFu+gZaGGSQNMtkmotFaFFVlIl1m72EDpKi/bnWREp+640UC8RvxvC7AQZIO0n9yPw/8ah2mrZyzvqvaR9lySz9aSMy/AUkaw3Nf9J59rPzsj59d9MVHf3TNwT82yjkGufPOe7WK13CJGtC/9aELB9ZdfjOg3IDnJZGkDDjbeeHpEC8fnnvuDjEsbtvyGrWd3SB1IJHjjTeeQ5Y2EYlGiMVijA4coqN1hrNnvsaBk3/BqZNH+eBHr2LholYymd1s2+vQ49YQqa/FLZWxTAszJ3FxNMPF58kk4muRZA3PPcb06RPc89hVSG9zMLHYSaPCbTftIDlHzEPMMYtT2cur2+t48WDHOXN2PQ8zcwLZfomFS5axcsF3mTP36/QPJWhqX04ul6OQL/CrJwYwwmLxxQ6x+cj1O2he0A7KEt/gnnWAnn0SW19aiu2e698bFg7ynutHkLTr3lzDGfCe5bUnM/z0mYVv2BXzywFp/KX77vuk9dbkfn+HO+/8bciUnJuNYODvI6FIe1fS4pab91DTsghZbcC2p8HcfeqF320cPDzads4nS3hcMO8US9efJRqz8Owqu98IRg8fa2rV9GJN+5xGvTjzIquWm+x+I0emsIpE+Fj/Vde3DY5OlsK/O1PbPhhpS4ZK07J29jAxQ0aPRikmOihLuhuaGpy+Yrk+mqiNVPPTrnPkjUWVM+NNfnB7+3A82Dj3DCvWHyGYkLFtj5HBCM+9tIFM5Z25z7QsNVh4si3RGOlIRvZz3roY+w8ZhBOXMnB2rFquRKYnZuqGwpGGvPgccf/VdSOsv3QvkZQMLkyNy7zw0oUMZWJvj4j+tNoTae+Ga55p1ZOr2qHecN0xMlN9bP9tOzv6aimWCwNmufJVw1N+dd9915dmg7UYXU/F3n+RfVcyEfxcLBKp1zQN15NY3jLO4mVlookgYSNKwKvH1MPIhoVj2biWi6KKuCszkYuieA7xwASaPcZ0Jo9d6sDVDSZmTnP0+As01IHltNDS0sra1YtIxiq8sOcQOxvmUd77CuvMrcxrqqC5M3joWPpchrzlDNh1JOIx3EgjyDFW6RFakik8VyM9HMP1ZBRJQhZ5R9MJKxUiNWWUyBRFJ45nmXiuh27oOGYVWZZIj9ZTLbvYtkVf/y7Gc6fR1CHGpyS6l11Me2c9tck4siSjGwY4Dngu+WwCc9ojGi0joVCsJFB0BUVy4eyPMBauQU22UE2Pomg68VgJV80ykdbI5iocPxrkQF8DiuRhWRa5QmEiM1P+3iOvqj/g9DU56U/+5LHWj1994stTbt1H8+n6yMmJZpw3Y62mGbTURli1MEZjIoSYl14rPqhItVrFNHWK5QTZUgQPGVUyCakTFEafRYnbMDqXhnlXU61WKHGW8enTpOoi1CSjhAMBjKDBrhOneU6LoT/291y59DTt8+aTz4xQLLmkmuYwmaulUIaGxiZO9U3wUvI6NsdCbFw0F6uikhlpw6q6SJ6DoigEwiE/VcqahZ4cxLWmKKYHMNPHkYNRguE6jNgcStnVmGUZ17WxbItCJU8mO0ZTfQupVptwrILjWriuhyaLXKhhV6uUZhopTkdwXBsZCc3QMGQLN3uSQyeeobGmwpxl6zFP/Ddy2w1EOjuolqscPx7kwIkAI1NFLKvi7wMBLBbWjZKsHy/UyhO/iJZnviX1nvzO47WJ5PWyllStyjSnj2o88eoSQsEgTak4K+fFaEyqCPzguSZqzTha2CaTM5iYCGBVHCRFBVkmJh2hOHkaRdeItGkwmSSeuNRHS0osjR7LoSgSjmX5XhqIRTg7OcVD4wVaXvw7ljaepjbViGY46JEWqpaKEkgwcNakMVnL8JFf8VDwC3xo7TrWz2/HmXGwto2ixCdwloVJZ22C2ho8uxakMlKgB3P4Nzi5R7CdaWbyEqmaWuTglaiJu/HUdhzH9hO4Iov06uG5FmpiCj1a8nOUa9v+nIOxKK5VpTiZopSN41RNJFlFFSDEMlHO/IBj6Qnm1Dik9GFcRYHVf0kgWeODj+KkSu+ZOg6czjKWzlMql1i/fJzzz5skGIrjWBk74PX8VjJLP3X14CUSCBw9RDW/nYcfuxBVb2VxW4S6pIFdKqDqARTNJdA4DYbHa/t1snlX7GIkPYjiWbj7v0Gs8XySbSbhpMVMX4VEaB3J+oWEGquEUqYfVhyzhCw8OhCiUC7xwEge+alvcVnHLhLJBgKBKaTgQqqVCq7ezNhogZne/ew56FC49R7+dOlCmmqSsH0P0j/9B/JXllBZmeLuLz/Hzdf8Ke2tGwmFUziF+7HGv07FSpPLgK6BrEJEBzX6baT6u2bhtaL4zyirur/Aet00waSDyI1OpYQseaiBIDg2xXSKQjrku7esKLhOFUlyCVvH8OQ0qiLjmkVKuTShFRcTjAaRcHDKOpODdYyNFzg+bOJVR7jxxteIpi4FBCTP4lmveZJn/6eHchWeF0WSRsF+gu3PbKKlrouA5mGbZd9z9ECQsmShxE0UtcqxMy7likfQqDI0E8BDI3LoM7Su3+wvaMlWGTyt0RE4SajmQ7SuXkg4VUVyLSTHBquKrKqYlsnPTk4yMXCUKws/YF6HgSaN+DvOpZHhiSh4OcaHTrHT+zQNGy7lI13tKNiUfvgLvOmDNPzjzVQ8+MLnfkS+GOLiDRdw1WVfRp35R9zsd7EUD60KrgdlczZzBmOLUNoO4zo21XLJf0YtEESWhdPlCCbEXG2wTbBdZFXGc1zK+WZK2QSe52JVCxgxiVBcR9M95IDm39u1Heyqied5BAIenlPAMyEz0ezn3Zlsiel0LxuvfhYMAdFbkKQ8uK8gFSa/5QVr1iORwGOQanpPenjgjlrFiOLYpj9hRw7gKRolT8H1I6eF5FaIyGdwvHFePdKBHK6nduBTzFm2HMcOU1YbqQ1WqYztJGtdzrLzLyUQnQ0JmggPrguKgufZPLXzELutPE2FsyyY/k/qA1PoegjTKqFpDppWRU5cyJPpDUTjXdyaSDE+0kt5969pm9dB4pNbQLLY9eJWXn99kKoFV17xbRr1PbgTX6VkTRMKgqKHqVh1VAuDBBu/hh39c1y76nu5CFuaFkQUSoGkiR5y8FwHTXZ9NCV2gyR75GcCFHKzhgslZIyojqapfwz4/uhrD9eqMD0GdsXBqlZwLZOWpicItc5DktrwmMEs7Eb65b2/9lavyBCMO8xkIpw+u/z4RRdLi0Tcdx0Zs2r4Sduy3/pQCUOrYDjHyGUPEq8LcfL5ItONV6NOv0Ct9iJKzWbaWyXU0gGOjzXTsuASUqEONC+M64owZ4u7Y4RCSJLCxEw/j7/x30zXJ2g7cC8rO6G2ppGpwf0E9DGKOahf8WF2jndgFZPc9MPHKMaqZNwsrfPmUnPvXUiKhTWzm8xEnme399HV/de0Rmtg+nGqhZ+iKFO4jo4cbkE13oPSuAWC9X5+k/FQNA1JVXEtCXNGRSOE6wij2GKzogfDiIrdVqZxVJNAqAZVGPB/MWyrhFkp4FRLKLLE3v0STdEjROvSlEsK+w4lke7+m1e9UFBHZG1V1ogn6npufX+uWxggl1Ep5GRsSwaRuCWZoGESVU8zMXKQkiPTOr+OA9uqzNRvAmzU49+lvsmlq13icJ/KooveS319E+ZYDENKYRbLeLiomoqm66iqgiVPcv+zP6S0aAnnDz1IIALFwCL6xyXcUh7TM4i2LqTNWMLAK6+R/NZXuEzsaZFH1i+l+MMbCTUqFCd6OXx4nOMn06zc8EWaQquR7Qpm7ji4PQQiCTy5mWBoKW4qB7qNIsl+slaDoiJXqFY8ysNxDCVJJV/w10UX89RVVJGoY1MokQCybPwvTPGHHzWrBXAmENvu2Zdr6e/LUqzkwYNSqYr0ha+85hn67M1F/ZGqrev5wM2F7sGxBGbRRRFJS1b8CzSlglc+RnYgRyKSJ62qtM7TOXpIYjqwEU8ysIdeRTrxTfR557Nw7WUsXbYUPJnCcATFSuDZFqqhoao6jlVBkRTcSI7+7AH2prMEKSOyRyrVjFuxKIxWCHq1NMRbaIjVMj02yuO3XMDt4QCdnZ1UnXqO3vVXpNbvYHT4ME8900fZdHj/h79JU/g8ZEfDtU0C0Sie4+DaFoqmoDSM4Gku5vhJ8hMHEaRHuGklcrgdc6IOxYn4htJDQb8WcQSSUhTUpjJaMIQjdo/noaqzkSObzRKNRv1dNAtpPf/f4u+3DxEhoIRZHuO5V2o53ZunUPTrTkyB3D7/5dc8TZutYg1dpS5V1/Oey2a6d52M4joehq77E8KtYvVtRbcT1LUk0RNZlOiEzzfl+nYzptyBE+2iXMgTKhyhe4VOQ0M9wUCAatWhMllDUGtAkVU8TyQ92/cS4QxWIIMcG6dk25QKwiAQEh7reRQndIJeG4FA2N/mpVye/juvY015muB5axgevpxt+k3o659mRP4OQyNZmpoXs+X6z5NUutF0sUiSn2hFIaYpMpIqI9UOYqZ3Uzn9d0xkztCQAq+6GK39S3jSJgJGClkSjmhjmQ6K7Pk1B/UVAqGAf69SqewverVqMjw8TFNTE4GA+B6k02PMnz//3XeR51I1M+zaq9BzPM9UuoCgckS9Jv3LPz/jtc9xfCQxPlOLp7b2rFub6z46KIofB0lsTVUDx8Lc9z1a5NVEL9QJRSYIev30DrfB8BFUb5qGtX9BsCZOTdRCV6qoiuTDQNuWKE+mMOSUj+ktAWdtF/FLGMgJZTCSaTRdpWraviHE4gsUVpgIEvDakMXPWSa2aTH9vb9FffVJ9A2rOZr7HL3FJqa9PpyGfcTCDdR26Wy8YRExeT6KEvDhatWHVy62QFp2kXDjFM7JL1PIP41sQcWBsAHB1KeRU19HVxI+7BVzFdd5ikSoUUOLiMg9uwuGhoa5//4H2bhxA+effz5jY2M8/fRzftH8kY98gHj83Sn5t6pCwWyPjRWZnhwinZ6hb8BGOnboZ96cNh0ck5EJgyNHl/dEG8PdfVO64DLxHIspZ5gGqRXt5E+JhyMMnxmmbbNJU00jxUqMkBTEmd6JE76Kud3LMAzdX1RRBYsd4LkS5ZkQujwbNgR6EbBRhEHPdbH1PHKo7IcEgXZE4SiQi6LKFDMGupfwIadf9JQKjH3/W7D1x+itLeyP/DMnlQ4ksx+MILWhheQDY2z+K4P2hvngCS8XBZ7l0/X5cpGqUwZ9CnXoG2jS7zA0lUIpgmTPEGz9HHLN36DJQf8zRVI3UipKUEVWpHP4qpmZPH/7t1/j7rv/D21tbX4Y+8lPfk4kEubDH/7g/yLHiGczyUztF+jzGU+SlvpUMt5eJnpHevb2benuz5lktQIFq0Da7efSHQEC/aewwmmWPbeW4x/cjVaZjxZVqd2SZe90mDqlk+6mleia4hdcYkFFXAxoOkqwjB4q+3SB7LnIsuKHJrFTKlWDQjaIKGlVSfYrZMEfCfQj6zZ6NOdDT8euIu/ag/0X96Iqi4nO/JC+xJcYUBLUV08wGlzAwdorGSyc4iPf6Wbhshgorm9gn8vSNEbGJ4iHw0xPaEz0Pkm98UMM5Qye3oqq16LV/RvBuvmoRhXHdvAcGz3W5C+uJEK3+P3mEPlgaGiIOXPm/D5vjI9P+GFMhOs/zh/vbiH3zb6OyEcDoh7a53meMIiNJO2H6Z8d++83vrG4NzvN8NwyjgTayBQf+MciiR06PcnDpC6JM/HbaVY4q8jHijz0owDmnAaaULlRXuB7v89aejajw2eYGj5DoEkhnHKpa6ihrjaJKsvoQcNPnGa+htxUCtu2fR5K0xSMUBDPtlHDRbTEqF/tWtUqR+55nuFfNNM0fxnu6acge5imymu0mYNUY5fywJyPss/L8qX/uIWmhSUU1cSyqm8aRKVYKRPWDHKT8xge6KM6c4A5rWWflFSMdch6J3pNBi2QxXYsXMdF14JohoHjCiRWg6wq/m6olssEIhHf+XxPezOZi69F2BLcVygS+R/yiPDGIopuIknJWQeVT4nC+eeepHb7O8S19nP2sH7swNgVi4fzFc54R8hKGcrFKuf1w+rvePTOPUvp01tJfvH9NIZr6d0wya4PLkAwC6siHWyKd/vcTWFskOKRXWT3P4cWD5MOR4gs66BzzSLqGur83GLEwn6BWMmEyU7U4lo2kiL7uUSwq8IDlWABo2YKVZewTZNf/Ms+0kfTNCUbOXbqCBNHB1gjL6G1kiZU/T49i2+i9baPsenKDQQbptBDHtls3u+v2DjUpGqI6hqZoVbKeZfRoaNEojXUNcyZDaOujZqcIhAXDLHts9qqKhOIRcGuYpaaUUM6ZqXC8VdeYemll5IdGyPW0OA7YWZyikgy4X//xKuvsmHLlnfuFA/MgsTM1GlaOw+jBETvRsFzjyI9/cSvvK6Oop+4jg20kZtpPxpKhZekvRCn9j9GurXMdCbNlNXLp/6lAyMcwrqun+C98xlqH+ChDx0gErqU9oYa7lp7EzXU4RYKpO/7f4gtaiR69izBZA1T87s4NTbNqFbgxjtuRvGquFqQNw4WuPXRMl4sjGMHQRUgQkINhASOQI+HqGYhElB54D0zvPrwz+nd+Siq6mJWLNLHbyWeWU2reoTW5n8l8aEvseaKm4nXGBiN05w+O0Zv/xSVSglFUVmzvIl5zTVMj87BLsuUKwWmRk5TV9eOEYyh6mDUZQgkbGxBgrrWLO8WDCHgUznfgBEP+KjotV//mjmdnRx/9FHaNm2ipGqMDQ5S19bG0pUreOav/5qbf/Qj37HePqyyRHbIY/fRKYKRM3Q1nkEyZE4PhJG+/NWXvZrEbOuxVA2TTNYfXb00suRAYZzX9jyG1NZM2cty6NS9fP/nHyNcozDYOUrqhSbGtDE+/oXHuGXO3QQKHjev6aZL7yR2tBfJHeRkajGV5w9xcXyAsU2Xc2JcJ3dmOxfduJ5IJMobh9N8+3mVg24U2YiiJ8IgGUihyJvEnYQrknLVwSoXWJEwuHXuMPHMy6hykfH+DMd/dDEBO4WxNM1F7/VoaO8kUdeIJ5fRGzM89cJB+oenmciWCeoaa5a0sLIrStxYiyu0AZ5Deqwfx6xQ1zIfWXEINOWRjCLDI0N0tTSAI7gsQSTamIUWtFgIRZcZGRxk/4MPMvq9e4jMXYwZS0EigqFpLHvftWTHR7jgk3f6wOXtIztoU5g22XXaYWhiGsWd9gvQ6azz7oVh/bwj3b9TnuHw1DGW526gztHoPPwai0db0LugnCjjTKmkB/L8dtlxGrpuIKbm2ZfqYYXayZXPZFiwajMjTfNw3jjEwlw/Y9deT67oYW17EO+y8zgzafBPz1cYDjajiuYTQQLJMHZVkCphgklFNDUoZyX0wCzaM8uQihh8c/EkFy+aIjsyzmNfNkh4rRyZ7OGqL0RZtHgBhhHApUIoVSFXyLJj31GeePkUDbVJqo7NxuX1XNS9CccyfCjtVCvMTPRT2zQPVXYIhCfo7z/k82wLV6whGBaNKjEfiZmsTE1+GLd9lQ+ht/38fno+cxcXdV1NKlKLaduEQwHcmEHkm3fQtHL57/OLMEo5b5MemMF1YE+vxsBo9tzC8N0q9RO13+v+r7nfR5NC3Hx4M3d4H8PNT5FYuZhc+jjOUB+uFCK6+HzGsxOckjP8svqf7FvwIkbV4GfbLmH95CK82hqkXI5ILM5sLQqjfad5vmUV3z4bw47NQaupIZAKYOY0NEPBcTVKGYFmBBmo4tiCU5PQI0GMGsPvznWYFl9b4bGqucQrzz/L7+4vE5g7yWf/djPxmoRfyFZF86kQREZncGSIR7Y9xalMger/hfF3XX8tq1bX4ymiOJUQaLaUz3Lq4B5a5dO0qEOUin0IeVPZuBRpzp2EEs3krBL7zgxzUX4rkXmLsedvZuDMILu2baPu/h1saljogxLLdTnbJtP6T58jWFsz++Aib1Qy2Laowap+Pfbcq1F6+/6oUv/S377s1QpvdD1KdkSErJ6Wtdu675A/g6MVuO31y/i7xrtJN9XhJVrpnRwjdXw7wfYukl2rOTqQY7zUw8eLNxNZAgsqC/j2DxTqZ5bQMH8h1e6lqKUS+tgYFUWhf/9+/n1a5unWa5Fq21F0HUlVQA+g6gpYEsVpn17Fq1pIgQhqPICqqARbBQMtU522+VQtfH6jRME4wfjkDHWJCOGwhhoO+pxUKQN2OoVCkGopz+j0BDuOH6JUNfnw5qtJdObw1CoCfIsWb9my2PPIPVzY+BQBVbS3RV4VmXUp+fqfotetYjBzkHB9jIGjfXR2hhlJO37obWhuZu+zz2E/8iKBjE35PUtZccNVNM6f5xeRfsllupgM+E4mVau4nsOzL9fR25dDddO+A/oh64lHH/OWLMjjVW2Oj3QwlenqaVn9evdH7E/Tohn8n6ev59r2LWQWt/Lk6TDHCmU+kXmK4IIl2E2L+OXrDpuMPbyv5mOEFnusS1/E1Q9E0J49wcI7Pkly1UqGjh6jbf48BgfPMvz973GqZSkPBC/EqVuIa3sonolWF/IJPikn+xyW6CRZ5SJevIFQewA3bSFFkn7b2HMUHroozHkLNOTUWb8gxC7jiiRsGH6BWUy7uJl6JFfzobURCVMqlfw+RSIRQ6obRg4JR3T8JtTQyBhnfvt1Ns7dR0Arvy3kRyjX3I+dvJxTo09jJMuU7G5GxyZY0ybRFFdQWleRLtkMDw4Q0RM0tTT7vKBr2jhFGdlScdUKUnIUJRDGreR99LZ9Ry2yM8TStiM+kOkdiCJVSr/wjOAivw5xzYMc2dfWMxnKdd9e/gKtYZWvPH4Tq+MrGbdKyEvmUh3phfQ4VCWM5evQTIX80BkuWvznBBZ4bBm8mcafFVhdu4hkNEKkNuUTcLamUSyVmBgb49DBXu6rLsJtWIRdKOCkT+M6RZrm15Ns6CQYFToomUrBZGoyzXh6ACXnojavQ21cxPzWBP++NkZHvYzWMIQa0LDKwiC2qN58BrmQcZGLbahqxG/P2tUilVyf33eQPButSSVUX+fDTbtSJTc9QWnX94hLb1ATSftdQn+HqBspGB/GrtvCROY0QzO7GUvXEWtYyKb2syTtI8j6YsY7NpAuZJBNi1y1SFiPEE9b2JUg8fh8nEAFIzWGYmhUiyW/6BzqL7Fo2VmCEQF7VTz76DsLQ3f6oZ7TmS3dP5t5iGxghht/PY92tZXSZA7Htqg0CxgooZdV7BmXUKyJqcAEn1/2EAsWz+PK7EVEdoe5YeESAmfOQH+/34hiwwZYv56s5/HcE0/xrd8cZiA2129YWeO9NMRmaO7upqupES8YZ8ZTcYszNJbTnNy9kxcP5ohtuINA5xJW1Xr863kp4hEXvW4Iw5B9msetiuJW8mmXUl5GKrShKiHcao7C+NPYpQcplA4Si4jO3hICTdcRnLMO150NW17fC6gj/4Imz4CUwA1ey4i3gJM5GSm0krpgM2MzZzCicVJNnSSdIZqkvRiBuUzVr2FkdJpyThSVYSLRMKXJUWZGemlvuY5gXCKQGkM3VBxXNKxsYs7jaC1X4Hnn+QaRpOPCINs8mC0MYS+FgT09BeWj3enSJKZhEnhllFiqjvTAINmjZzjSPUjA1Zg/2MiIZLFq7Xspjw5yYE6Z9rn1dEQ6SRgp4k9shb/8S8FLz27/Sy/FFZi8o4NSZoa///TX+YnbiFFfg50vsniuRrRhLpfWJmiOlNiTLpAuhVmZSuJOnuDurX00rLgCB4PzohLfubKZeMSBaMHnmETPwrZEspR91rpUkJDNOHgaVvYI5dHPUKrsplCAWAwCskhTVxBY/GWUSIsfw0sT/RR3f83PRV7tDQxXgzzVf4qnh18m4ClcO28LF8+/gPz0WeYubCIQWoA7foLU1SswAAASQUlEQVS8FmFsuuwXlaLpFo2GqW9Isf/kEU4PnWXzkouoDUZQwoLCl1A1DdsyIb+L+vlhkNf7OxWOIfUd/7FX3xBCwmZ4XGHwZEfPvM5F3bbtogpuKV9EjoQYGu/luZf/jT0LTxCSdRaMNrNw/uVcfeHVSOkiTlRnJhdBnRwjvnIBzsgI3sMP473wAm5tLfZVV2Ft3IhlGNj5PGf/7Qfc06vxcms7qWSIzkXNzI/Huag2QsyosmMyT4ggc2tSlMwy33jpLEU3jutq3Nqp8qUbany8PzMd9zVkqq/LwtdCCZZZUSU0EXpUj+LAyxQGP4ZZ8jAUUW/hh7FIeB5e3b3IoZV+nYE5jXvq65ipDRwpJ3nqxEs8Pfy4H4aU5gq1egt3zPsLGq0Y8fg4zZ3XcapvhEp+huVL4rSEggRaO3DUCKeHz7Dj5F5KdoXlzd20Butwx3WUkKCNZqmWkwNpOrr201Rf9buV41NlpO9/d5vX1DjLPY1lknjynJ4t6+PdluhXuKIPIGOEg+TNPH/21Ed4rvF3oAHTcOKaZ2iqrUc3FGyzypkel+ov78W9+WaKug5TU3gDA7ihEE5HhyCpfIQRGBoiYVlsOzXOV/dlmLekkfbVK6gxFJqCATxJZhyPiCsRlXXytsurB0cZ6M/hBZN88fwQn/9QM1ZZZWZsDlbVAUGzvKnLEvSfpJhotSMoikl5vAfz9JeAflRVo1SJ4FZnCCUvpRL6F2Sty9eIBcMmqrmXaUvmvlef5Sd9/0aoGERuq+DIZdSqy1Utf8Jt7X9JJt+Do8YoVQoooQ42zBsieeRlpOYVeCuv4I3BM0RUiaCq8/KpPazvXEMiLWOWwih6ve8AO09VyeaHqAmP+rrikXH53RtUN15Q0+33K1zH316q5Pn6pS9u/Qy/ivwc0SJZNLmYx2+7l1QyjhEVD2jyypNn6fnnr6JccAHe3LlEFUhg+Und1QNYgQjSmX7CDz9M4lOfYret8tX/3E3LkiY6zlvhE3YCAovPln3GWFBaMopmMHximt7jMyjJWr62McRdty3BKXpMj8zBqQrey0PXNb/bKHrhwiBqcgwj7GKXs5T6n8aZeRC8DJ5WC14UJfp5HP0qFC2KYUgE6x1U3casVnlw2yN8c99fE/I0vM4ZrDMuNV3QnbiOu7t+QDmT5fDACdafN5++CYPOyh4WBg/gTqsY1/4ZBaMGq5j3Q1NfeopYIELEcsmcPEWo9gKCoQQvH87SN5IhK1rFCGam8u6V+o0X1HYLmkAUWEKzVC3k0AIhHu/9JX919E7fIFvca/nux7/mU9kCymFVOHrA5b9/8wimW6QuHmJVsERT0CZElrLawFCwlYndh9HODBC5/eNs3X2UXz57lIZlbYRrkxQm0jQtXcDM4DCoCnVzOxjpOUM4laRUlhk6kibe2MGvv9TN0oX1OMUqEycrVKeepJx/GFU3ULXrMGrei5FsI9SaRwv6uhyquUmcXD+ePe6rTKrWBThOF5Ic8YV9gahJvCnks+vCEXfu2clnf/NnzGRHkbuKOEWLBE1c2H4Vf37BX2JUkpzq7UVR9zB36WUc2zNDW3iEJYtT5OLz6DkxzMTwqA+zLSkwq+NyTSrjwzQ0r2TR/LXsOm4yMDbzzko9aOi+N6qKRk1tfc/7LqrvFv0D17GwhGZJgnF3insOfYtfDT/gG6St2sovb/pXVrQv9vORkLZmp9rITLkc791P4viDNKy+Crm9i4YTj3Gy+Ubq4jDV/wY0dNLWlKDnZB8PPPQiLx8dI2N5uFKYcDyEUyz7Qd5I1lI0NWSnQkx22LJhKTdevoA1yxuQZQ8rV2T66DO41ScYHT9FOOyRDLfjyVtQmj5OrCuIqlkIDOaZs+1WUUpLrkJmshPbVJFEb8YwqWkNoQVm+ziijyG6f//xxA/ZN7bHF8IZLTob6zezacllNNe0YFse00MFdu3+AmvPX4Mp34Ik2rqFYQZGMpw6eoZyoezntyqit+Og8aZiM2Bw8drLGSvPYXA8Q7GU99n7sllF+srfv+ytassTiNvk0jHy8tyeK9dFu0VOEXJJwef4nTxd46nB3/B195P+pD9mfYK/WPtpIkbEr0aFZ2WnIpiVAF4ljfPSD0hHlqLPnUPtoZ9zovl2OsPTxAJZjDUbkV1JhH1yxTw/uf85/m3rG1QVDc9TuWhOPZIs8crg1OwRBA/+6vql3HHrZSSCGpoqJDsSxZEeCn1fJF88QQioiiaWA5FQO2rzfYTnLkGWhbLQQxGiN6EpE3MVKXAyjmUJLZZNbWsMByH3kf1nFQYRReREeoJCuUDVrmIEdBoTjYRDEb9vns/nKWbKnDi8Cz34Y5IN36S3b4SegycoZvNvGt/X4WCj+cYQ4r63RmN9M/Ud16NU+gnFJ6jMqPQMR5B27PiFt3ZFFVmL45gTjJ4InZaT67pE/8HX5Moeiqr7+l2nClbBQCOI41RnO3qyjBYM+BJRU57ErEygmWPIB3aRH5nGzp9BDmnIVQU1PBd97lLcrnl4ThPheLN/X1fKUxYoQYRIV3yeQEkCOchUCzKSFQEhABeqR4HYfVmOjjm+DXPkJiTDQ66CaatUKi5GwCPQeT8Er0KRdFzHnJ2rEMMZYq4uZXncF1MbgSixZAO5XMFvkL1lEJHPBG3+lpEErBbfE1+LnJjNzuDaZQq5cfbtfgb0ZRw4cBxT9O7fdrTLEQWfr5OflabODomFC9pYtmIxSxcfJhASgpIcE72jSLb5U0/RNuORQJIGsc3t7Np5IXPmR0gInO9YyMGALwWq5DzKY0l0KUq1mPehmiESqSo0SxJecoRCRhQ3FvLEJIf3/F/GU51h/gUqx5+vMDERZOXFKWiqQamGidQu87VOUiiLHRr2eyBUyn6TSlAgYrsXRlXkUsoXsLlWGVnTZtu7ioKTf4ny2N0Uzb3EExKe1kpmokQs3oDa8hU851qfy7JKYq4aRkDQKmIXgJs8i6dV0dQwhl5PuSzU/NXZ6twVgGaWMhdGMAyDYFCoFWfbtyLHlMozyG4WFIuDB/t5Y9cQQyPTv98Bbx2gmVV6CpO82UUFAqFGLly9lM2Xb0eLXovnzUGSZnDs10TH8Bce6lXgCRXhJFi/5tFHNkC4hfVrq0SMAkpA6Kg0SlkHa0poloI+Y6mHZzt+QswgFlZOTUBExGyZ3uNpvvONAl/6eheLl2oc2pfjO/9wlD+7bRnzupr8lqW4hyANpWgBKZlG1oM4pZy/GKph+D3s3IiCUmnAtTyfztACAT+3+f149yzVws+xc89il4dADaGFkhh1l+IYV4N5HpKr+tS9EQ77Agsfyqsycv0I0ptcluIGUbQY1aqAzqov8RG/3zKMMITYIW8ZxXbK2F4OtzIj9Cj+yalXth9mz87T53QHRbgSO0T1w5VQ8CiEY+3Ut51PbbDMe294Ejn4fv+4m9BqSd4rSGb6myeV8Kr5ilaDbQ0yOTTCo79ZTc5N0docZE13mfraMoGgSinn4M40YRg1vrxSPKBddfwEK+CxmxhBiwqtrMO2B7dzfHeVLX92MXIgQG5yjBcfeo2lK9dyyabL/esElyqEB1ZwBr1GGETDEspGx0FWhMhMojCpYzitaLpAKkKw4PgQXBf8mJyH4F7cfA+Y+2fZhsAylNhyqpU65MoCdCPmRxDRn7csxy/KZMEq15z1JT2uJVrXNooWRzNq0PQgriegs4stGlLlWdG02Cl+2BJyUmcCD9Pnz8RcFVVhciLLk08cJDOTn73e9aiKgk1SMCQbTVWoaVpKJLmCYknBNTNsueRZWrqaUQNtOOKEmn3ojJTZf9uWKan7rwvV0IZyKc6hI60MTEX9WC22an0qzLKFVRZ22X594OXa0GTxJI5/XEAskijk/N2cGEGPmH7r8/5/+DbFsWGCc7rZcNXV7Hj8ESqTZ2iafw3X3/TZ2fMmQlcryzjBDEbNtC9usIRYyZ3NTWLX5YQuizZkkRKFLksoqUU+kBRstYJeN+wXpkLZ7lQt35C6kPVkFZTyHFQp4CtH/Lni+XNF5MXUIFrQ9XOfJa6TVQLBGjSjFlkWIVqgLZdKyfQP3CiSqHEULCcL6pgf+kTxLNbJlwchMdIrMz3pMDQywOjkOFP5Eh1NLcSDSQLJdqbKEQoll2KxQKFUZE48x4qlYwTjM4QD+Z2pQM8/+qHuA7c+tsEIK18KBEI3CDmkyAtiiES4bmGa+pYADXUShhKlnO1EcvXZBOXZvrrR1z2JcJIYJ5pMi9zLtu1DOGaRuoYk8xd3sXPbcVxLoyaZonvJSh/KhoN5v/k0LUnoycqbPI+CZdoEAgIRKWRHNTSrjpg6jaSJjl3AT/7Cay25jFGf89ufRlDDrlh+/okZJnalgjPdRL5ci6zMqu4FlPfnio2SyoDm+iejFKtAwMhj6CFyZj1eKYqmBH10ZorcUrJnqT5hdCODHikQiZT8Xsp0MUooJI4AQn4kgO7W+jlGqCWdqk3IKODIZxjKewyP1nByQKLgO4foDHsUi0VK5cLW4oz5Dw//5007f3948yOffmKh6nmf1XXjTyORqBY2DC6/+CwruksYwVqqVt51cmd3bn3p/WbRfKfQuKE+J20+7wUvkar6/YWBM608t/cybOfcs9ti9QKGydUbX6KxJe2fUJoeNnjx9c1MVmr9MObjENkvETxNd7lk3Rss6DyFJ0tMT4Z5fcf5nM2KuPvHQyZVk+M9FzxHPFX16ZyRMzW8uPcyCvY7D32KuUQjRa6+6HmptrHouVWLiYEoL++9Qsp7IXGUR7IdV3ZdSfPtiGQFDdO9euOL1DVkZbyqMz1o8OLOy5k0RWfwD71zsbAtqTSbL3tN0tWaDY6nBfK5LC9tT7G/t97PT/lCziqblR9VHef7v/zhlhOz+Ott46OferxecqVPqrr+5feumQhcfkuVYPgScUIbmMIxd/Dstrkc6hNnwP8wIrrFe688QGN7HZLSicQMVvkgO17q5PUTc37fWxBXBGSH6zbtp21BHFUTx43FaaKDHD4Y57ldC3HedrRYTO6KVcdYvE7A04V4AkI6xxg8UeahZ88751i0uHdcN7nhqv3UtzUjK+IY9Ax26SAvvdzF/pNNvwedb808olpcf+U+mjrqUVTRkyjglA+wa1cLOw53vCW1+v2DimPR123eT+v8JKo6z5+7ax7g4P4atr8x//dnM310JnncsullWpe2Ismr/BICjjDdv4N/+MnlFIvZStksf8txnXt/8R/vE3L4WUf8Yx+7885H4gVX33LX5Qe+ff4tDQ2edL1vEEma8s+pP/+0wYsHxGT+MMSLA/789u1I4Vt//+IASXqV3v0n+fHWTah/eDsFtaEyn7r9BQLJ6/G8hW8evj/M2d43D99bfzh8L1DVZz/wJLVdm855cYCVeZSv/+DGc9/k4L84YIbbP74L6Y9eHPDG6xl+u33ROxa4OZ7nzk+8ghK+Bc9rF6UlEns5crCfR59afo5ziKetC5f45Ce2Y8Tfe86LA/pOHuaXj6+h+rYXB6iyy2dveZzk/Pe8OXehyDyKm36AO//umnHbrdxt2NUn7rvv/W/2J/4Hg4j/vvozTxnvaxve/InbDnxPrr+iE6kJzxujOLmPRx5dy/Gx1DkGSYZMPnXrayTbzpeQ/FdagPeac3Bbnvtf3Ygq/0GSH1Rs/vyD26hfJF5/sUwWXoa31zm1f4QHtm7AdN5uEPjwpt0sv6QOpLWKT4lyyMmdfp5v3P+hd3iTeLXGZz7+POGWzW++4mPG8+wd7qvP6Pz3TmGQc/0vqlX57G3biHdcKsFCWewQz93l7H/F5NEXhEHODbchxeKuD28jteCC2VdrIEDNHuf4nkl++eQ6qm+bu8g/ly8/zWXXZVCMVX6x6FpHGNjX3/c3P77wc7VB5fl77rlGKMDPGf/Du05gzZ17tMduf3hZNKZ9MtFq6UNjNbz6Sh2vHU75FfHbh6a6fHzjEc672uyQvMilnlsuj09V/uveny6Tz05H3rFwV3QP8oGbTrYTadroY6PK4Nb7fnpBeX/fO18+s7Ztio9/4phs6Inb0GXPcTJbf/2r9sy2PeKg5LlDzOpDlxznkk3Tq4kkl3uumcmmp7be85MN3sDUu0s637fuNNdcO7KESN06PKtQzg7/5vs/ucg5NTr7Oo0/HlcvG+Sm953qJNJ4MTgVqzz4xP/7kwvMwwPvnHsqZLLxgjTXbDiCG1LZubejOj1s3/vbV0KH3/72hrd/xv8HGc64YLBi31oAAAAASUVORK5CYII=","largescene":"data:image/png;base64,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"},"additionalbgcode":{"code":"; Customize the background used each turn!\n; This function runs at the start of each turn.\n; The default background is available as DEFAULT_BG.\n; Additional backgrounds are available as ADDITIONAL_BG_#,\n; e.g. ADDITIONAL_BG_1 for the first added background.\nADDIU SP SP -80\nSW RA 76(SP)\n\n\n\nLUI T6 hi(SpaceHook)\nADDIU T6 T6 lo(SpaceHook)\nLW T6 0(T6)\nLUI T7 hi(0x800ebdc8) ; First Instruction of ReDrawSpaces\nADDIU T7 T7 lo(0x800ebdc8)\nSW T6 0(T7) ; Insert Hook\nSW R0 4(T7) ; Insert NOP Below\n\nLUI T6 hi(FadeInHook)\nADDIU T6 T6 lo(FadeInHook)\nLW T6 0(T6)\nLUI T7 hi(0x800FF5BC) ; Instruction after fading in\nADDIU T7 T7 lo(0x800FF5BC)\nSW T6 0(T7) ; Insert Hook\nSW R0 4(T7) ; Insert NOP Below\n\nLI V0 DEFAULT_BG\n\n\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n.align 16\nSpaceHook:\nJAL ChangeCustomSpaces\n\n.align 16\nChangeCustomSpaces:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S2 112(SP)\nSW S0 108(SP)\nSW S1 104(SP)\nSW S3 100(SP)\nSW S5 96(SP)\nSW S6 92(SP)\n\nJAL GetRandomByte\nNOP\n\nLI T0 9\nDIVU V0 T0 ; Divide by 9\nMFHI V0 ; 0-8\nADDIU V0 V0 1 ; Add 1 to ensure it's not 0\n\nLUI T0 0x800C\nORI T0 T0 0xD09A ; Warp Pipe Course Address\nLBU T1 0(T0) ; Warp Pipe Course Value\nBEQL T1 R0 ChangeCustomSpaces_Ghosts ; If 0, store Warp Course\nSB V0 0(T0) ; Store Starting Course\n\nChangeCustomSpaces_Ghosts:\nLUI S1 hi(0x800CD096) \nADDIU S1 S1 lo(0x800CD096) ; Orange Ghost Address\nLI S0 0 ; Loop Counter\nChangeCustomSpaces_loop:\nLI T0 4 ; All Ghosts are placed\nBEQ S0 T0 exitChangeCustomSpaces ; exit once all spaces are changed\nNOP\n\nLUI T1 hi(0x800CD05B)\nADDIU T1 T1 lo(0x800CD05B)\nLBU T1 0(T1) ; Current Turn Number\n\nLUI T0 hi(GhostArrivalTurn_Array)\nADDIU T0 T0 lo(GhostArrivalTurn_Array)\nADDU T0 T0 S0 ; Add to get correct Ghost's Arrival Turn Address\nLBU T2 0(T0) ; Ghost Arrival Turn value\n\nSLT T3 T1 T2 ; ON IF The Ghost has not arrived yet\nBNEZ T3 exitChangeCustomSpaces ; exit, other ghosts not here yet\nNOP\n\nADDU T1 S1 S0 ; Add to get Ghost Space Index Address\nLBU S2 0(T1) ; Ghost Space Index \n\nBNEZ S2 ChangeCustomSpacessetspace ; If not 0, go load the model\nNOP\n; It's 0, determine starting space\nLI S6 0 ; Start with the First Space in the Array\nBNEZ S0 ChangeCustomSpaces_decidespawn ; IF not 0, it's baddies\nNOP\n; It's Clyde, determine random star spawn\nJAL GetRandomByte\nNOP\n\nLI T0 3 ; 3 Star Spawns Total\nDIVU V0 T0 ; Divide by 12\nMFHI S6 ; 0-2\nChangeCustomSpaces_decidespawn:\nLUI T0 hi(StartingStarSpawn_Array)\nADDIU T0 T0 lo(StartingStarSpawn_Array)\nLI T2 16 ; Distance between arrays\nMULT S0 T2 ; Multiply to get correct value to add to Array\nMFLO T3 \nNOP\nNOP\nADDU T0 T0 T3 ; Add to get correct Array address\nADDU T0 T0 S6 ; Add to get Space Index in Array\n\nLBU S2 0(T0) ; Starting Spawn Space Index\n\nMOVE A0 S2 ; Space Index\nJAL GhostIsInSpace\nMOVE A1 S0 ; Ghost Index\n\nBNEZL V0 ChangeCustomSpaces_decidespawn ; If 1, try another space\nADDIU S6 S6 1 ; Add 1 to get another Space\n; There's no other Ghost here\n\nADDU T1 S1 S0 ; Add to get correct Ghost Space Index Address\nSB S2 0(T1) ; Store Ghost Space Index\n\nChangeCustomSpacessetspace:\nLI T0 0x800977E4 ; Space to store \"Previous\" Space\nADDU T0 T0 S0 ; Add to get correct spot in Array\nSB S2 0(T0) ; Store Ghost's Current Space in Array\n\nJAL GetSpaceData ; at V0\nMOVE A0 S2 ; Space Index\n\nLBU T0 1(V0) ; Space Type\nLI T1 2 ; Red Space Index\nBEQ T0 T1 spacetypeskip ; If it says Red, do not store it\nNOP\nLI T1 14 ; Star Space Index\nBEQ T0 T1 spacetypeskip ; If it says Star, do not store it\nNOP\n; This is the Original Space Type, store it\nLI T1 0x800977D4 ; Original Space Type for Orange Ghost Location\nADDU T1 T1 S0 ; Add to get correct Ghost Space Type Address\nSB T0 0(T1) ; Store Original Space Type\n\nspacetypeskip:\nLUI T0 hi(GhostSpaceTypes_Array)\nADDIU T0 T0 lo(GhostSpaceTypes_Array)\nADDU T0 T0 S0\n\nMOVE A0 S2 ; Space Index\nJAL SetSpaceType\nLBU A1 0(T0) ; Space Type \n\nJ ChangeCustomSpaces_loop\nADDIU S0 S0 1 ; Add to get next Ghost\n\n\n; Pipe Space Check\nexitChangeCustomSpaces:\nLI S0 0 ; Loop Counter\npipeloop:\nLI T0 5 \nBEQ S0 T0 exitChangeCustomSpaces_2\nNOP\n\nLUI T0 0x800C\nORI T0 T0 0xD09B\nLBU T1 0(T0) ; Pipes Closed Value\n\nLUI T0 hi(PipeSpaceTypes_Array)\nADDIU T0 T0 lo(PipeSpaceTypes_Array)\nADDU T0 T0 T1 ; Add to get Space \nLBU A1 0(T0) ; Space Type\n\nLUI T0 hi(PipeSpaces_Array)\nADDIU T0 T0 lo(PipeSpaces_Array)\nADDU T0 T0 S0 ; Add to get correct Array Spot\nLBU A0 0(T0) ; Space Index\n\nJAL SetSpaceType\nNOP\n\nJ pipeloop\nADDIU S0 S0 1 ; Add to get \n\n; Bubble Spaces Check\nexitChangeCustomSpaces_2:\nLI S0 2 ; Loop Counter\nbubbleloop:\nBLTZ S0 exitChangeCustomSpaces_3 ; Exit once all Bubbles checked\nNOP\n\nLUI T0 0x800C\nORI T0 T0 0xD0A6\nADDU T0 T0 S0 ; Add to get correct Bubble Space Address\nLBU T1 0(T0) ; Bubble Space Index\n\nBEQL T1 R0 bubbleloop\nADDIU S0 S0 -1 ; Subtract 1 to search next Bubble \n; There's a Space Index here\n\nJAL GetSpaceData ; Space Data at V0\nMOVE A0 T1 ; Bubble Space Index\n\nLI T0 0x800977F4 ; Address to store Space Size\nSLL T5 S0 4 ; Multiply by 16\nADDU T0 T0 T5 ; Add to get correct Address for storage\n\nLW T2 20(V0) ; Width Float\nLW T6 0(T0) ; Width Stored \nBNEL T2 T6 bubbleloop ; If different, the size is already increased\nADDIU S0 S0 -1 ; Subtract 1 to get next Bubble\nLW T3 24(V0) ; Height Float\nLW T4 28(V0) ; Depth Float\nSW T2 0(T0) ; Store Original Width Float\nSW T3 4(T0) ; Store Original Height Float\nSW T4 8(T0) ; Store Original Depth Float\n\nMTC1 T2 F0\nLI T6 0x3ce56042 ; 0.028\nMTC1 T6 F2 \nADD.S F0 F0 F2 ; Add\nSWC1 F0 20(V0) ; Change Horizontal Space Size\n\nMTC1 T3 F0\nLI T6 0x3ce56042 ; 0.028\nMTC1 T6 F2 \nADD.S F0 F0 F2 ; Add \nSWC1 F0 24(V0)\n\nMTC1 T4 F0\nLI T6 0x3ccccccd ; 0.028\nMTC1 T6 F2 \nADD.S F0 F0 F2 ; Add \nSWC1 F0 28(V0) ; Change Vertical Space Size\n\nJ bubbleloop\nADDIU S0 S0 -1 ; Subtract 1 to get next Bubble\n\n\nexitChangeCustomSpaces_3:\n; Particularly Tiny Blue Space\nJAL GetSpaceData\nLI A0 24 ; King Boo Warp Space Index (IMPORTANT: HARDCODED)\n\nLI T0 0x3d851eb8 ;0.065 \nSW T0 20(V0) ; Horizontal Size\nSW T0 24(V0) ; Z axis?\nSW T0 28(V0) ; Vertical Size\n\n; Bowser Suit Pickup Spaces\nLI S0 3 ; Loop Counter\nbowsersuitpickuploop:\nBLTZ S0 exitChangeCustomSpaces_4\nNOP\n\nLUI T0 0x800C\nORI T0 T0 0xD09F ; Bowser Suit Pickup Flag Address\nLBU T1 0(T0) ; Flag Value\nLI T2 1 ; bit\nSLLV T3 T2 S0 ; Shift by Loop Counter\nAND T4 T1 T3 ; 1 if Suit is OFF\n\nBEQL T4 R0 bowsersuitpickupsetspace ; Set to Blank if available\nLI A1 0 ; Set as Blank Space\n; This Bowser Suit was taken\nLI A1 2 ; Red Space\n\nbowsersuitpickupsetspace:\nLUI T0 hi(BowserSuitSpaces_Array)\nADDIU T0 T0 lo(BowserSuitSpaces_Array)\nADDU T0 T0 S0 ; Add to get correct Array slot\n\nJAL SetSpaceType\nLBU A0 0(T0) ; Space Index\n\nJ bowsersuitpickuploop\nADDIU S0 S0 -1 ; Subtract 1 to search next space\n\n\nexitChangeCustomSpaces_4:\nLUI\tA0, 0x8010\nLW\tA0, 0x12C4 (A0)\nLW S6 92(SP)\nLW S5 96(SP)\nLW S3 100(SP)\nLW S1 104(SP)\nLW S0 108(SP)\nLW S2 112(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n.align 16\nFadeInHook:\nJAL ModelSpawn\n\n\n.align 16\nModelSpawn:\nADDIU SP SP -160\nSW RA 156(SP)\nSW V0 152(SP)\nSW S0 148(SP)\nSW A0 144(SP)\nSW A1 140(SP)\nSW S1 136(SP)\nSW S2 132(SP)\nSW S3 128(SP)\nSW S5 124(SP)\n\nLI A0 40 ; Space Index\nJAL SetSpaceType\nLI A1 7 ; Bank Space\n\nLI A0 73 ; Space Index\nJAL SetSpaceType\nLI A1 7 ; Bank Space\n\nLUI S1 hi(GhostSpaces_Array)\nADDIU S1 S1 lo(GhostSpaces_Array)\n\nLI A0 0x800CD096 ; Orange Ghost Space Index address\nLBU V0 0(A0) ; Orange Ghost Space Index\nSB V0 0(S1) ; Store Orange Ghost Space Index in Array\nLBU V0 1(A0) ; Pink Ghost Space Index\nSB V0 1(S1) ; Store Pink Ghost Space Index in Array\nLBU V0 2(A0) ; Red Ghost Space Index\nSB V0 2(S1) ; Store Red Ghost Space Index in Array\nLBU V0 3(A0) ; Blue Ghost Space Index\nSB V0 3(S1) ; Store Blue Ghost Space Index in Array\n\n\nLUI S3 hi(GhostModelIDs)\nADDIU S3 S3 lo(GhostModelIDs)\nLI S5 0x800977C4 ; Address to store model pointers\n\nLI S0 0 ; Loop counter\nmodelspawnloop:\nADDU A0 S1 S0 ; Add Loop Counter to get correct spot in Array\nLBU A0 0(A0) ; Space Index\nBEQZ A0 ModelSpawn_exit ; exit once all Spaces are checked\nNOP\nSW A0 120(SP) ; Space Index\n\nJAL GetSpaceData\nNOP\nMOVE S2 V0\n\nMOVE A0 S0 ; Ghost ID in array\nLW A1 120(SP) ; Space Index\nJAL SpawnGhostModel\nMOVE A2 S5 ; Address to store Model Pointer\n\nLUI V1 hi(GhostArrivalTurn_Array)\nADDIU V1 V1 lo(GhostArrivalTurn_Array)\nADDU V1 V1 S0 ; Add Loop Counter to get Arrival Turn in Array\nLBU V1 0(V1) ; Ghost Arrival Turn\n\nLUI V0 hi(current_turn)\nADDIU V0 V0 lo(current_turn)\nLBU V0 0(V0) ; Current Turn\n\nBNE V0 V1 modelspawnloopjump ; If not the arrival turn, skip\nNOP\n; This is the arrival turn, check if intro has happened\nLI V0 0x80097834 ; Ghost Resizing Flag address\nADDU V0 V0 S0\nLBU V0 0(V0) ; Ghost Resizing Flag\n\nBNEZ V0 modelspawnloopjump\nNOP\n; make its size 0\n\nLI V0 0x800977C4 ; Address of stored model pointers\nSLL A0 S0 2 ; Multiply by 4\nADDU V1 V0 A0 ; Ghost Model pointer address\nLW V1 0(V1) ; Ghost Model Data\n\nSW R0 132(V1) ; Make Model Size Multiplier 0\n\nmodelspawnloopjump:\nADDIU S5 S5 4 ; Add 4 to get next model pointer address\nJ modelspawnloop\nADDIU S0 S0 1 ; Add 1 to get next Space Index\n\nModelSpawn_exit:\n\n\nLUI V1 0x800D\nLB V1 0xD067(V1)\nLW RA 156(SP)\nLW V0 152(SP)\nLW S0 148(SP)\nLW A0 144(SP)\nLW A1 140(SP)\nLW S1 136(SP)\nLW S2 132(SP)\nLW S3 128(SP)\nLW S5 124(SP)\nJR RA\nADDIU SP SP 160\n\n\n.align 16\nBowserSuitSpaces_Array:\n.byte 135,136,137,138\n\n.align 16\nPipeSpaceTypes_Array:\n.byte 0,2,2,2,2\n\n.align 16\nPipeSpaces_Array:\n.byte 76,116,117,118,119\n\n.align 16\nGhostArrivalTurn_Array:\n.byte 1,4,7,10\n\n.align 16\nGhostSpaceTypes_Array:\n.byte 14,2,2,2\n\n.align 16\nGhostSpaces_Array:\n.byte 00,00,00,00\n\n.align 16\nStartingStarSpawn_Array:\n.byte 23,40,81\n\n.align 16\nPinkStartSpawn_Array:\n.byte 112,22,23,30\n\n.align 16\nRedStartSpawn_Array:\n.byte 95,97,98,2\n\n.align 16\nBlueStartSpawn_Array:\n.byte 65,80,81,79\n\n.align 16\nGhostModelIDs:\n.byte 9,75,44,13\n\n.align 16\nNewModelCoords:\n.word 00000000\n.word 00000000\n.word 00000000\n\n; A0 - Ghost Model ID in Array\n; A1 - Space index\n; A2 - address to store model pointer\n.align 16\nSpawnGhostModel:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S3 72(SP)\nSW S6 64(SP)\nSW S0 60(SP)\n\nMOVE S6 A2 ; Model Pointer\n\nSW A0 68(SP) ; Ghost Model ID\nSW A1 56(SP) ; Space Index\n\nMOVE A0 A1 ; Space Index\nJAL CheckPlayerLocations ; returns player index or -1 if none\nLI A1 3 ; Start with P4 \nMOVE S0 V0 \n\nJAL GetSpaceData\nLW A0 56(SP) ; Space Index\n\nMOVE S3 V0 ; Space Data pointer\n\nLUI T0 hi(GhostModelIDs)\nADDIU T0 T0 lo(GhostModelIDs)\nLW T1 68(SP) ; Current Ghost ID \nADDU T0 T0 T1 ; Add to get correct Ghost Model\n\nLBU A0 0(T0) ; Model ID\nJAL 0x800D90C8 \nLI A1 0\n\nSW V0 0(S6) ; Save model pointer\n\nLUI T2 hi(NewModelCoords)\nADDIU T2 T2 lo(NewModelCoords)\nMOVE A1 S3 ; Space data pointer\nADDIU A1 A1 8 ; xpos float\nLW T0 0(A1) ; X Pos value\nSW T0 0(T2) ; Store X Pos on NewModelCoords\nLW T0 4(A1) ; Z Pos value?\nSW T0 4(T2) ; Store Z Pos on NewModelCoords\nLW T1 8(A1) ; Y Pos value?\n\nBLTZL S0 SpawnGhostModel_setmodel ; If there's no player on this space, store normally\nSW T1 8(T2) ; Store vanilla Y Pos Coords \n; There's a player here, adjust model slightly upward\n\nLI T3 0xc1700000 ; Float value for -15\nMTC1 T3 F0 ; Move Float to F1?\nMTC1 T1 F2 ; Move Space Y Pos float to F2\nADD.S F0 F0 F2 ; Add the floats for maximum floatiness\nSWC1 F0 8(T2) ;  Store Y Pos on NewModelCoords\n\nSpawnGhostModel_setmodel:\nMOVE A0 V0\nADDIU A0 A0 12 \nJAL 0x80089A20 ; SetModelOnBoard\nMOVE A1 T2 ; NewModelCoords pointer\n\nAdjustGhostModel_exit:\nLW S0 60(SP)\nLW S6 64(SP)\nLW S3 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 - Space Index\n; A1 - Player Index to start with\n.align 16\nCheckPlayerLocations:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP)\nSW S0 68(SP)\n\nMOVE S0 A0 ; Space Index\nMOVE S1 A1 ; Player Index to search\n\nCheckPlayerLocationsloop:\nBLTZ S1 CheckPlayerLocations_exit\nLI V0 -1 ; No Player Found\n\nJAL GetPlayerStruct\nMOVE A0 S1 ; Player Index\n\nLBU A0 15(V0) ; Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; True Index at V0\nLBU A1 16(V0) ; Chain Space Index\n\nBEQL V0 S0 CheckPlayerLocations_exit ; exit with player index \nMOVE V0 S1 ; Player Index\n; That player is not on that space\nJ CheckPlayerLocationsloop\nADDIU S1 S1 -1 ; Subtract to search next player\n\nCheckPlayerLocations_exit:\nLW S0 68(SP)\nLW S1 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 - Active Space Index\n; A1 - Ghost Index\n.align 16\nGhostIsInSpace:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\n\n\nLI T3 0x800CD096 ; Orange Ghost Space Index\nLI S0 3 ; Start with Blue Ghost\nGhostIsInSpaceloop:\nBLTZ S0 GhostIsInSpaceloopexit ; No other Ghost is on this space, count it \nNOP\nBEQL S0 A1 GhostIsInSpaceloop ; loop if this is the active Ghost\nADDIU S0 S0 -1 ; Subtract 1 to check next Ghost\n\nADDU T2 T3 S0  ; Add Loop Counter to get correct Ghost Space Index address\nLBU T0 0(T2) ; Other Ghost's Space Index\n\nBEQL T0 A0 GhostIsInSpace_exit ; do not count if there's a Ghost here\nLI V0 1 ; 1 for Other Ghost Found\n; This Ghost's Space does not match, search next\nJ GhostIsInSpaceloop\nADDIU S0 S0 -1 ; Subtract 1 to check next Ghost\n\nGhostIsInSpaceloopexit:\nLI V0 0 ; 0 for No Other Ghost Found Here\n\nGhostIsInSpace_exit:\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA \nADDIU SP SP 80","language":0},"boardevents":[{"id":"Ghost Move","activationType":-3,"executionType":1,"custom":true,"parameterValues":{"GhostMovementArray0":[15,16,17],"GhostMovementArray1":[18,19,20,21,112,22,23,29],"GhostMovementArray2":[30,31,32,33],"GhostMovementArray3":[111,28,27,26,25,110,24],"GhostMovementArray4":[41,42,43,44,45,46,5],"GhostMovementArray5":[34,35,36,113,4,37,38,39,40],"GhostMovementArray6":[57,58,59,60],"GhostMovementArray7":[66,3,67,68,69,70],"GhostMovementArray8":[61,62,63,6,64,65,80,81],"GhostMovementArray9":[71,106,77,78],"GhostMovementArray10":[10,11,12,13,120,75,74,73,72],"GhostMovementArray11":[79,82,83,84,89,90,91,92,94,7,95,96,97,98,2,8,9]}},{"id":"Per Frame Hook","activationType":-5,"executionType":1,"custom":true,"parameterValues":{"PipeCamera":119,"BowSuitCamera":135,"RainbowPipe":76,"JumpSpaces":[120]}},{"id":"Lucky Lamp Fix","activationType":-5,"executionType":1,"custom":true},{"id":"Game Guy's Panel Flip","activationType":-5,"executionType":1,"custom":true,"parameterValues":{"CameraPos":134,"GameGuy":133,"PlayerSpaces":[127,128,129,130]}},{"id":"Ghost Introduction","activationType":-5,"executionType":1,"custom":true},{"id":"Gobbler Bonus Star Ceremony","activationType":-3,"executionType":1,"custom":true,"parameterValues":{"CameraLoc1":134,"TumbleSpace":133,"PodiumSpaces":[0,0,126,131,139],"PodiumWinnerSpaces":[127,128,129,130]}},{"id":"Fruit Prompt","activationType":-4,"executionType":1,"custom":true,"parameterValues":{"PipeCamera":119,"BowSuitCamera":135}},{"id":"Gobbler Bonus Explanation","activationType":-5,"executionType":1,"custom":true,"parameterValues":{"ToP":71}}],"audioData":[{"name":"Got 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","soundbankIndex":11}],"audioSelectCode":{"code":"; Customize the background music used each turn!\n; This function runs whenever the board music starts playing.\n; Custom tracks you've added are available as MUSIC_TRACK_INDEX_#,\n; e.g. MUSIC_TRACK_INDEX_1 for the first added custom song.\n; (If you aren't using custom music, then only MUSIC_TRACK_INDEX_1\n; exists and it is set to the in-game music index you chose.)\nADDIU SP SP -4\nSW RA 0(SP)\n\n; Return the audio index in V0.\n;LI V0 28 ; Creepy Cavern\n\nLI V0 MUSIC_TRACK_INDEX_2 ; \n\nLW RA 0(SP)\nJR RA\nADDIU SP SP 4","language":0}}