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(Toad)\nLUI A1 hi(AnnounceGiver_Message)\nADDIU A1 A1 lo(AnnounceGiver_Message)\nMOVE A2 V0 ; Copy Selected Character's Name to A2\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\n\ndeterminereceiver:\nLI T0 15\nBNE S6 T0 determineevent\nNOP\nBEQ S7 R0 determineparticipant_2\nNOP\nLI T0 3\nBEQ S7 T0 determineparticipant_2\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineReceiver_Message)\nADDIU A1 A1 lo(DetermineReceiver_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\nJ receiverloop\nNOP\n\ndetermineparticipant_2:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineParticipant2_Message)\nADDIU A1 A1 lo(DetermineParticipant2_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\n\nreceiverloop:\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nLI T0 4\nDIVU V0 T0\nMFHI S6\n\nBEQ S6 S5 receiverloop\nNOP\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S6\nJAL GetSelectedPlayerCharacterString\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(AnnounceReceiver_Message)\nADDIU A1 A1 lo(AnnounceReceiver_Message)\nMOVE A2 V0 ; Copy Selected Character's Name to A2\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\n\n\ndetermineevent:\nLI T0 0 ; Swap Stars Index\nBEQ S7 T0 SwapStars_2\nNOP\nLI S3 2 \nLI T0 1 ; 2 Stars Index\nBEQ S7 T0 LoseStars\nNOP\nLI S3 1\nLI T0 2 ; 1 Star Index\nBEQ S7 T0 LoseStars\nNOP\nLI T0 3 ; Swap Coins Index\nBEQ S7 T0 SwapCoins_2\nNOP\nLI S3 40\nLI T0 4 ; 40 Coin Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 30\nLI T0 5 ; 30 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 20\nLI T0 6 ; 20 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 10\nLI T0 7 ; 10 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 1\nLI T0 8 ; 1 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineEvent_Message)\nADDIU A1 A1 lo(DetermineEvent_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nSLTI T0 V0 19\nNOP\nBNE T0 R0 SwapStars\nNOP\nSLTI T0 V0 38\nNOP\nBNE T0 R0 TwoStars\nNOP\nSLTI T0 V0 78\nNOP\nBNE T0 R0 OneStar\nNOP\nSLTI T0 V0 97\nNOP\nBNE T0 R0 SwapCoins\nNOP\nSLTI T0 V0 116\nNOP\nBNE T0 R0 FortyCoins\nNOP\nSLTI T0 V0 136\nNOP\nBNE T0 R0 ThirtyCoins\nNOP\nSLTI T0 V0 176\nNOP\nBNE T0 R0 TwentyCoins\nNOP\nSLTI T0 V0 216\nNOP\nBNE T0 R0 TenCoins\nNOP\nJ OneCoin\nNOP\n\nSwapStars:\nLUI S0 hi(AnnounceSwapStars_Message)\nADDIU S0 S0 lo(AnnounceSwapStars_Message)\nLI S7 0 ; Swap Stars Index\nJ FinishMessage\nNOP\n\nTwoStars:\nLUI S0 hi(AnnounceTwoStars_Message)\nADDIU S0 S0 lo(AnnounceTwoStars_Message)\nLI S7 1 ; 2 Stars Index\nJ FinishMessage\nNOP\n\nOneStar:\nLUI S0 hi(AnnounceOneStar_Message)\nADDIU S0 S0 lo(AnnounceOneStar_Message)\nLI S7 2 ; 1 Star Index\nJ FinishMessage\nNOP\n\nSwapCoins:\nLUI S0 hi(AnnounceSwapCoins_Message)\nADDIU S0 S0 lo(AnnounceSwapCoins_Message)\nLI S7 3 ; Coin Swap Index\nJ FinishMessage\nNOP\n\nFortyCoins:\nLUI S0 hi(AnnounceFortyCoins_Message)\nADDIU S0 S0 lo(AnnounceFortyCoins_Message)\nLI S7 4 ; 40 Coins Index\nJ FinishMessage\nNOP\n\nThirtyCoins:\nLUI S0 hi(AnnounceThirtyCoins_Message)\nADDIU S0 S0 lo(AnnounceThirtyCoins_Message)\nLI S7 5 ; 30 Coins Index\nJ FinishMessage\nNOP\n\nTwentyCoins:\nLUI S0 hi(AnnounceTwentyCoins_Message)\nADDIU S0 S0 lo(AnnounceTwentyCoins_Message)\nLI S7 6 ; 20 Coins Index\nJ FinishMessage\nNOP\n\nTenCoins:\nLUI S0 hi(AnnounceTenCoins_Message)\nADDIU S0 S0 lo(AnnounceTenCoins_Message)\nLI S7 7 ; 10 Coins Index\nJ FinishMessage\nNOP\n\nOneCoin:\nLUI S0 hi(AnnounceOneCoin_Message)\nADDIU S0 S0 lo(AnnounceOneCoin_Message)\nLI S7 8 ; 1 Coin Index\n\nFinishMessage:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nMOVE A1 S0\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nJ determineevent\nNOP\n\n\n\nSwapStars_2:\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S0 T0 T2 ; Add results to get current Player's Stars address\nLBU S2 0(S0) ; Load the value address value of T0 into S2\n\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S6 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S1 T0 T2 ; Add results to get current Player's Stars address\nLBU S3 0(S1) ; Load the value address value of T0 into S2\n\nSB S2 0(S1)\nSB S3 0(S0)\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index?\n\nJAL SleepProcess\nLI A0 30\n\nJ goodbye\nNOP\n\nLoseStars:\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S0 T0 T2 ; Add results to get current Player's Stars address\nLBU S2 0(S0) ; Load the value address value of T0 into S2\n\nBEQ S2 R0 NoStars\nNOP\n\nSLT T0 S2 S3\nNOP\nBNE T0 R0 MissingStars\nNOP\n\ntakingthestars:\nSUBU T0 S2 S3\nSB T0 0(S0)\n\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S6 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S0 T0 T2 ; Add results to get current Player's Stars address\nLBU S2 0(S0) ; Load the value address value of T0 into S2\n\nADDU T0 S2 S3\nSB T0 0(S0)\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index?\n\nJAL SleepProcess\nLI A0 30\n\nJ goodbye\nNOP\n\nMissingStars:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(MissingStars_Message)\nADDIU A1 A1 lo(MissingStars_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nMOVE S3 S2\nJ takingthestars\nNOP\n\n\nNoStars:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(NoStars_Message)\nADDIU A1 A1 lo(NoStars_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n \nJ goodbye\nNOP\n\nSwapCoins_2:\nLUI T0 hi(p1_coins)\nADDIU T0 T0 lo(p1_coins) ; Load Player 1's Coins address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Coins address\nLHU S3 0(T0) ; Load the value address value of T0 into S3\n\nMOVE A0 S5 \nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S3\n\nLUI T0 hi(p1_coins)\nADDIU T0 T0 lo(p1_coins) ; Load Player 1's Coins address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S6 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Coins address\nLHU S2 0(T0) ; Load the value address value of T0 into S2\n\nMOVE A0 S6 \nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S2\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S5 \nJAL AdjustPlayerCoinsGradual\nMOVE A1 S2\n\nMOVE A0 S6\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S3\n\nJAL SleepProcess\nLI A0 30\nJ goodbye\nNOP\n\n\nLoseCoins:\nMOVE A0 S5\nJAL PlayerHasCoins\nLI A1 1\n\nBEQ V0 R0 NoCoins\nNOP\n\nMOVE A0 S5\nJAL PlayerHasCoins\nMOVE A1 S3\n\nBEQ V0 R0 MissingCoins\nNOP\n\ntakingthecoins:\nMOVE A0 S5 ; Take Coins from the Giver\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S3\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S6 ; Give Coins to the Receiver\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S3\n\nJAL SleepProcess\nLI A0 30\nJ goodbye\nNOP\n\n\nMissingCoins:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(MissingCoins_Message)\nADDIU A1 A1 lo(MissingCoins_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nLUI T0 hi(p1_coins)\nADDIU T0 T0 lo(p1_coins) ; Load Player 1's Coins address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 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\nLHU S3 0(T0) ; Load the value address value of S0 into S2\n\nJ takingthecoins\nNOP\n\n\nNoCoins:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(NoCoins_Message)\nADDIU A1 A1 lo(NoCoins_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\ngoodbye:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Goodbye_Message)\nADDIU A1 A1 lo(Goodbye_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nLI A0 5\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 17\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJAL 0x800D9B54 ; Removes Toad from the board\nMOVE A0 S4 ; Toad Model Pointer\n\nLI A0 5\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\n\n\nexit:\nLW RA 100(SP)\nLW S0 68(SP)\nLW S1 72(SP)\nLW S2 76(SP)\nLW S3 80(SP)\nLW S4 84(SP)\nLW S5 88(SP)\nLW S6 92(SP)\nLW S7 96(SP)\nJR RA\nADDIU SP SP 104\n\nAIChoice:\nADDIU SP SP -64\nSW RA 60(SP)\n\nLI V0 0\n\nLW RA 60(SP)\nJR RA\nADDIU SP SP 64\n\n.align 4\nAIChoiceEvent:\nADDIU SP SP -56\nSW RA 52(SP)\n\nLI V0 0\n\nLW RA 52(SP)\nJR RA\nADDIU SP SP 56\n\n.align 4\nGetPlayerCharacterString:\nADDIU SP SP -40\nSW RA 36(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLBU T0 0(T1)\nADDIU V0 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 2's Character Address\nLBU T0 0(T1)\nADDIU V1 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 3's Character Address\nLBU T0 0(T1)\nADDIU T2 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 4's Character Address\nLBU T0 0(T1)\nADDIU T0 T0 0x1C00 ; MARIO String\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 4\nGetSelectedPlayerCharacterString:\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 S2\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.align 16\nGreeting_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to\"\n.byte 0x05 ; Green Font\n.ascii \" Chance Time EX\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"The exciting\"\n.ascii \"event everyone loves\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.byte 0x85,0x85,0x85 ; Period (.)\n.ascii \"Until they\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re on the giving end\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You may choose the\"\n.byte 0x03 ; Red Font\n.ascii \"giver\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" the\"\n.byte 0x0A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.byte 0x06 ; Blue font\n.ascii \" receiver\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" or the\"\n.byte 0x05 ; Green Font\n.ascii \"event\"\n.byte 0x08 ; White Font\n.ascii \" that will happen\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"The rest is up to lady luck\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Padding Picture\n.byte 0x0C ; Start option\n.ascii \"Select Giver\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Select Receiver\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Select Event\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"All Random\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nGiver_Prompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Who will be our unlucky donor\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.byte 0x0C ; Start option\n.byte 0x11 ; String #1\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x13 ; String #3\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x14 ; String #4\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x15 ; String #5\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Go back\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nReceiver_Prompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Who will be our lucky recipient\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.byte 0x0C ; Start option\n.byte 0x11 ; String #1\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x13 ; String #3\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x14 ; String #4\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x15 ; String #5\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Go back\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nEvent_Prompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"What will be today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s exciting\"\n.ascii \"event\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.byte 0x0C ; Start option\n.ascii \"Swap Stars\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"2 Stars\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"1 Star\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Swap Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"40 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"30 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"20 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"10 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"1 Coin\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Go Back\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nDetermineGiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"First\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"give out today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s amazing prize\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineParticipant1_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"First\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"be today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s first participant\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceGiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x11 ; String #1\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineReceiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Now\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"receive today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s amazing prize\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceReceiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x11 ; String #1\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineParticipant2_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Lastly\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"be today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s second participant\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineEvent_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Finally\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine what\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"will today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s\"\n.ascii \"event be\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceSwapStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Wow\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"It looks like you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re swapping stars\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceTwoStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"2 STARS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceOneStar_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"1 STAR\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceSwapCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh wow\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"It looks like you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re swapping coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceFortyCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"40 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceThirtyCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"30 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceTwentyCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"20 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceTenCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"10 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceOneCoin_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"1 WHOLE COIN\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have any coins\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Oh well\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMissingCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"At least it\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s something\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGoodbye_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s all for today\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Thank you for stopping by\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Until next time\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have any stars\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Oh well\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMissingStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough stars\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"At least it\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s something\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause"},"Jeanie's Hut (Airsola™)":{"language":0,"code":"; NAME: Jeanie's Hut (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|Price\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S0 68(SP)\nSW S7 64(SP)\nSW S2 60(SP)\n\n\n; S4 = Current Player's Index\n; S0 = Flag for lack of Coins, 0 = exit\n; S2 = Chosen Option Index\n; S7 = Message to Display\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop \n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nMOVE A0 S4 ; Copy Current Player Index to A0\nJAL PlayerHasCoins ; Returns 0 if FALSE \nLI A1 Price ; A1 = The minimum amount of Coins to shop\n\nBEQ V0 R0 NotEnoughCoins ; If the player can't afford it, branch\nNOP\n\nLI S0 1 ; Continue\nLUI S7 hi(JeanieGreeting_Prompt)\nADDIU S7 S7 lo(JeanieGreeting_Prompt)\nJ DisplayMessage\nNOP\n\nNotEnoughCoins:\nLI S0 0 ; Exit \nLUI S7 hi(JeanieNotEnoughCoins_Message)\nADDIU S7 S7 lo(JeanieNotEnoughCoins_Message)\n\nDisplayMessage:\nLUI A0 hi(Price_String_Location)\nADDIU A0 A0 lo(Price_String_Location) ; Parse Destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String Format\nJAL sprintf ; Creates String from Price\nLI A2 Price ; Write Price unto A2\n\nMOVE A0 S4\nJAL GetCurrentPlayerCharacterString ; Character String at V0\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3C ; Character image (Jeanie)\nMOVE A1 S7 ; Message Pointer\nLUI A2 hi(Price_String_Location)\nADDIU A2 A2 lo(Price_String_Location)\nJAL ShowMessage\nMOVE A3 V0 ; Move Character String to A3\n\nMOVE A0 S4\nJAL AIDecision ; Returns AI Choice on V0\nNOP\n\nLI A0 2 ; Pick whatever is in A1 as AI's Choice\nJAL GetBasicPromptSelection\nMOVE A1 V0\nMOVE S2 V0 ; Chosen Option Index\n\nJAL CloseMessage\nNOP\n\nBEQ S0 R0 exit\nNOP\n\nLI T0 0\nBEQ S2 T0 yes\nNOP\nLI T0 1\nBEQ S2 T0 no\nNOP\n\nJAL ViewBoardMap\nNOP\nJ DisplayMessage\nNOP\n\nyes:\nLI T0 Price\nMOVE A0 S4 ; Current Player's Index moved to A0\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nSUBU A1 R0 T0 ; Amount to pay\n\nLI T0 Price\nMOVE A0 S4 ; Current Player's Index moved to A0\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nSUBU A1 R0 T0 ; Amount to display\n\nJAL SleepProcess ; Sleeps for 30 frames\nLI A0 30\n\nLI S0 1 ; Yes\nLUI S7 hi(JeanieChant_Message)\nADDIU S7 S7 lo(JeanieChant_Message)\nJ DisplayMessage2\nNOP\n\nno:\nLI S0 0 ; No\nLUI S7 hi(JeanieGoodbye_Message)\nADDIU S7 S7 lo(JeanieGoodbye_Message)\n\nDisplayMessage2:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3C ; Character image (Jeanie)\nMOVE A1 S7 ; Message Pointer\nLI A2 0 \nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\n\nBEQ S0 R0 exit\nNOP\n\nJAL 0x800EDA58 ; ChangeStarLocation\nNOP\n\n\nexit:\nLW S2 60(SP)\nLW S0 68(SP)\nLW S7 64(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 4\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\nPrice_String_Location:\n.fill 8\n\n.align 4\nGetCurrentPlayerCharacterString:\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 S2\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.align 16\nJeanieChant_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Fine\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Here we go\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"FUNGUS\"\n.byte 0x3D ; - (minus)\n.ascii \"POCUS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nJeanieGreeting_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Huh\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x10 ; Space ( )\n.byte 0x12 ; String #2 - Player character's name\n.byte 0x82 ; Comma (,)\n.ascii \" is it\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"What do you want\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"To change the star\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s location\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Newline+Picture+Option Indent\n.byte 0x0C ; Start option\n.ascii \"Yeah\"\n.byte 0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.byte 0x11 ; String #1 - Price\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Nope\"\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nJeanieNotEnoughCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Hmph\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Get lost\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nJeanieGoodbye_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Really\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Well\"\n.byte 0x82 ; Comma (,)\n.ascii \" whatever\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAIDecision:\n; A0 = Current Player's Index\nADDIU SP SP -24\nSW RA 20(SP)\n\nJAL PlayerHasCoins ; Ret 0 if FALSE\nLI A1 30 ; Check if CPU has 30 Coins\n\nBEQ V0 R0 AINotEnoughCoins\nNOP\n\nJAL RNGPercentChance ; Returns 0 or 1 at V0\nLI A0 50 \nJ AIDecision_exit\nNOP\n\nAINotEnoughCoins:\nLI V0 1\n\nAIDecision_exit:\nLW RA 20(SP)\nJR RA\nADDIU SP SP 24"},"Pay Coins to Make Lose Stars or Coins (MP3) v2":{"language":0,"code":"; NAME: Pay Coins to Make Lose Stars or Coins (MP3) v2\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|paycoins\n; PARAM: +Number|stars\n; PARAM: +Number|lostcoins\n\nADDIU SP SP -56\nSW RA 52(SP)\nSW S0 48(SP)\nSW S1 44(SP)\nSW S2 40(SP)\nSW S3 36(SP)\nSW S4 32(SP)\n\nLI A0 0x4E4 ; Sound Index\n; Use the Audio Player on PP64 to find other sound indexes to use\n; Then use the following link to know what Sound Index you need\n; https://pastebin.com/H1jxNFqr\nJAL PlaySound \nNOP\n\n; Show a message\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(firstmessage)\nADDIU A1 A1 lo(firstmessage)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\nNOP\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Check if the player has enough coins\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nLI A1 paycoins\nJAL PlayerHasCoins\nNOP\nBEQ V0 R0 bye\nNOP\n\n; The player pays their coins\nJAL GetCurrentPlayerIndex\nNOP\nLI S1 paycoins\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S1\n\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nLI S1 paycoins\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S1\n\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\n\nLI A0 0\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\nLI S0 0x0 ; Begin with Player 1\n\nLUI S1 hi(p1_stars)\nADDIU S1 S1 lo(p1_stars) ; S1 is the address of Player 1's Stars\n\nJ START\nNOP\n\nSTART:\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\n\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 wait\nNOP\n\nBEQ V0 S0 nextplayer ; If the current player is S0, skip them\nNOP\n\nBNE S0 V0 losestar \nNOP\n\nnextplayer:\nADDIU S0 S0 1 ; Add 1 to check the next Player\nADDIU S1 S1 0x38 ; This makes it load the next Player's Stars\nJ START\nNOP\n\nlosestar:\nMOVE A0 S0\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\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 Star address\nLBU T0 0(T1) ; Load address value into S2\n\nADDIU V0 T0 0x287 ; Mario's Despair Index\n\nJAL PlaySound\nMOVE A0 V0\n\nJAL SleepProcess\nLI A0 15\n\nLB S2 0(S1) ; Load Player's Star count into S2\nBEQ R0 S2 losecoins ; If Player's Star count is 0, skip them\nNOP\nLI S3 stars\nSUBU S2 S2 S3 ; Subtract 1 from their Star count\nSB S2 0(S1) ; Insert new Star count into the address\nJ nextplayer\nNOP\n\nlosecoins:\nADDIU A0 S0 0\nJAL AdjustPlayerCoinsGradual\nLI S4 lostcoins\nSUBU A1 R0 S4\nNOP\n\nADDIU A0 S0 0\nJAL ShowPlayerCoinChange\nLI S4 lostcoins\nSUBU A1 R0 S4\nNOP\n\nJ nextplayer\nNOP\n\n;GIVE COINS END------------------------------------------------------\nwait:\nLI A0 0x122 ; Sound Index\n; Use the Audio Player on PP64 to find other sound indexes to use\n; Then use the following link to know what Sound Index you need\n; https://pastebin.com/H1jxNFqr\nJAL PlaySound \nNOP\nADDIU A0 R0 20 ; Amount of frames the game waits\nJAL SleepProcess\nNOP\n\nLI A0 0\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess ; Sleeps for 30 frames\nLI A0 16\n\nLI A0 0x4E4 ; Sound Index\n; Use the Audio Player on PP64 to find other sound indexes to use\n; Then use the following link to know what Sound Index you need\n; https://pastebin.com/H1jxNFqr\nJAL PlaySound \nNOP\n\n; Show a message\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(eventmessage)\nADDIU A1 A1 lo(eventmessage) ; This loads \"Message\" into the Textbox\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\nbye:\nLI A0 0x4E4 ; Sound Index\n; Use the Audio Player on PP64 to find other sound indexes to use\n; Then use the following link to know what Sound Index you need\n; https://pastebin.com/H1jxNFqr\nJAL PlaySound \nNOP\n\n; Show a message\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(byemessage)\nADDIU A1 A1 lo(byemessage)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\nNOP\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\nexit:\nLW S0 48(SP)\nLW S1 44(SP)\nLW S2 40(SP)\nLW S3 36(SP)\nLW S4 32(SP)\nLW RA 52(SP)\nJR RA\nADDIU SP SP 56\n\n.align 16\nfirstmessage:\n.ascii \"You shall now pay\"\n.byte 0x03 ; Red font\n.ascii \" coins\"\n.byte 0x0A ; Line break\n.byte 0x08 ; White font\n.ascii \"to make others lose\"\n.byte 0x03 ; Red font\n.ascii \" Stars\"\n.byte 0x08 ; White font\n.byte 0xC2 ; !\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\neventmessage:\n.ascii \"The deed has been done\"\n.byte 0xC2 ; !\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nbyemessage:\n.ascii \"But you don\"\n.byte 0x5C ; '\n.ascii \"t have enough\"\n.byte 0x03 ; Red font\n.ascii \" coins\"\n.byte 0x08 ; White font\n.byte 0xC2 ; !\n.byte 0xFF,0 ; FF=Pause\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture"},"Space Warp v3 (Airsola™)":{"language":0,"code":"; NAME: Space Warp v3 (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Destination\n; PARAM: Space|PreviousSpace\n; PARAM: Space|NextSpace\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to warp a player who\n; lands on a Space into a Space of the same type.\n; This is due to limitations on how warps execute.\n;\n; Destination is where the player will warp to.\n; PreviousSpace is the space the player will step into if\n; they go in reverse after the warp.\n; NextSpace is the next space that the player will step\n; into if they roll normally.\n;====================================================================\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP) ; Current Player's Index\nSW S5 68(SP) ; Current Player's Struct\n\n;FADE-OUT START------------------------------------------------------\nLI A0 4 ; Happening Space Fade-out \nJAL InitFadeOut\nLI A1 16 ; Fade Out for 16 Frames\n\nJAL SleepProcess\nLI A0 16 ; Sleep 16 Frames\n;FADE-OUT END--------------------------------------------------------\n\nJAL PlaySadVoice ; Plays Current Player Character's Scream\nNOP\n\nJAL SleepVProcess\nNOP\n\n;WARP START----------------------------------------------------------\nJAL GetCurrentPlayerIndex ; Player Index located at V0\nNOP\nMOVE S4 V0 ; Copy Current Player's Index to S4\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 Destination_chain_index ; Assigns Chain Index to A1\nJAL SetPlayerOntoChain\nLI A2 Destination_chain_space_index ; Assigns Space Index to A2\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 PreviousSpace_chain_index ; Assigns Chain Index to A1\nJAL SetPrevChainAndSpace\nLI A2 PreviousSpace_chain_space_index ; Assigns Space Index to A2\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 NextSpace_chain_index ; Assigns Chain Index to A1\nJAL SetNextChainAndSpace\nLI A2 NextSpace_chain_space_index ; Assigns Space Index to A2\n\nJAL GetPlayerStruct ; Player Struct at V0\nLI A0 -1 ; Current Player\nMOVE S5 V0\n\nLI A0 Destination_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nLI A1 Destination_chain_space_index\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nADDIU V0 V0 8 ; This gets the X pos of the space\nLW V1 0(V0) \nMOVE T0 V1 ; Copy to T0\n\nADDIU V0 V0 8 ; This gets the Y pos of the space\nLW V1 0(V0)\nMOVE T1 V1 ; Copy to T1\n\nLI T2 0x41200000 ; Float value for 10?\nMTC1 T2 F0 ; Move Float to F1?\nMTC1 T1 F1 ; Move Space Y Pos float to F1?\nADD.S F0 F0 F1 ; Add the floats for maximum floatiness\nMFC1 T1 F0 ; Move total to T1?\n\nLW V1 0x24(S5) ; Load Offset 24 into V1\nADDIU V1 V1 0xC ; Add 0xC to get current player's X Coords\nSW T0 0(V1) \n\nADDIU V1 V1 8 ; This should load current player's Y Coords\nSW T1 0(V1)\n;WARP END------------------------------------------------------------\n\n;SOUND START---------------------------------------------------------\n; Use the Audio Player on PP64 to find other sound indexes to use\n; Then use the following link to know what Sound Index you need\n; https://pastebin.com/H1jxNFqr\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess \nLI A0 15 ; Number of frames the game waits for sound to finish\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess \nLI A0 15 ; Number of frames the game waits for sound to finish\n;SOUND END-----------------------------------------------------------\n\n;FADE-IN START-------------------------------------------------------\nLI A0 4 ; Happening Space Fade-in\nJAL InitFadeIn\nLI A1 16 ; 16 Frames of Fade-in\n\nJAL SleepProcess\nLI A0 31 ; Sleep for 31 Frames\n;FADE-IN END---------------------------------------------------------\n\n;MESSAGE DISPLAY START-----------------------------------------------\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(Message)\nADDIU A1 A1 lo(Message) ; This loads \"Message\" into the Textbox\nLI A2 0x0\nJAL ShowMessage\nLI A3 0x0\n\nJAL CloseMessage\nNOP\n;MESSAGE DISPLAY END-------------------------------------------------\n\n\n\nLW RA 76(SP)\nLW S4 72(SP)\nLW S5 68(SP)\nJR RA\nADDIU SP SP 80\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 16\nMessage:\n.ascii \"You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve been warped to another space\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n\n.align 4\nPlaySadVoice:\nADDIU SP SP -32\nSW RA 28(SP)\n\nJAL GetCurrentPlayerIndex\nNOP \n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT V0 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLBU T0 0(T1) ; Load address value into T0\n\nADDIU V0 T0 0x287 ; Mario's Sad Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32"},"Bowser Takes Star or Coins (MP3)":{"language":0,"code":"; NAME: Bowser Takes Star or Coins (MP3)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|BowserSpace\n; PARAM: +Number|CoinsToLose\n\n; This code will cause Bowser to steal a Star from the current player.\n; If the player does not have a Star, they will lose coins instead.\n; The number of coins lost is decided by the parameter CoinsToLose.\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\n; S0 = Current Player Struct\n; S1 = Current Player Index\n; S2 = CoinsToLose\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate the player===\nLI A0 -1 ; Rotate current player\nLI A1 8 ; Take 8 frames to rotate\nJAL 0x800ED20C ; Rotate Player Function\nLI A2 BowserSpace ; Space to rotate towards, this parameter should be\n; the space the Bowser model is standing on.\n\n;===Bowser's Star Steal Message===\nJAL PlaySound\nLI A0 0x29D ; Bowser roar\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x4 ; Character image (-1 for none, 0x4 for Bowser)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(StarStealMessage)\nADDIU A1 A1 lo(StarStealMessage) ; Load StarStealMessage into A1\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n;===Check Player's Star Count===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\n\nMOVE S0 V0 ; Copy V0 to S0\nLBU T0 0xE(S0) ; Load Stars address from offset of player struct\nBEQZ T0 LoseCoins ; If no Stars (T0 = 0) branch to LoseCoins\nNOP\n\n;===Lose Star===\nADDIU T0 T0 -1 ; Subtract 1 Star\nSB T0 0xE(S0) ; Store new Star count into player Stars address\n\nJAL PlayMusic\nLI A0 0x71 ; Play sad music\n\n;====Play Current Player Sad Voice====\nLBU T0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 T0 0x287 ; Add character value to Mario's sad voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice\n\n; Visit the following link to get SFX Indexes:\n; https://pastebin.com/H1jxNFqr\n\n;====Set Despair Animation====\nLI A0 -1 ; Set current player\nLI A1 3 ; Set despair animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 110 ; Wait 110 frames to play animation\n\nJAL GetBoardAudioIndex ; Get original board music at V0\nNOP\n\nJAL PlayMusic ; Play original board music\nMOVE A0 V0\n\nJ exit ; Jump to exit\nNOP\n\nLoseCoins:\n;===Prepare Coin String to Display in Message===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Saves # of coins to CoinString\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf ; Converts a number to a text string\nLI A2 CoinsToLose ; Converts the number of coins to a string\n\n;===Bowser's Lose Coins Message===\nJAL PlaySound\nLI A0 0x29D ; Bowser roar\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x4 ; Character image (-1 for none, 0x4 for Bowser)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(LoseCoinsMessage)\nADDIU A1 A1 lo(LoseCoinsMessage) ; Load StarStealMessage into A1\nLUI A2 hi(CoinString)\nADDIU A2 A2 lo(CoinString) ; Load CoinString into A2 (string #1)\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n;===Get Current Player Index===\nJAL GetCurrentPlayerIndex ; Get current player index at V0\nNOP\nMOVE S1 V0 ; Copy V0 to S1\nLI S2 CoinsToLose ; Store CoinsToLose in S2\n\n;===Lose Coins===\nMOVE A0 S1 ; Set current player\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S2 ; Make player lose coins\n\nMOVE A0 S1 ; Set current player\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S2 ; Show coin change HUD\n\n;====Play Current Player Sad Voice====\nLBU T0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 T0 0x287 ; Add character value to Mario's sad voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice\n\n; Visit the following link to get SFX Indexes:\n; https://pastebin.com/H1jxNFqr\n\n;====Set Despair Animation====\nLI A0 -1 ; Set current player\nLI A1 3 ; Set despair animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 60 ; Wait 60 frames to play animation\n\nexit:\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nLW RA 44(SP)\nJR RA\nADDIU SP SP 48\n\n;===Prep for Displaying Coin String===\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\nCoinString:\n.fill 8\n\n;===Message Text===\n.align 16\nStarStealMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Thanks for visiting your resident\"\n.byte 0x03 ; Red font\n.ascii \" Bowser\"\n.byte 0x08 ; White font\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll just help myself to a\"\n.byte 0x03 ; Red font\n.ascii \" Star\"\n.byte 0x08 ; White font\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to close message\n\n.align 16\nLoseCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have a\"\n.byte 0x03 ; Red font\n.ascii \" Star\"\n.byte 0x08 ; White font\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Very well\"\n.byte 0x82 ; Comma (,)\n.ascii \" then hand over \"\n.byte 0x03 ; Red font\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.ascii \" coins\"\n.byte 0x08 ; White font\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to close message\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image"},"Model View Bowser (MP3)":{"language":0,"code":"; NAME: Model View Bowser (MP3)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|ModelSpace\n\n; This code loads a static 3D model onto a blank space on the board.\n; Bowser will stand on the ground and face south.\n; CAUTION: Do not place the model on a space that players can\n; walk on, this will cause problems.\n; NOTE: It is recommended to use this event \"Before player's turn\".\n\nADDIU SP SP -16\nSW RA 12(SP)\nSW S0 8(SP)\nSW S1 4(SP)\nSW S2 0(SP)\n\n; S0 = ModelSpace, the space the model will be standing on\n; S1 = Model Data from Pointer, the actual model data\n; S2 = Model Null Pointer, tells whether the model is already\n; loaded onto the board or not\n\n;===CHECK MODEL NULL POINTER===\nLUI S2 hi(Model_obj)\nADDIU S2 S2 lo(Model_obj) ; Load Model_obj, the null pointer\nLW V0 0(S2) ; Load value of the null pointer into V0\nBNEZ V0 exit ; If V0 is not equal to 0, the model is already loaded,\n; exit and do not load the model again.\nNOP\n\n;===GET MODEL DATA FROM POINTER===\nLI A0 8 ; Model pointer value from 0-78, 8 = Bowser\nJAL 0x800D90C8 ; Gives Model Data at V0\nLI A1 0\n\nMOVE S1 V0 ; Load Model Data into S1\nSW V0 0(S2) ; Store Model Data into Model_obj\n\n;===GET MODEL SPACE DATA===\nLI A0 ModelSpace\nJAL GetSpaceData ; Get space data for the space the model stands on\nNOP\nMOVE S0 V0\n\n;===PUT MODEL ON SPACE===\nMOVE A1 S0\nADDIU A1 A1 8\nMOVE A0 S1\nADDIU A0 A0 12\nJAL 0x80089A20 ; Loads model onto ModelSpace\nNOP\n\nexit:\nLW S0 8(SP)\nLW S1 4(SP)\nLW S2 0(SP)\nLW RA 12(SP)\nJR RA\nADDIU SP SP 16\n\n.align 4\nModel_obj:\n.fill 4\n\n; Indexes for ModelPointer\n; 0: Mario (low-res)\n; 1: Luigi (low-res)\n; 2: Peach (low-res)\n; 3: Yoshi (low-res)\n; 4: Wario (low-res)\n; 5: DK (low-res)\n; 6: Waluigi (low-res)\n; 7: Daisy (low-res)\n; 8: Bowser\n; 9: Toad\n; 10: Boo\n; 11: Whomp\n; 12: Goomba\n; 13: Thwomp\n; 14: Mario (high-res)\n; 15: Luigi (high-res)\n; 16: Peach (high-res)\n; 17: Yoshi (high-res)\n; 18: Wario (high-res)\n; 19: DK (high-res)\n; 20: Waluigi (high-res)\n; 21: Daisy (high-res)\n; 22: Red junction arrow\n; 23: Star (lays flat)\n; 24: Toad (2D on board)\n; 25: Coin (upright)\n; 26: Star\n; 27: Toad\n; 28: Warp Block effect (Rainbow effect around player)\n; 29: Baby Bowser (2D on board)\n; 30: Koopa bank coin\n; 31: Parachute (for goomba?)\n; 32: Barter Box opening\n; 33: Plunder Chest opening\n; 34: White shining effect\n; 35: Mario in Bowser Suit\n; 36: Magic Lamp\n; 37: Genie of the lamp\n; 38: Gate (Chilly Waters) opening (overwritten with PP64 gate)\n; 39: Gate (Deep Bloober Sea) opening\n; 40: Gate (Spiny Desert) opening (overwritten with PP64 gate)\n; 41: Gate (Woody Woods?) opening\n; 42: Gate (Creepy Cavern?) opening\n; 43: Gate (Waluigi's Island?) opening\n; 44: Mecha Fly Guy\n; 45: Snowman head sleeping\n; 46: Snowman head awake\n; 47: Snowball rolling\n; 48: Toad's item shop opening\n; 49: Baby Bowser's item shop opening\n; 50: Bank opening\n; 51: Boo coffin opening\n; 52: Koopa Bank coin tray?\n; 53: Koopa Troopa\n; 54: Ripple effect\n; 55: Stars bursting away effect\n; 56: Two white stars pulsing effect\n; 57: Baby Bowser\n; 58: Millenium Star\n; 59: Tumble\n; 60: Jeanie waving her wand\n; 61: Lucky Lamp\n; 62: Game Guy\n; 63: Poison Mushroom\n; 64: Reverse Mushroom\n; 65: Bowser poison curse\n; 66: Bowser reverse curse\n; 67: Lucky Charm\n; 68: Koopa Kard\n; 69: Stars and cloud expanding effect\n; 70: Blue shining effect\n; 71: Quicksand pit\n; 72: Purple pit\n; 73: Red eyeballs from purple pit\n; 74: Green cactus\n; 75: Green cactus (female)\n; 76: Cart to ride on\n; 77: Rock spike\n; 78: Pink Koopa Kid ball\n; 79: (crash)\n; 80+: no model is loaded, at about 85 it crashes"},"Give Everyone Coins except the Current Player (Airsola™)":{"language":0,"code":"; NAME: Give Everyone Coins except the Current Player (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|coinamount\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to give every player\n; a fixed amount of coins except for the player who lands\n; or passes through the space.\n;====================================================================\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n\n\n;MESSAGE DISPLAY START-----------------------------------------------\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(Message)\nADDIU A1 A1 lo(Message) ; This loads \"Message\" into the Textbox\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;MESSAGE DISPLAY END-------------------------------------------------\n\n;GIVE COINS START----------------------------------------------------\nLI S0 0x0 ; Begin with Player 1\n\nSTART:\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\n\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 wait\nNOP\n\nBEQ V0 S0 nextplayer ; If the current player is S0, skip them\nNOP\n\nMOVE A0 S0 ; A0 = S0\nADDIU A1 R0 coinamount\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nNOP\n\nnextplayer:\nADDIU S0 S0 1 ; Add 1 to S0 to check next player\nJ START\nNOP\n;GIVE COINS END------------------------------------------------------\n\n;WAIT START----------------------------------------------------------\nwait:\nADDIU A0 R0 30 ; Amount of frames the game waits for coin handouts\nJAL SleepProcess\nNOP\n;WAIT END------------------------------------------------------------\n\n\n\nLW S0 32(SP)\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 16\nMessage:\n.ascii \"Everyone else got some\"\n.byte 0x06 ; Blue font\n.ascii \" coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture"},"Give Current Player a Star v2 (Airsola™)":{"language":0,"code":"; NAME: Give Current Player a Star v2 (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|CurrentSpace\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to give the landing\n; or passing player a Star.\n;===================================================================\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP) ; Current Player's Star Address\nSW S0 64(SP) ; Message to load\nSW S4 60(SP) ; Current Player's Indeed\nSW S3 56(SP) ; Flag to exit if full\n\n\nLI S3 0 ; Exit = False\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Animation Index (Idle)\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop Animation\n\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\nMOVE S4 V0 ; Copy Current Player Index to S4\n\nLUI S1 hi(p1_stars)\nADDIU S1 S1 lo(p1_stars) ; Load Player 1's Star Address\nLI T0 0x38 ; This is the distance between each player's Star Address\nMULT S4 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\nADDU S1 S1 T0 ; Add result to get current Player's Star Address\nLBU T1 0(S1) ; Load address value into T1\n\n;CHECK PLAYER'S STAR COUNT===========================================\nLI T2 99\nBEQ T2 T1 TooManyStars\nNOP\n;CHECK PLAYER'S STAR COUNT===========================================\n\nLUI S0 hi(GotStar_Message)\nADDIU S0 S0 lo(GotStar_Message)\nJ MessageSetup\nNOP\n\nTooManyStars:\nLUI S0 hi(TooManyStars_Message)\nADDIU S0 S0 lo(TooManyStars_Message)\nLI S3 1 ; Exit = TRUE\n\n;GOT STAR MESSAGE DISPLAY START--------------------------------------\nMessageSetup:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nMOVE A1 S0 ; Pass message pointer to A1\nLI A2 0x0\nJAL ShowMessage\nLI A3 0x0\n\nJAL CloseMessage\nNOP\n\nBNE S3 R0 exit\nNOP\n;GOT STAR MESSAGE DISPLAY END----------------------------------------\n\n;GIVE STAR START-----------------------------------------------------\nLB T2 0(S1) ; Load Player's Star count into S2\nADDIU T2 T2 1 ; Add 1 to their Star count\nSB T2 0(S1) ; Insert new Star count into the address\n;GIVE STAR END-------------------------------------------------------\n\n;SOUND START---------------------------------------------------------\nLI A0 CurrentSpace_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Current Space Index at V0\nLI A1 CurrentSpace_chain_space_index\n\nLI A0 -1 ; Current Player's Index\nLI A1 1 ; Frames it takes to turn\nJAL 0x800ED20C ; RotatePlayerModel\nMOVE A2 V0 ; Space Index to face towards\n\nLI A0 -1 ; Current Player\nLI A1 6 ; Animation Index (Star Get Dance)\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Loop Animation\n\nJAL PlayMusic\nLI A0 111 ; Star Get Jingle\n\nJAL PlayCheerVoice ; Plays character's cheer voice line\nNOP\n\nJAL SleepProcess \nLI A0 110 ; Number of frames the game waits for sound to finish\n\nJAL GetBoardAudioIndex ; Original Board Audio Index at V0\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n;SOUND END-----------------------------------------------------------\n\n\n\nexit:\nLW RA 76(SP)\nLW S1 72(SP) ; Current Player's Star Address\nLW S0 64(SP) ; Message to load\nLW S4 60(SP) ; Current Player's Indeed\nLW S3 56(SP) ; Flag to exit if full\nJR RA\nADDIU SP SP 80\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 16\nGotStar_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"You got a\"\n.byte 0x07 ; Yellow Font\n.ascii \" Star\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16 \nTooManyStars_Message:\n.ascii \"You have too many Stars\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"so you can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t get any more\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\nPlayCheerVoice:\nADDIU SP SP -32\nSW RA 28(SP)\n\nJAL GetCurrentPlayerIndex\nNOP \n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT V0 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLBU T0 0(T1) ; Load address value into T0\n\nADDIU V0 T0 0x263 ; Mario's Star Get Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture"},"Get Random Item":{"language":0,"code":"; NAME: Get Random Item\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -48 ; Including 4 byte pad\nSW RA 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\nSW S0 28(SP)\n\n; BEGIN SHOW WELCOME MESSAGE CODE\n; This code block displays a message specified below under\n; \"welcomeMsg\".\n; You can remove this block if you want, but remember\n; to remove the welcomeMsg block as well, including \"align 16\".\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(welcomeMsg)\nADDIU A1 A1 lo(welcomeMsg)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; END SHOW WELCOME MESSAGE CODE\n\n; BEGIN DETERMINE PLAYER CODE\n; This code block makes sure that the current player is the one\n; getting the item. Written by PartyPlanner64.\n\nJAL GetCurrentPlayerIndex\nNOP\n\nADDU S0 R0 R0\n\nLUI S1 hi(p1_item1)\nADDIU S1 S1 lo(p1_item1)\n\nBEQ S0 V0 determineslot\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(p2_item1)\nADDIU S1 S1 lo(p2_item1)\n\nBEQ S0 V0 determineslot\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(p3_item1)\nADDIU S1 S1 lo(p3_item1)\n\nBEQ S0 V0 determineslot\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(p4_item1)\nADDIU S1 S1 lo(p4_item1)\n\n; END DETERMINE PLAYER CODE\n\n; BEGIN ANALYZE INVENTORY CODE\n; This code block checks if the current player can fit the item.\n; If not, we proceed to the next block. Otherwise, we jump ahead\n; to \"giveitem\".\n\ndetermineslot:\nADDIU S2 R0 0xFF\nLBU S0 0(S1)\nBEQ S0 S2 giveitem ; First slot empty (0xFF)\nNOP\nADDIU S1 S1 1\nLBU S0 0(S1)\nBEQ S0 S2 giveitem\nNOP\nADDIU S1 S1 1\nLBU S0 0(S1)\nBEQ S0 S2 giveitem\nNOP\n\n; END ANALYZE INVENTORY CODE\n\n; BEGIN SHOW \"CANNOT GIVE ITEM\" MESSAGE CODE\n; This code block displays a message specified below under\n; \"cannotGiveItemMsg\", if the current player has a full invetory.\n; You can remove this block if you want, but remember\n; to remove the cannotGiveItemMsg block as well, including \"align 16\".\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(cannotGiveItemMsg)\nADDIU A1 A1 lo(cannotGiveItemMsg)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; END SHOW \"CANNOT GIVE ITEM\" MESSAGE CODE\n\nJ exit\nNOP\n\ngiveitem:\n\n;BEGIN DETERMINE ITEM CODE\n\n; This code block generates a random 8-bit integer (0-255) and\n; iteratively checks how big it is. Depending on its size, one of\n; five different items can be received. By changing the size and \n; number of the intervals, any number of items can be included in the \n; list with separate and specific odds of getting them.\n\nJAL 0x8000B16C ; Generates an integer.\nNOP\n\nADDIU A0 R0 0x34 ; Is the number less than 52? (20% chance)\nSLT S0 V0 A0\nNOP\n\nBNE S0 R0 getitemone ; If so, get item one.\nNOP\n\n; If we got here, it is not less than 52.\n\nADDIU A0 R0 0x67 ; Is it less than 103? (40% chance)\nSLT S0 V0 A0\nNOP\n\nBNE S0 R0 getitemtwo ; If so, get item two.\nNOP\n\n; If we got here, it is not less than 103.\n\nADDIU A0 R0 0x9A ; Is it less than 154? (60% chance)\nSLT S0 V0 A0\nNOP\n\nBNE S0 R0 getitemthree ; If so, get item three.\nNOP\n\n; If we got here, it is not less than 154.\n\nADDIU A0 R0 0xCD ; Is it less than 205? (80% chance)\nSLT S0 V0 A0\nNOP\n\nBNE S0 R0 getitemfour ; If so, get item four.\nNOP\n\n; If we got here, it is not less than 205. Since we have a 20% chance\n; of reaching this point, let's just get item five.\n\nJ getitemfive\nNOP\n\n; END DETERMINE ITEM CODE\n\n; BEGIN GET ITEM CODE\n; This code block gives the player one of the items chosen in\n; the previous block. The item values can be changed to any value\n; in this table:\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 Coin\n; 0x12 = Wacky Watch\n\ngetitemone:\nADDIU S2 R0 0x0B ; Boo Bell value\nSB S2 0(S1)\nJ bye\ngetitemtwo:\nADDIU S2 R0 0x0F ; Koopa Card value\nSB S2 0(S1)\nJ bye\ngetitemthree:\nADDIU S2 R0 0x10 ; Barter Box value\nSB S2 0(S1)\nJ bye\ngetitemfour:\nADDIU S2 R0 0x11 ; Lucky Coin value\nSB S2 0(S1)\nJ bye\ngetitemfive:\nADDIU S2 R0 0x12 ; Wacky Watch value\nSB S2 0(S1)\n\n; END GET ITEM CODE\n\nbye:\n\n; BEGIN BYE MESSAGE CODE\n; This code block displays a bye message specified below under\n; \"byeMsg\". You can remove this block if you want, but remember\n; to remove the byeMsg block as well, including \"align 16\".\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(byeMsg)\nADDIU A1 A1 lo(byeMsg)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; END BYE MESSAGE CODE\n\nexit:\nLW RA 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nLW S0 28(SP)\nJR RA\nADDIU SP SP 48\n\n.align 16\ncannotGiveItemMsg:\n.ascii \"You have too many items\"\n.byte 0x85 ; period\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nwelcomeMsg:\n.ascii \"Hey\"\n.byte 0x82 ; comma\n.ascii \" you will now get an item\"\n.byte 0x85 ; period\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nbyeMsg:\n.ascii \"Bye\"\n.byte 0xC2 ; !\n.byte 0xFF,0 ; FF=Pause"},"Please Yoda":{"language":0,"code":"; NAME: Please Yoda\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -32\nSW RA 28(SP)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message)\nADDIU A1 A1 lo(message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message2)\nADDIU A1 A1 lo(message2)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message3)\nADDIU A1 A1 lo(message3)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message4)\nADDIU A1 A1 lo(message4)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message5)\nADDIU A1 A1 lo(message5)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message6)\nADDIU A1 A1 lo(message6)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n.align 16\nmessage:\n.ascii \"Please God\"\n.byte 0x82 ; ,\n.ascii \" let me meet her\"\n.byte 0x85 ; .\n.byte 0x0A ; \\n\n.ascii \"All I want to is to find\"\n.byte 0x0A ; \\n\n.ascii \"that perfect girl I know exists\"\n.byte 0x85 ; .\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nmessage2:\n.ascii \"She\"\n.byte 0x5C ; '\n.ascii \"s sweet and shy and my age \"\n.byte 0x0A ; \\n\n.ascii \"and likes all the things I do\"\n.byte 0x82 ; ,\n.byte 0x0A ; \\n\n.ascii \"perhaps even is on this site itself\"\n.byte 0x85 ; .\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nmessage3:\n.ascii \"The girl who won\"\n.byte 0x5C ; '\n.ascii \"t secretly think I\"\n.byte 0x5C ; '\n.ascii \"m a loser\"\n.byte 0x82 ; ,\n.byte 0x0A ; \\n\n.ascii \"the girl I can cuddle with \"\n.byte 0x0A ; \\n\n.byte 0x5D ; (\n.ascii \"even if only possible online\"\n.byte 0x5E ; )\n.byte 0x0A ; \\n\n.ascii \"and spent nights talking to\"\n.byte 0x0A ; \\n\n.ascii \"and laughing and sharing happiness\"\n.byte 0x85 ; .\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nmessage4:\n.ascii \"Someone who can reciprocate\"\n.byte 0x0A ; \\n\n.ascii \"the love I put in\"\n.byte 0x82 ; ,\n.byte 0x0A ; \\n\n.ascii \"the girl who I can make feel safe\"\n.byte 0x0A ; \\n\n.ascii \"and secure unconditionally\"\n.byte 0x0A ; \\n\n.ascii \"and can fill this gaping\"\n.byte 0x82 ; ,\n.byte 0x0A ; \\n\n.ascii \"empty void in my heart\"\n.byte 0x85 ; .\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nmessage5:\n.ascii \"Please\"\n.byte 0x82 ; ,\n.ascii \" just let me find this person\"\n.byte 0x85 ; .\n.byte 0x0A ; \\n\n.ascii \"I\"\n.byte 0x5C ; '\n.ascii \"ll change everything about me\"\n.byte 0x0A ; \\n\n.ascii \"if that\"\n.byte 0x5C ; '\n.ascii \"s what it takes\"\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nmessage6:\n.ascii \"Please\"\n.byte 0x82 ; ,\n.ascii \" I just can\"\n.byte 0x5C ; '\n.ascii \"t take the loneliness anymore\"\n.byte 0x85 ; .\n.byte 0xFF,0 ; FF=Pause"},"[PD] Bowser Space":{"language":0,"code":"; NAME: [PD] Bowser Space\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|CurrentSpace\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\n\n\nLI A0 CurrentSpace_chain_index\nLI A1 CurrentSpace_chain_space_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nNOP\n\nMOVE S0 V0 ; Move True Space Index to S0\n\nLUI S1 hi(0x800CD09F)\nADDIU S1 S1 lo(0x800CD09F) ;\nLBU S2 0(S1) ; Load Value into S2\n\nBEQ S2 R0 add1 ; If it's 0, go add 1 \nNOP\n\nContinue:\nLI T0 0x19 ; 25 Bowser Space Outcomes\nMULT T0 S2 ; Multiply by RAM Address Value\nMFLO S3 ; Move the result into S3\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLT T0 V0 S3 ; S1 = 1 if the number is less than S3\nNOP\nBNE T0 R0 BowserEvent ; Branch if true\nNOP\n\nMOVE A0 S0 ; Move True Space Index to A0\nJAL SetSpaceType ; Changes space type to Red\nLI A1 0x2 ; Red Space value \n\nJ exit\nNOP\n\nBowserEvent:\nMOVE A0 S0 ; Move True Space Index to A0\nJAL SetSpaceType ; Changes space type to Bowser\nLI A1 0xC ; Bowser Space value \n\nJ exit\nNOP\n\nadd1:\nLI S2 1\nSB S2 0(S1)\n\nJ Continue\nNOP\n\n\n\nexit:\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nLW RA 44(SP)\nJR RA\nADDIU SP SP 48"},"Bees":{"language":0,"code":"; NAME: Bees\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|MIN_COINS\n; PARAM: +Number|MAX_COINS\n\nADDIU SP SP -56\nSW RA 52(SP)\nSW S1 48(SP)\nSW S4 44(SP)\n\n\n\n;FAILCHECKS START====================================================\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nMOVE S4 V0 ; Copy Current Player Index to S4\nMOVE A0 S4 ; Copy Current Player Index to A0\nLI A1 0 ; Does the Current Player have 0 Coins?\nJAL PlayerHasCoins ; Returns 0 if FALSE \nNOP\n\nBEQ V0 R0 NotEnoughCoins ; If the player doesn't have the Coins, exit\nNOP\n;FAILCHECKS END=====================================================\n\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Sleep for 16 frames\n\nMOVE A0 S4\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\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 Star address\nLBU T0 0(T1) ; Load address value into S2\n\nADDIU V0 T0 0x287 ; Mario's Despair Index\n\nJAL PlaySound\nMOVE A0 V0\n\nJAL SleepProcess\nLI A0 30 ; Sleep for 30 frames\n\nLI A0 -1 ; Player Index (Current Player)\nLI A1 4 ; Animation Index (Dizzy)\nJAL SetBoardPlayerAnimation\nLI A2 2\n\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Sleep for 16 frames\n\nJAL GetRandomByte ; Generates a number from 0-255 into V0\nNOP\n\nLI T0 MAX_COINS ; T0 holds value of MAX_COINS\nLI T1 MIN_COINS ; T1 holds value of MIN_COINS\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\nADDIU S1 S1 MIN_COINS\nSUBU S1 R0 S1\n\nMOVE A0 S4 ; Assigns Current Player's Index to A0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1 ; Add minimum amount of coins to remainder\n\nMOVE A0 S4 ; Assigns Current Player's Index to A0\nJAL ShowPlayerCoinChange ; Shows how the amount on-screen\nMOVE A1 S1 ; Add minimum amount of coins to remainder\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 -1 ; Character image (None)\nLUI A1 hi(Bees_Message)\nADDIU A1 A1 lo(Bees_Message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\nNotEnoughCoins:\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(NoBees_Message)\nADDIU A1 A1 lo(NoBees_Message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n\n\nexit:\nLW RA 52(SP)\nLW S1 48(SP)\nLW S4 44(SP)\nJR RA\nADDIU SP SP 56\n\n.align 16\nBees_Message:\n.ascii \"You lost some coins when you got stung\"\n.byte 0x85 ; Period (.)\n.byte 0x85 ; Period (.)\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoBees_Message:\n.ascii \"Nothing happened\"\n.byte 0x85 ; Period (.)\n.byte 0x85 ; Period (.)\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause"},"Communism":{"language":0,"code":"; NAME: Communism\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -16 ; Including 4 byte pad\nSW RA 8(SP)\nSW S1 4(SP)\nSW S0 0(SP)\n\n; Communism\nLUI T0 hi(p1_coins)\nADDIU T0 T0 lo(p1_coins)\nLBU S0 1(T0)\nADDU S1 R0 S0\nADDIU A0 R0 0\nADDI A1 R0 -99\nJAL AdjustPlayerCoinsGradual\nNOP\n\nLUI T0 hi(p2_coins)\nADDIU T0 T0 lo(p2_coins)\nLBU S0 1(T0)\nADDU S1 S1 S0\nADDIU A0 R0 1\nADDI A1 R0 -99\nJAL AdjustPlayerCoinsGradual\nNOP\n\nLUI T0 hi(p3_coins)\nADDIU T0 T0 lo(p3_coins)\nLBU S0 1(T0)\nADDU S1 S1 S0\nADDIU A0 R0 2\nADDI A1 R0 -99\nJAL AdjustPlayerCoinsGradual\nNOP\n\nLUI T0 hi(p4_coins)\nADDIU T0 T0 lo(p4_coins)\nLBU S0 1(T0)\nADDU S1 S1 S0\nADDIU A0 R0 3\nADDI A1 R0 -99\nJAL AdjustPlayerCoinsGradual\nNOP\n\nADDIU T0 R0 4\nDIVU S1 T0\nMFLO S0\n\nJAL SleepProcess\nADDIU A0 R0 30\n\nADDIU A0 R0 0\nADDIU A1 S0 0\nJAL AdjustPlayerCoinsGradual\nNOP\nADDIU A0 R0 1\nADDIU A1 S0 0\nJAL AdjustPlayerCoinsGradual\nNOP\nADDIU A0 R0 2\nADDIU A1 S0 0\nJAL AdjustPlayerCoinsGradual\nNOP\nADDIU A0 R0 3\nADDIU A1 S0 0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\n\nLW RA 8(SP)\nLW S1 4(SP)\nLW S0 0(SP)\nJR RA\nADDIU SP SP 16"},"[PD] Klepto Space":{"language":0,"code":"; NAME: [PD] Klepto Space\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|CurrentSpace\n\nADDIU SP SP -72 ; Aligned by 8 to avoid N64 crash\nSW RA 68(SP)\nSW S0 36(SP)\nSW S1 40(SP)\nSW S2 44(SP)\nSW S3 48(SP)\nSW S4 52(SP) ; Current Player's Index\nSW S5 56(SP) ; Opponent #1\nSW S6 60(SP) ; Opponent #2\nSW S7 64(SP) ; Opponent #3\n\n\n\nLI A0 CurrentSpace_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Current Space Index at V0\nLI A1 CurrentSpace_chain_space_index\n\nLI A0 -1 ; Current Player's Index\nLI A1 8 ; Frames it takes to turn\nJAL 0x800ED20C ; RotatePlayerModel\nMOVE A2 V0 ; Space Index to face towards\n\nJAL SleepProcess\nLI A0 8\n\nSTART:\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nBEQ S4 R0 A2isP2 ; If it's Player 1, branch \nNOP\n\nLUI S5 hi(p1_char)\nADDIU S5 S5 lo(p1_char)\nLBU S5 0(S5)\nADDIU S5 S5 0x1c00\nJ A3check\nNOP\n\nA2isP2:\nLUI S5 hi(p2_char)\nADDIU S5 S5 lo(p2_char)\nLBU S5 0(S5)\nADDIU S5 S5 0x1c00\n;=========================================\nA3check:\nSLTI T1 S4 2 ; S0 = 1 if it's Player 1 or 2\nNOP\nBNE T1 R0 A3isP3 ; If Player 1 or 2 is selecting, curse Player 3\nNOP\n\nLUI S6 hi(p2_char)\nADDIU S6 S6 lo(p2_char)\nLBU S6 0(S6)\nADDIU S6 S6 0x1c00\nJ S5check\nNOP\n\nA3isP3:\nLUI S6 hi(p3_char)\nADDIU S6 S6 lo(p3_char)\nLBU S6 0(S6)\nADDIU S6 S6 0x1c00\n;====================================\nS5check:\nLI T0 0x3\nBNE S4 T0 S5isP4 ; If it's not Player 4, branch\nNOP\n\nLUI S7 hi(p3_char)\nADDIU S7 S7 lo(p3_char)\nLBU S7 0(S7)\nADDIU S7 S7 0x1c00\nJ continueprompt\nNOP\n\nS5isP4:\nLUI S7 hi(p4_char)\nADDIU S7 S7 lo(p4_char)\nLBU S7 0(S7)\nADDIU S7 S7 0x1c00\n\ncontinueprompt:\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nLI A0 -1 ; Character image (None)\nLUI A1 hi(Klepto_Prompt)\nADDIU A1 A1 lo(Klepto_Prompt)\nMOVE A2 S5\nSW S7 16(SP)\nJAL ShowMessage\nMOVE A3 S6\n\nJ AIChoice\nNOP\nAISelection:\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 firstplayer\nNOP\nLI A0 1\nBEQ S0 A0 secondplayer\nNOP\nLI A0 2\nBEQ S0 A0 thirdplayer\nNOP\n\nJAL ViewBoardMap\nNOP\n\nJ START\nNOP\n\nfirstplayer:\nBEQ S4 R0 player2\nNOP\n\nJ player1\nNOP\n\nsecondplayer:\nSLTI T0 S4 2 ; ON if Player 1 or 2\nBNE T0 R0 player3\nNOP\n\nJ player2\nNOP\n\nthirdplayer:\nLI T0 3\nBEQ S4 T0 player3\nNOP\n\nJ player4\nNOP\n\nplayer1:\nLI S5 0\nJ StartFade\nNOP\n\nplayer2:\nLI S5 1\nJ StartFade\nNOP\n\nplayer3:\nLI S5 2\nJ StartFade\nNOP\n\nplayer4:\nLI S5 3\n\nStartFade:\nLI A0 1 ; Circle Fade-out\nJAL InitFadeOut\nLI A1 16 ; 16 Frames of Fade-out\n\nJAL SleepProcess\nLI A0 19 ; Sleep 19 Frames\n\nJAL PlaySound\nLI A0 0x107 ; Warp noise\n\nJAL SleepProcess\nLI A0 20 ; Sleep 20 Frames\n\nJAL PlaySound\nLI A0 0x107 ; Warp noise\n\nJAL SleepProcess\nLI A0 20 ; Sleep 20 Frames\n\nLUI T1 hi(p1_cur_chain_index)\nADDIU T1 T1 lo(p1_cur_chain_index)\nLI T0 0x38 ; Distance between each player's Chain Adresses\nMULT S5 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get Player's Current Chain address\nLBU S0 0(T1) \n\nADDIU T1 T1 1 ; Load Current Space Address\nLBU S1 0(T1) \n\nADDIU T1 T1 1 ; Load Next Space Chain Address\nLBU S2 0(T1)\n\nADDIU T1 T1 1 ; Load Next Space Address\nLBU S3 0(T1)\n\nADDIU T1 T1 3 ; Load Previous Space Chain Address\nLBU S6 0(T1)\n\nADDIU T1 T1 1 ; Load Previous Space Address\nLBU S7 0(T1)\n\nLUI T1 hi(p1_cur_chain_index)\nADDIU T1 T1 lo(p1_cur_chain_index)\nLI T0 0x38 ; Distance between each player's Chain Adresses\nMULT S4 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\nADDU T1 T1 T0 ; Add result to get Player's Current Chain address\n\nSB S0 0(T1) ; Store other player's chain index to the current player\nADDIU T1 T1 1 ; Load current player's space address\nSB S1 0(T1) \nADDIU T1 T1 1 ; Load current player's next chain address\nSB S2 0(T1)\nADDIU T1 T1 1 ; Load current player's next space address\nSB S3 0(T1)\nADDIU T1 T1 3 ; Load current player's previous chain address\nSB S6 0(T1)\nADDIU T1 T1 1 ; Load current player's previous space address\nSB S7 0(T1)\n\nJAL GetPlayerStruct ; Player Struct at V0\nLI A0 -1 ; Current Player\nMOVE S5 V0\n\nMOVE A0 S0\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nMOVe A1 S1\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0\n\nADDIU V0 V0 8 ; This gets the X pos of the space\nLW V1 0(V0) \nMOVE T0 V1 ; Copy to T0\n\nADDIU V0 V0 8 ; This gets the Y pos of the space\nLW V1 0(V0)\nMOVE T1 V1 ; Copy to T1\n\nLI T2 0x41200000 ; Float value for 10?\nMTC1 T2 F0 ; Move Float to F1?\nMTC1 T1 F1 ; Move Space Y Pos float to F1?\nADD.S F0 F0 F1 ; Add the floats for maximum floatiness\nMFC1 T1 F0 ; Move total to T1?\n\nLW V1 0x24(S5) ; Load Offset 24 into V1\nADDIU V1 V1 0xC ; Add 0xC to get current player's X Coords\nSW T0 0(V1) \n\nADDIU V1 V1 8 ; This should load current player's Y Coords\nSW T1 0(V1)\n\nLI A0 1 ; Circle Fade-in\nJAL InitFadeIn\nLI A1 16 ; 16 Frames of Fade-in\n\nJAL SleepProcess\nLI A0 36 ; Sleep 36 Frames\n\n\n\nLW RA 68(SP)\nLW S0 36(SP)\nLW S1 40(SP)\nLW S2 44(SP)\nLW S3 48(SP)\nLW S4 52(SP)\nLW S5 56(SP)\nLW S6 60(SP)\nLW S7 64(SP)\nJR RA\nADDIU SP SP 72\n\n\n\nPlaySadVoice:\nADDIU SP SP -32\nSW RA 28(SP)\n\nJAL GetCurrentPlayerIndex\nNOP \n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT V0 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLBU T0 0(T1) ; Load address value into T0\n\nADDIU V0 T0 0x287 ; Mario's Sad Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n.align 16\nKlepto_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Warp to whose space\"\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.byte 0x11 ; String #1\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x12 ; String #2\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x13 ; String #3\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 4\nAIChoice:\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI T0 V0 33\nNOP\nBNE T0 R0 ChoosePlayer1\nNOP\n\nSLTI T0 V0 66\nNOP\nBNE T0 R0 ChoosePlayer2\nNOP\n\nSLTI T0 V0 99\nNOP\nBNE T0 R0 ChoosePlayer3\nNOP\n\nJ AIChoice\nNOP\n\nChoosePlayer1:\nLI V0 0x0\nJ AISelection\nNOP\n\nChoosePlayer2:\nLI V0 0x1\nJ AISelection\nNOP\n\nChoosePlayer3:\nLI V0 2\nJ AISelection\nNOP"},"[PD] Spiny Space":{"language":0,"code":"; NAME: [PD] Spiny Space\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|CurrentSpace\n\nADDIU SP SP -72 ; Aligned by 8 to avoid N64 crash\nSW RA 68(SP)\nSW S0 36(SP)\nSW S1 40(SP)\nSW S2 44(SP)\nSW S3 48(SP)\nSW S4 52(SP) ; Current Player's Index\nSW S5 56(SP) ; Opponent #1 - Targeted player\nSW S6 60(SP) ; Opponent #2\nSW S7 64(SP) ; Opponent #3\n\n\n\nLI A0 CurrentSpace_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Current Space Index at V0\nLI A1 CurrentSpace_chain_space_index\n\nLI A0 -1 ; Current Player's Index\nLI A1 8 ; Frames it takes to turn\nJAL 0x800ED20C ; RotatePlayerModel\nMOVE A2 V0 ; Space Index to face towards\n\nJAL SleepProcess\nLI A0 8\n\nSTART:\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nBEQ S4 R0 A2isP2 ; If it's Player 1, branch \nNOP\n\nLUI S5 hi(p1_char)\nADDIU S5 S5 lo(p1_char)\nLBU S5 0(S5)\nADDIU S5 S5 0x1c00\nJ A3check\nNOP\n\nA2isP2:\nLUI S5 hi(p2_char)\nADDIU S5 S5 lo(p2_char)\nLBU S5 0(S5)\nADDIU S5 S5 0x1c00\n;=========================================\nA3check:\nSLTI T1 S4 2 ; S0 = 1 if it's Player 1 or 2\nNOP\nBNE T1 R0 A3isP3 ; If Player 1 or 2 is selecting, curse Player 3\nNOP\n\nLUI S6 hi(p2_char)\nADDIU S6 S6 lo(p2_char)\nLBU S6 0(S6)\nADDIU S6 S6 0x1c00\nJ S5check\nNOP\n\nA3isP3:\nLUI S6 hi(p3_char)\nADDIU S6 S6 lo(p3_char)\nLBU S6 0(S6)\nADDIU S6 S6 0x1c00\n;====================================\nS5check:\nLI T0 0x3\nBNE S4 T0 S5isP4 ; If it's not Player 4, branch\nNOP\n\nLUI S7 hi(p3_char)\nADDIU S7 S7 lo(p3_char)\nLBU S7 0(S7)\nADDIU S7 S7 0x1c00\nJ continueprompt\nNOP\n\nS5isP4:\nLUI S7 hi(p4_char)\nADDIU S7 S7 lo(p4_char)\nLBU S7 0(S7)\nADDIU S7 S7 0x1c00\n\ncontinueprompt:\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nLI A0 -1 ; Character image (None)\nLUI A1 hi(Spiny_Prompt)\nADDIU A1 A1 lo(Spiny_Prompt)\nMOVE A2 S5\nSW S7 16(SP)\nJAL ShowMessage\nMOVE A3 S6\n\nJ AIChoice\nNOP\nAISelection:\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 firstplayer\nNOP\nLI A0 1\nBEQ S0 A0 secondplayer\nNOP\nLI A0 2\nBEQ S0 A0 thirdplayer\nNOP\n\nJAL ViewBoardMap\nNOP\n\nJ START\nNOP\n\nfirstplayer:\nBEQ S4 R0 player2\nNOP\n\nJ player1\nNOP\n\nsecondplayer:\nSLTI T0 S4 2 ; ON if Player 1 or 2\nBNE T0 R0 player3\nNOP\n\nJ player2\nNOP\n\nthirdplayer:\nLI T0 3\nBEQ S4 T0 player3\nNOP\n\nJ player4\nNOP\n\nplayer1:\nLI S5 0\nJ StartFade\nNOP\n\nplayer2:\nLI S5 1\nJ StartFade\nNOP\n\nplayer3:\nLI S5 2\nJ StartFade\nNOP\n\nplayer4:\nLI S5 3\n\nStartFade:\nMOVE A0 S5\nJAL PlayerHasCoins ; Ret 0 if FALSE\nLI A1 1\n\nBEQ V0 R0 NoCoinsError\nNOP \n\nLI A0 1 ; Circle Fade-out\nJAL InitFadeOut\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 17\n\nJAL PlaySound\nLI A0 583 ; Cash Register Sound\nJAL SleepProcess\nLI A0 10\nJAL PlaySound\nLI A0 583 ; Cash Register Sound\nJAL SleepProcess\nLI A0 10\nJAL PlaySound\nLI A0 583 ; Cash Register Sound\nJAL SleepVProcess\nNOP\n\nMOVE A0 S5\nJAL PlaySadVoice\nNOP\n\nJAL SleepProcess\nLI A0 30 ; Sleep 30 Frames\n\nLI A0 1 ; Circle Fade-out\nJAL InitFadeIn\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 17\n\nMOVE A0 S5\nJAL PlayerHasCoins ; Ret 0 if FALSE\nLI A1 10\n\nBEQ V0 R0 LessThan10\nNOP\n\nLI S0 10 ; Amount of Coins to lose\n\nJ TakeCoins\nNOP\n\nLessThan10:\nLUI T1 hi(p1_coins)\nADDIU T1 T1 lo(p1_coins) ; Load Player 1's Coins address\nLI T0 0x38 ; Distance between each player's Coins address\nMULT S5 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLHU S0 0(T1) ; Load address value into T0\n\nTakeCoins:\nMOVE A0 S5\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S0 \n\nMOVE A0 S5\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S0\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S0 \n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nMOVE A1 S0\n\nMOVE A0 S4\nJAL PlayHappyVoice\nNOP\n\nLI A0 -1\nLI A1 5 ; Joy Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't Loop\n\nJAL SleepProcess\nLI A0 30\n\nJ exit\nNOP\n\nNoCoinsError:\nSW R0 16(SP)\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nLI A0 -1 ; Character image (None)\nLUI A1 hi(NoCoins_Message)\nADDIU A1 A1 lo(NoCoins_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\n\nJ START\nNOP\n\n\nexit:\nLW RA 68(SP)\nLW S0 36(SP) ; Coins to lose\nLW S1 40(SP)\nLW S2 44(SP)\nLW S3 48(SP)\nLW S4 52(SP) ; Current Player's Index\nLW S5 56(SP) ; Opponent #1\nLW S6 60(SP) ; Opponent #2\nLW S7 64(SP) ; Opponent #3\nJR RA\nADDIU SP SP 72\n\n\n\nPlaySadVoice:\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT A0 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLBU T0 0(T1) ; Load address value into T0\n\nADDIU V0 T0 0x287 ; Mario's Sad Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n.align 4\nPlayHappyVoice:\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\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 Star address\nLBU T0 0(T1) ; Load address value into S2\n\nADDIU V0 T0 0x275 ; Mario's Happy Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n\n\n.align 16\nSpiny_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Steal 10 coins from who\"\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.byte 0x11 ; String #1\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x12 ; String #2\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x13 ; String #3\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\nNoCoins_Message:\n.ascii \"This player has no coins\"\n.byte 0x85 ; Period (.) \n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAIChoice:\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI T0 V0 33\nNOP\nBNE T0 R0 ChoosePlayer1\nNOP\n\nSLTI T0 V0 66\nNOP\nBNE T0 R0 ChoosePlayer2\nNOP\n\nSLTI T0 V0 99\nNOP\nBNE T0 R0 ChoosePlayer3\nNOP\n\nJ AIChoice\nNOP\n\nChoosePlayer1:\nLI V0 0x0\nJ AISelection\nNOP\n\nChoosePlayer2:\nLI V0 0x1\nJ AISelection\nNOP\n\nChoosePlayer3:\nLI V0 2\nJ AISelection\nNOP"},"[PD] Duel Space":{"language":0,"code":"; NAME: [PD] Duel Space\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -0x20\nSW RA 0x18(SP)\nSW $s1, 0x14(sp)\nSW $s0, 0x10(sp)\nSW S4 8(SP)\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\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)\njal GetPlayerStruct\nli $a0, -1\njal 0x800FAB98\nmove $a0, $v0\n\nLUI T2 hi(p1_turn_color_status)\nADDIU T2 T2 lo(p1_turn_color_status) ; Load P1's turn color address\nLI T0 0x38 ; This is the distance between each player's address\nMULT S4 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T2 T2 T0 ; Add the result to the turn color address\nLI T0 4 ; Green Color Index\nSB T0 0(T2) ; Store to turn player's status Green\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 func_800FA448\n nop \nli $v0, 1\nexit:\nLW S4 8(SP)\nlw $ra, 0x18(sp)\nlw $s1, 0x14(sp)\nlw $s0, 0x10(sp)\njr $ra\naddiu $sp, $sp, 0x20"},"King Boo Carnival Shop v2":{"language":0,"code":"; NAME: King Boo Carnival Shop v2\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|MinToShop\n; PARAM: +Number|MushroomPrice\n; PARAM: +Number|PlunderChestPrice\n; PARAM: +Number|DuelingGlovePrice\n; PARAM: +Number|GoldenMushroomPrice\n; PARAM: +Number|BooBellPrice\n; PARAM: +Number|BowserSuitPrice\n; PARAM: +Number|MagicLampPrice\n; PARAM: +Number|ItemBagPrice\n; PARAM: Space|Space\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to allow the landing\n; or passing player to purchase an item from an inventory\n; of your choice. If the player's inventory is full, they\n; don't get to buy anything.\n;===================================================================\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S1 32(SP)\nSW S2 28(SP)\nSW S0 24(SP)\nSW S3 20(SP)\nSW S4 16(SP)\nSW S6 12(SP)\nSW S5 8(SP)\n\nLI A0 -1\nLI A1 -1\nJAL SetBoardPlayerAnimation\nLI A2 2\n\nLI A0 Space_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Current Space Index at V0\nLI A1 Space_chain_space_index\n\nLI A0 -1 ; Current Player's Index\nLI A1 10 ; Frames it takes to turn\nJAL 0x800ED20C ; RotatePlayerModel\nMOVE A2 V0 ; Space Index to face towards\n\n;BEGIN Checks that prevent purchase===================================\nLUI S1 hi(total_turns)\nADDIU S1 S1 lo(total_turns) ; Load address of Total Turns to S1\nLBU S1 0(S1) ; Load value of Total Turns to S1\n\nLUI S2 hi(current_turn)\nADDIU S2 S2 lo(current_turn) ; Load address of Current Turn to S2\nLBU S2 0(S2) ; Load value of Current Turn to S2\n\nBEQ S2 S1 LastTurn ; If it's the last turn, branch\nNOP\n\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nMOVE S4 V0 ; Copy Current Player Index to S4\nMOVE A0 S4 ; Copy Current Player Index to A0\nLI A1 MinToShop ; A1 = The minimum amount of Coins to shop\nJAL PlayerHasCoins ; Checks if Player has the minimum Coins \nNOP\n\nBEQ V0 R0 NoCoinsToShop ; If the player doesn't have the Coins, exit\nNOP\n\nLUI S1 hi(p1_item3)\nADDIU S1 S1 lo(p1_item3) ; Load Player 1's Item slot #3 address\nLI S3 0x38 ; This is the distance between each player's Item #3\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's item slot #3\nLBU S2 0(S1) ; Load address value into S2\n\nLI T0 0xFF ; No Item Value\nBNE S2 T0 TooManyItems ; If the player's inventory is full, exit\nNOP\n;END Checks that prevent purchase=====================================\n\n;BEGIN GREETING=======================================================\nJAL PlaySound\nLI A0 0x257 ; Boo laugh\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x7 ; Character image (Boo)\nLUI A1 hi(Greeting_Message)\nADDIU A1 A1 lo(Greeting_Message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END GREETING=========================================================\n\n;BEGIN ITEM SELECTION PROMPT==========================================\nSTART:\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 0x7 ; Character image (Boo)\nLUI A1 hi(ItemSelection_Prompt)\nADDIU A1 A1 lo(ItemSelection_Prompt)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S6 ; A1 now has the AI's decision\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 player's destination based on the choice.\nLI A0 0\nBEQ S0 A0 item1\nNOP\nLI A0 1\nBEQ S0 A0 item2\nNOP\nLI A0 2\nBEQ S0 A0 item3\nNOP\nLI A0 3\nBEQ S0 A0 item4\nNOP\nLI A0 4\nBEQ S0 A0 item5\nNOP\nLI A0 5\nBEQ S0 A0 item6\nNOP\nLI A0 6\nBEQ S0 A0 item7\nNOP\nLI A0 7\nBEQ S0 A0 itembag\nNOP\nLI A0 8\nBEQ S0 A0 exit\nNOP\nLI A0 9\nBEQ S0 A0 view_map\nNOP\n;END ITEM SELECTION PROMPT============================================\n\n;BEGIN Item Values====================================================\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 Coin\n; 0x12 = Wacky Watch\n;END Item Values======================================================\n\n;BEGIN Selected Option================================================\nitem1:\nLI S0 0x00 ; Mushroom Value\nLI S3 MushroomPrice ; S3 contains Mushroom Price\nJ payprice\nNOP\nitem2:\nLI S0 0x06 ; Plunder Chest Value\nLI S3 PlunderChestPrice ; S3 contains Plunder Chest Price\nJ payprice\nNOP\nitem3:\nLI S0 0x08 ; Dueling Glove Value\nLI S3 DuelingGlovePrice ; S3 contains Dueling Glove Price\nJ payprice\nNOP\nitem4:\nLI S0 0x0A ; Golden Mushroom Value\nLI S3 GoldenMushroomPrice ; S3 contains Golden Mushroom Price\nJ payprice\nNOP\nitem5:\nLI S0 0x0B ; Boo Bell value\nLI S3 BooBellPrice ; S3 containes Boo Bell Price\nJ payprice\nNOP\nitem6:\nLI S0 0x0D ; Bowser Suit Value\nLI S3 BowserSuitPrice ; S3 contains Bowser Suit Price\nJ payprice\nNOP\nitem7:\nLI S0 0x0E ; Magic Lamp Value\nLI S3 MagicLampPrice ; S3 contains Magic Lamp Price\nJ payprice\nNOP\nitembag:\nLI S3 ItemBagPrice ; S3 contains Item Bag Price\nMOVE A0 S4 ; Current Player's Index moved to A0\nMOVE A1 S3 ; Amount of coins to check\nJAL PlayerHasCoins ; Checks if Player has A1's amount of Coins\nNOP\n\nBEQ V0 R0 NotEnoughCoins ; If insufficient funds, branch\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to pay\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to display\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nNOP\n\nADDIU A0 R0 30\nJAL SleepProcess ; Sleeps for 30 frames\nNOP\n\nLI T1 2 \nSUBU S1 S1 T1 ; This loads the current player's first Item address\nLI S5 1 ; S5 is the counter to stop giving Items once full\nLoop:\nLI T0 0x4\nSLT A2 S5 T0 ; A2 = 1 if S5 is less than 4\nNOP\nBEQ A2 R0 exiting ; exit once player's item inventory is full\nNOP\n\nLBU S2 0(S1) ; Load slot #1's Item Value into S2\nLI T1 0xFF ; No Item Value\nBNE S2 T1 next ; If the player has an item, load next address\nNOP\n\nJAL GetRandomByte ; Integer at V0\nNOP\n\nSLTI S0 V0 0x6 ; S0 = 1 if the number is less than 6\nNOP\nBNE S0 R0 getKoopaKard ; Branch if true\nNOP\n\nSLTI S0 V0 0xF ; S0 = 1 if the number is less than 15\nNOP\nBNE S0 R0 getSkeletonKey ; Branch if true\nNOP\n\nSLTI S0 V0 0x21 ; S0 = 1 if the number is less than 33\nNOP\nBNE S0 R0 getBooBell ; Branch if true\nNOP\n\nSLTI S0 V0 0x33 ; S0 = 1 if the number is less than 51\nNOP\nBNE S0 R0 getBooRepellant ; Branch if true\nNOP\n\nSLTI S0 V0 0x45 ; S0 = 1 if the number is less than 69\nNOP\nBNE S0 R0 getPlunderChest ; Branch if true\nNOP\n\nSLTI S0 V0 0x74 ; S0 = 1 if the number is less than 116\nNOP\nBNE S0 R0 getLuckyLamp ; Branch if true\nNOP\n\nSLTI S0 V0 0xA3 ; S0 = 1 if the number is less than 163\nNOP\nBNE S0 R0 getCellularShopper ; Branch if true\nNOP\n\nSLTI S0 V0 0xD2 ; S0 = 1 if the number is less than 210\nNOP\nBNE S0 R0 getMushroom ; Branch if true\nNOP\n\nJ getPoisonMushroom\nNOP\n\ngetKoopaKard:\nLI T0 0x0F ; Koopa Kard value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetSkeletonKey:\nLI T0 0x01 ; Skeleton Key value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetBooBell:\nLI T0 0x0B ; Boo Bell value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetBooRepellant:\nLI T0 0x0C ; Boo Repellant value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetPlunderChest:\nLI T0 0x06 ; Plunder Chest value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetLuckyLamp:\nLI T0 0x09 ; Lucky Lamp value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetCellularShopper:\nLI T0 0x04 ; Cellular Shopper value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetMushroom:\nLI T0 0x00 ; Mushroom value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetPoisonMushroom:\nLI T0 0x02 ; Poison Mushroom value\nSB T0 0(S1)\n\nsound:\nJAL PlaySound\nADDIU A0 R0 0x10C ; Turn Start sound\n\nADDIU A0 R0 30\nJAL SleepProcess ; Sleeps for 30 frames\nNOP\n\nnext:\nADDIU S1 S1 1 ; Load next item's address\nADDIU S5 S5 1 ; Raise the item counter by 1\nJ Loop ; Loop back to give the next item\nNOP\n\nview_map:\nJAL ViewBoardMap\nNOP\nJ START\nNOP\n;END Item Values======================================================\n\n;BEGIN Checking Player For Necessary Coins To Purchase================\npayprice:\nMOVE A0 S4 ; Current Player's Index moved to A0\nMOVE A1 S3 ; Amount of coins to check\nJAL PlayerHasCoins ; Checks if Player has A1's amount of Coins\nNOP\n\nBEQ V0 R0 NotEnoughCoins ; If insufficient funds, branch\nNOP\n;END Checking Player For Necessary Coins To Purchase==================\n\n;BEGIN Taking Coins From Player=======================================\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to pay\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to display\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nNOP\n\nADDIU A0 R0 30\nJAL SleepProcess ; Sleeps for 30 frames\nNOP\n;END Taking Coins From Player=========================================\n\n;BEGIN Checking Player Item Slots=====================================\nLI T1 2\nSUBU S1 S1 T1 ; This loads the current player's first Item address\nLBU S2 0(S1) ; Load slot #1's Item Value into S2\nLI T1 0xFF ; No Item Value\nBEQ S2 T1 giveitem ; Go to giveitem if the slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to load current player's second Item address\nLBU S2 0(S1) ; Load slot #2's Item Value into S2\nBEQ S2 T1 giveitem ; Go to giveitem if the slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to load current player's third Item address\n\ngiveitem:\nSB S0 0(S1)\n;END Checking Player Item Slots=======================================\n\n;BEGIN Item Sound Effect==============================================\nJAL PlaySound\nLI A0 0x10C ; Turn Start sound\n\nexiting:\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\nMOVE A0 S4\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\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 Star address\nLBU T0 0(T1) ; Load address value into S2\n\nADDIU V0 T0 0x2BE ; Mario's Despair Index\n\nJAL PlaySound\nMOVE A0 V0\nNOP\n\nLI A0 -1 ; Player Index (Current Player)\nLI A1 5 ; Animation Index (Star)\nJAL SetBoardPlayerAnimation\nLI A2 0\n\nJAL SleepProcess\nLI A0 40\n\nJ exit\nNOP\n;END Item Sound Effect================================================\n\n;BEGIN CANNOT BUY ITEM MESSAGE========================================\nNotEnoughCoins:\nJAL PlaySound\nLI A0 0x25E ; Boo cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x7 ; Character image (Boo)\nLUI A1 hi(NotEnoughCoins_Message)\nADDIU A1 A1 lo(NotEnoughCoins_Message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ START\nNOP\n;END CANNOT BUY ITEM MESSAGE==========================================\n\n;BEGIN TOO MANY ITEMS MESSAGE=========================================\nTooManyItems:\nJAL PlaySound\nLI A0 0x25E ; Boo cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x7 ; Character image (Boo)\nLUI A1 hi(TooManyItems_Message)\nADDIU A1 A1 lo(TooManyItems_Message)\n\nJ FinalizeMessage\nNOP\n;END TOO MANY ITEMS MESSAGE===========================================\n\n;BEGIN NOT ENOUGH COINS MESSAGE=======================================\nNoCoinsToShop:\nJAL PlaySound\nLI A0 0x25E ; Boo cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x7 ; Character image (Boo)\nLUI A1 hi(NoCoinsToShop_Message)\nADDIU A1 A1 lo(NoCoinsToShop_Message)\n\nJ FinalizeMessage\nNOP\n;END NOT ENOUGH COINS MESSAGE=========================================\n\n;BEGIN Last Turn MESSAGE==============================================\nLastTurn:\nJAL PlaySound\nLI A0 0x25E ; Boo cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x7 ; Character image (Boo)\nLUI A1 hi(LastTurn_Message)\nADDIU A1 A1 lo(LastTurn_Message)\n;END Last Turn MESSAGE================================================\n\nFinalizeMessage:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n\n\nexit:\nLW S5 8(SP)\nLW S6 12(SP)\nLW S4 16(SP)\nLW S3 20(SP)\nLW S1 32(SP)\nLW S2 28(SP)\nLW S0 24(SP)\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n\n\n.align 16\nLastTurn_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Hope you had fun at the carnival\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m out of items\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Please come back next time\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoCoinsToShop_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" boohoo\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough\"\n.byte 0x07\n.ascii \" coins\"\n.byte 0x08\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Try winning more games\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nTooManyItems_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Hey buddy\"\n.byte 0x82 ; Comma (,)\n.ascii \" try using your\"\n.byte 0x0A\n.byte 0x1A,0x1A,0x1A,0x1A\n.ascii \"items before buying more\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGreeting_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Hehe\"\n.byte 0x82 ; Comma (,)\n.ascii \" hello there\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to the carnival\"\n.byte 0x06 ; Blue font\n.ascii \" item shop\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A\n.byte 0x1A,0x1A,0x1A,0x1A\n.ascii \"Oh\"\n.byte 0x82\n.byte 0x03\n.ascii \" Toad\"\n.byte 0x08\n.byte 0x5C\n.ascii \"s not in today\"\n.byte 0x85\n.byte 0xFF,0 ; FF=Pause\n\n.align 20\nItemSelection_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"What would you like to buy\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Mushroom\"\n.byte 0x08 ; White Font\n.byte 0x10,0x10\n.byte 0x1A,0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 5\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Plunder Chest\"\n.byte 0x08 ; White Font\n.byte 0x10,0x10\n.byte 0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 10\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Dueling Glove\"\n.byte 0x10 ; Space ( )\n.byte 0x08 ; White Font\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 10\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Golden Mushroom\"\n.byte 0x08 ; White Font\n.byte 0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 10\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Boo Bell\"\n.byte 0x08 ; White Font\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 15\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Bowser Suit\"\n.byte 0x08 ; White Font\n.byte 0x10,0x10 ; Space\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 10\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Magic Lamp\"\n.byte 0x08 ; White Font\n.byte 0x10,0x10\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 20\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Item Bag \"\n.byte 0x08 ; White Font\n.byte 0x10\n.byte 0x1A,0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 30\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"Nah\"\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\nNotEnoughCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You tryin\"\n.byte 0x5C ; Apostrophe (')\n.ascii \" to scam me\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Choose something you can afford\"\n.byte 0x82 ; Comma (,)\n.ascii \" pal\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nMOVE S4 V0 ; Copy Current Player Index to S4\nMOVE A0 S4 ; Copy Current Player Index to A0\nLI A1 30 ; A1 = The minimum amount of Coins to shop\nJAL PlayerHasCoins ; Checks if Player has the minimum Coins \nNOP\n\nBNE V0 R0 ItemBagChoice ; If the player doesn't have the Coins, exit\nNOP\n\nMOVE A0 S4\nJAL PlayerHasCoins\nLI A1 20\n\nBNE V0 R0 LampChoice\nNOP\n\nMOVE A0 S4\nJAL PlayerHasCoins\nLI A1 15\n\nBNE V0 R0 BellChoice\nNOP\n\nMOVE A0 S4\nJAL PlayerHasCoins\nLI A1 10\n\nBNE V0 R0 TenChoice\nNOP\n\nJ MushroomChoice\nNOP\n\nItemBagChoice:\nJAL GetRandomByte\nNOP\n\nSLTI S2 V0 0x1C\nNOP\nBNE S2 R0 SelectMushroom\nNOP\nSLTI S2 V0 0x38\nNOP\nBNE S2 R0 SelectChest\nNOP\nSLTI S2 V0 0x54\nNOP\nBNE S2 R0 SelectGlove\nNOP\nSLTI S2 V0 0x70\nNOP\nBNE S2 R0 SelectGolden\nNOP\nSLTI S2 V0 0x8C\nNOP\nBNE S2 R0 SelectBell\nNOP\nSLTI S2 V0 0xA8\nNOP\nBNE S2 R0 SelectSuit\nNOP\nSLTI S2 V0 0xC4\nNOP\nBNE S2 R0 SelectLamp\nNOP\nSLTI S2 V0 0xE0\nNOP\nBNE S2 R0 SelectExit\nNOP\n\nLI S6 7\nJ AISelect\nNOP\n\nLampChoice:\nJAL GetRandomByte\nNOP\n\nSLTI S2 V0 0x20\nNOP\nBNE S2 R0 SelectMushroom\nNOP\nSLTI S2 V0 0x40\nNOP\nBNE S2 R0 SelectChest\nNOP\nSLTI S2 V0 0x60\nNOP\nBNE S2 R0 SelectGlove\nNOP\nSLTI S2 V0 0x80\nNOP\nBNE S2 R0 SelectGolden\nNOP\nSLTI S2 V0 0xA0\nNOP\nBNE S2 R0 SelectBell\nNOP\nSLTI S2 V0 0xC0\nNOP\nBNE S2 R0 SelectSuit\nNOP\nSLTI S2 V0 0xE0\nNOP\nBNE S2 R0 SelectExit\nNOP\n\nSelectLamp:\nLI S6 6\nJ AISelect\nNOP\n\nBellChoice:\nJAL GetRandomByte\nNOP\n\nSLTI S2 V0 0x24\nNOP\nBNE S2 R0 SelectMushroom\nNOP\nSLTI S2 V0 0x48\nNOP\nBNE S2 R0 SelectChest\nNOP\nSLTI S2 V0 0x6C\nNOP\nBNE S2 R0 SelectGlove\nNOP\nSLTI S2 V0 0x90\nNOP\nBNE S2 R0 SelectGolden\nNOP\nSLTI S2 V0 0xB4\nNOP\nBNE S2 R0 SelectSuit\nNOP\nSLTI S2 V0 0xD8\nNOP\nBNE S2 R0 SelectExit\nNOP\n\nSelectBell:\nLI S6 4\nJ AISelect\nNOP\n\nTenChoice:\nJAL GetRandomByte\nNOP\n\nSLTI S2 V0 0x2B\nNOP\nBNE S2 R0 SelectChest\nNOP\nSLTI S2 V0 0x56\nNOP\nBNE S2 R0 SelectGlove\nNOP\nSLTI S2 V0 0x81\nNOP\nBNE S2 R0 SelectGolden\nNOP\nSLTI S2 V0 0xAC\nNOP\nBNE S2 R0 SelectSuit\nNOP\nSLTI S2 V0 0xD8\nNOP\n\nMushroomChoice:\nJAL GetRandomByte\nNOP\n\nSLTI S2 V0 0x80\nNOP\nBNE S2 R0 SelectExit\nNOP\n\nSelectMushroom:\nLI S6 0\nJ AISelect\nNOP\n\nSelectChest:\nLI S6 1\nJ AISelect\nNOP\n\nSelectGlove:\nLI S6 2\nJ AISelect\nNOP\n\nSelectGolden:\nLI S6 3\nJ AISelect\nNOP\n\nSelectSuit:\nLI S6 5\nJ AISelect\nNOP\n\nSelectExit:\nLI S6 8\nJ AISelect\nNOP"},"Pick Opponent to Lose Coins":{"language":0,"code":"; NAME: Pick Opponent to Lose Coins\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CoinsToLose\n; PARAM: Space|SpaceToFace\n\n; This event allows you to select a rival to lose coins. The number of\n; coins lost is set by the parameter CoinsToLose. If they have fewer\n; coins, they will lose whatever they have. Selecting a rival who has\n; zero coins will cause the event to end.\n\nADDIU SP SP -56\nSW RA 52(SP)\nSW S0 48(SP)\nSW S1 44(SP)\nSW S2 40(SP)\nSW S3 36(SP)\n\n; S0 = Prompt Choice / Selected Player\n; S1 = Current Player Index\n; S2 = CoinsToLose / AI Logic Helper\n; S3 = Selected Player Struct\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate Player Model===\nLI A0 -1 ; Set current player\nLI A1 8 ; Take 8 frames to rotate\nJAL 0x800ED20C ; Rotate Player Model function\nLI A2 SpaceToFace ; Rotate towards SpaceToFace\n\n;===Get Current Player Index===\nJAL GetCurrentPlayerIndex ; Get current player index at V0\nNOP\nMOVE S1 V0 ; Copy V0 to S1\n\n;===Prompt Message===\nPrompt:\nJAL PlaySound\nLI A0 0x29D ; Bowser roar\n; Visit the following link to get SFX Indexes:\n; https://pastebin.com/H1jxNFqr\n\n;===Prepare Coin String to Display in Message===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Saves # of coins to CoinString\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf ; Converts a number to a text string\nLI A2 CoinsToLose ; Converts the number of coins to a string\n\nJAL GetPlayerStrings ; Get character name strings at V0, V1, T2, T3\nNOP\n\n;===Display Prompt Message===\nSW V1 16(SP) ; A4 (P2 character name string - String #3)\nSW T2 20(SP) ; A5 (P3 character name string - String #4)\nSW T3 24(SP) ; A6 (P4 character name string - String #5)\nLI A0 0x4 ; Character image (-1 for none, 0x4 for Bowser)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(PromptMessage)\nADDIU A1 A1 lo(PromptMessage) ; Load Prompt into message box\nLUI A2 hi(CoinString)\nADDIU A2 A2 lo(CoinString) ; Load CoinString into String #1\nJAL ShowMessage\nMOVE A3 V0 ; Load P1 character name string into String #2\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory prompt closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n;===Check Selected Player===\nBEQ S0 S1 CannotPick ; If choice is current player, then branch\nNOP\n\nMOVE A0 S0\nJAL PlayerHasCoins ; Check if selected player has at least 1 coin\nLI A1 1\n\nBEQZ V0 NoCoins ; V0 = 0 if selected player has no coins\nNOP\n\n;===Success Message===\nJAL PlaySound\nLI A0 0x29D ; Bowser roar\n\nJAL GetPlayerStruct\nMOVE A0 S0 ; Get struct of selected player at V0\nMOVE S3 V0 ; Copy V0 to S3\nLBU A2 3(S3) ; Load character value from offset of player struct\nADDIU A2 A2 0x1C00 ; Add character value to MARIO string at String #1\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x4 ; Character image (-1 for none, 0x4 for Bowser)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(SuccessMessage)\nADDIU A1 A1 lo(SuccessMessage) ; Load SuccessMessage into text box\nJAL ShowMessage\nLI A3 0\n\nJAL MessageCleanup\nNOP\n\n;===Subtract Coins===\nLI S2 CoinsToLose\nMOVE A0 S0\nJAL AdjustPlayerCoinsGradual ; Subtract coins from selected player\nSUBU A1 R0 S2\n\nMOVE A0 S0\nJAL ShowPlayerCoinChange ; Show coin change HUD\nSUBU A1 R0 S2\n\n;===Play Sad Voice===\nLBU A0 3(S3) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; Add character value to Mario's sad voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice\n\nJAL SleepProcess\nLI A0 30 ; Wait for 30 frames\n\n;===Goodbye Message===\nJAL PlaySound\nLI A0 0x29D ; Bowser roar\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x4 ; Character image (-1 for none, 0x4 for Bowser)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(ByeMessage)\nADDIU A1 A1 lo(ByeMessage) ; Load ByeMessage into message box\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL MessageCleanup\nNOP\n\nJ exit\nNOP\n\n;===Display Message When Selecting Yourself===\nCannotPick:\nJAL PlaySound\nLI A0 0x29D ; Bowser roar\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x4 ; Character image (-1 for none, 0x4 for Bowser)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(CannotPickMessage)\nADDIU A1 A1 lo(CannotPickMessage) ; Load CannotPickMessage\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL MessageCleanup\nNOP\n\nJ Prompt\nNOP\n\n;===Display Message When Selected Player Has No Coins===\nNoCoins:\nJAL PlaySound\nLI A0 0x29D ; Bowser roar\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x4 ; Character image (-1 for none, 0x4 for Bowser)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(NoCoinsMessage)\nADDIU A1 A1 lo(NoCoinsMessage) ; Load NoCoinsMessage\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL MessageCleanup\nNOP\n\nexit:\nLW S0 48(SP)\nLW S1 44(SP)\nLW S2 40(SP)\nLW S3 36(SP)\nLW RA 52(SP)\nJR RA\nADDIU SP SP 56\n\n.align 4\n;===Mini Function to Get Character Name Strings===\nGetPlayerStrings:\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLBU T0 0(T1) ; Load character value\nADDIU V0 T0 0x1C00 ; MARIO String\n; Each character's name string is their character value away from\n; Mario's, i.e. Luigi's character value is 1 so the LUIGI name string\n; is 1 away from Mario's at 0x1C01\n\nADDIU T1 T1 0x38 ; Load Player 2's Character Address\nLBU T0 0(T1) ; Load character value\nADDIU V1 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 3's Character Address\nLBU T0 0(T1) ; Load character value\nADDIU T2 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 4's Character Address\nLBU T0 0(T1) ; Load character value\nADDIU T3 T0 0x1C00 ; MARIO String\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n.align 4\n;===Mini Function to Cleanup Message Boxes===\nMessageCleanup:\nADDIU SP SP -32\nSW RA 28(SP)\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Prep for Displaying Coin String===\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\nCoinString:\n.fill 8\n\n.align 16\n;===Message Text===\nPromptMessage:\n.byte 0x0B ; Start the prompt\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Thanks for visiting your resident\"\n.byte 0x03 ; Red font\n.ascii \" Bowser\"\n.byte 0x08 ; White font\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"So who gets to have my special treatment\"\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"and lose \"\n.byte 0x03 ; Red font\n.byte 0x11 ; String #1 (CoinsToLose)\n.ascii \" coins\"\n.byte 0x08 ; White font\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x0A ; Skip 2 lines before prompt options\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Extra padding for option indent\n.byte 0x0C ; Start option\n.byte 0x12 ; String #2 (Player 1 Name)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Extra padding for option indent\n.byte 0x0C ; Start option\n.byte 0x13 ; String #3 (Player 2 Name)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Extra padding for option indent\n.byte 0x0C ; Start option\n.byte 0x14 ; String #4 (Player 3 Name)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Extra padding for option indent\n.byte 0x0C ; Start option\n.byte 0x15 ; String #5 (Player 4 Name)\n.byte 0x0D ; End option\n.byte 0 ; End prompt\n\n.align 16\nSuccessMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Awright\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Here goes nothing\"\n.byte 0xC2,0xC2 ; Double exclamation marks (!!)\n.byte 0xFF,0 ; Wait, press A to close message\n\n.align 16\nByeMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"That was a lot of fun\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Be sure to come visit me again\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to close message\n\n.align 16\nCannotPickMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Are you joking with me\"\n.byte 0xC3 ; Question mark (?)\n.ascii \" Quit wasting\"\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"my time and pick one of your\"\n.byte 0x04 ; Purple font\n.ascii \" rivals\"\n.byte 0x08 ; White font\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to close message\n\n.align 16\nNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"That poor sap doesn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t even have\"\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"a\"\n.byte 0x03 ; Red font\n.ascii \" single coin\"\n.byte 0x08 ; White font\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" How pitiful\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Too bad nothing will happen now\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to close message\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n\n.align 4\n;===AI Logic===\nAILogic:\nLI S0 0 ; Loop counter (player to check)\nLI S2 0 ; Player placement to check, 0 = 1st place, 1 = 2nd, etc.\nLoop:\nJAL GetPlayerPlacement\nMOVE A0 S0\n\nBEQ V0 S2 Select ; If player checked is in highest place, pick them\nNOP\naddloop:\nADDIU S0 S0 1 ; Check next player\nLI T0 4\nBEQ S0 T0 SelectNext ; If all players checked, check next placement\nNOP\nJ Loop\nNOP\nSelect:\nBEQ S0 S1 addloop ; Skip selecting current player\nNOP\nMOVE V0 S0\nJ AISelect ; Go back to selecting prompt\nNOP\nSelectNext:\nLI S0 0 ; Start checking from P1\nADDIU S2 S2 1 ; Start checking for next place\nJ Loop\nNOP"},"Curse House":{"language":0,"code":"; NAME: Curse House\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -80 ; Aligned by 8 to avoid N64 crash\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\nSW S2 64(SP)\nSW S3 60(SP)\nSW S4 56(SP)\nSW S5 52(SP)\nSW S7 48(SP)\nSW S6 44(SP)\n\n.definelabel player_bits_addr,0x800CD0AF\n\n; S6 = Cursed Player's Index\n; S7 = Current Player's Index\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLI S4 0x0\n\nSTART:\nLI T0 0x2\nBEQ S4 T0 secondprompt\nNOP\n\nJAL GetCurrentPlayerIndex ; At V0\nNOP\nMOVE S7 V0\n\nMOVE A0 S7 \nJAL PlayerHasCoins\nADDIU A1 R0 5 \n\nBEQ V0 R0 NoCoins\nNOP\n\nJAL PlaySound\nADDIU A0 R0 0x29F ; Bowser Bark sound\n\nfirstprompt:\nLI S4 0x1\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x4 ; Character image (Bowser)\nLUI A1 hi(CursePrompt)\nADDIU A1 A1 lo(CursePrompt)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AIChoice\nNOP\nAISelect:\nLI A0 0x2\nJAL GetBasicPromptSelection\nMOVE A1 S1 ; A1 now has the AI's decision\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 player's destination based on the choice.\nLI A0 0\nBEQ S0 A0 slowcurse\nNOP\nLI A0 1\nBEQ S0 A0 reversecurse\nNOP\nLI A0 2\nBEQ S0 A0 doublecurse\nNOP\nLI A0 3\nBEQ S0 A0 rejected\nNOP\nLI A0 4\nBEQ S0 A0 view_map\nNOP\n\nslowcurse:\nLI S3 0x1\nJ secondprompt\nNOP\n\nreversecurse:\nMOVE A0 S7\nJAL PlayerHasCoins\nLI A1 10\n\nBEQ V0 R0 NoCoinsforReverse\nNOP\n\nLI S3 0x2\nJ secondprompt\nNOP\n\ndoublecurse:\nMOVE A0 S7\nJAL PlayerHasCoins\nLI A1 10\n\nBEQ V0 R0 NoCoinsforReverse\nNOP\n\nLI S3 0x3\n\n;=====================================================================\nsecondprompt:\nBEQ S7 R0 A2isP2 ; If it's Player 1, branch \nNOP\n\nLUI S0 hi(p1_char)\nADDIU S0 S0 lo(p1_char)\nLBU S0 0(S0)\nADDIU S0 S0 0x1c00\nJ A3check\nNOP\n\nA2isP2:\nLUI S0 hi(p2_char)\nADDIU S0 S0 lo(p2_char)\nLBU S0 0(S0)\nADDIU S0 S0 0x1c00\n;=========================================\nA3check:\nSLTI T1 S7 2 ; S0 = 1 if it's Player 1 or 2\nNOP\nBNE T1 R0 A3isP3 ; If Player 1 or 2 is selecting, curse Player 3\nNOP\n\nLUI S2 hi(p2_char)\nADDIU S2 S2 lo(p2_char)\nLBU S2 0(S2)\nADDIU S2 S2 0x1c00\nJ S5check\nNOP\n\nA3isP3:\nLUI S2 hi(p3_char)\nADDIU S2 S2 lo(p3_char)\nLBU S2 0(S2)\nADDIU S2 S2 0x1c00\n;====================================\nS5check:\nLI T0 0x3\nBNE S7 T0 S5isP4 ; If it's not Player 4, branch\nNOP\n\nLUI S5 hi(p3_char)\nADDIU S5 S5 lo(p3_char)\nLBU S5 0(S5)\nADDIU S5 S5 0x1c00\nJ continueprompt\nNOP\n\nS5isP4:\nLUI S5 hi(p4_char)\nADDIU S5 S5 lo(p4_char)\nLBU S5 0(S5)\nADDIU S5 S5 0x1c00\n\nJAL PlaySound\nLI A0 0x29C ; Bowser Laugh sound\n\ncontinueprompt:\nLI S4 0x2\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 0x4 ; Character image (Bowser)\nLUI A1 hi(CurseWho)\nADDIU A1 A1 lo(CurseWho)\nMOVE A2 S0\nMOVE A3 S2\nSW S5 16(SP)\nJAL 0x800EC8EC ; ShowMessage\nNOP\n\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.\nJ AIChoice2\nNOP\nAISelection:\nLI A0 0x2\nJAL GetBasicPromptSelection\nMOVE A1 S1 ; A1 now has the AI's decision\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 player's destination based on the choice.\nLI A0 0\nBEQ S0 A0 firstplayer\nNOP\nLI A0 1\nBEQ S0 A0 secondplayer\nNOP\nLI A0 2\nBEQ S0 A0 thirdplayer\nNOP\nLI A0 3\nBEQ S0 A0 firstprompt\nNOP\nLI A0 4\nBEQ S0 A0 view_map\nNOP\n\nfirstplayer:\nBEQ S7 R0 curseplayer2 ; If Player 1 is selecting, curse Player 2\nNOP\nJ curseplayer1 ; If not, they chose Player 1\nNOP\n\n\nsecondplayer:\nSLTI S0 S7 2 ; S0 = 1 if it's Player 1 or 2\nNOP\nBNE S0 R0 curseplayer3 ; If Player 1 or 2 is selecting, curse Player 3\nNOP\nJ curseplayer2 ; If not, they chose Player 2\nNOP\n\n\nthirdplayer:\nLI T0 0x3\nBEQ S7 T0 curseplayer3 ; If Player 4 is selecting, curse Player 3\nNOP\nJ curseplayer4 ; If not, they chose Player 4\nNOP\n\n\ncurseplayer1:\nLI S6 0\nLI T0 0x1\nBEQ S3 T0 slowcursep1\nNOP\nLI T0 0x3\nBEQ S3 T0 doublecursep1\nNOP\n\nADDIU S0 R0 0xD0\nADDIU T0 R0 0x28\nADDIU T1 R0 0x84\n\nLUI S1 hi(0x800D111F)\nADDIU S1 S1 lo(0x800D111F)\nLBU S2 0(S1)\nBEQ S2 T0 p1cursed ; If Player 1 is cursed; go to p1cursed\nNOP\nBEQ S2 S0 alreadycursed\nNOP\nBEQ S2 T1 alreadycursed\nNOP\nSB S0 0(S1)\nJ message\nNOP\n\np1cursed:\nADDIU S2 R0 0xD8\nSB S2 0(S1)\nJ message\nNOP\n\nslowcursep1:\nADDIU A0 R0 0x0 ; Obtain Bit 0 from the Cursed Die flag\nJAL GetPlayerBit\nNOP\n\nBNE V0 R0 alreadycursed\nNOP\n\nADDIU S0 R0 0x28\n\nLUI S1 hi(0x800D111F)\nADDIU S1 S1 lo(0x800D111F)\nLBU S2 0(S1)\nADDIU T0 R0 0xD0\nBEQ S2 T0 p1reversed ; If P1 is on Reverse, go to p1reversed\nADDIU T0 R0 0x84\nBEQ S2 T0 p1reversed2 ; If P1 is on Reverse, go to p1reversed\nSB S0 0(S1)\nJ curseddieflag\nNOP\n\np1reversed:\nADDIU S2 R0 0xB8\nSB S2 0(S1)\nJ curseddieflag\nNOP\np1reversed2:\nADDIU S2 R0 0xA8\nSB S2 0(S1)\n\ncurseddieflag:\nLUI S1 hi(0x800CD0AF)\nADDIU S1 S1 lo(0x800CD0AF) ; Load Cursed Die Address\nLB S2 0(S1) ; S2 contains Cursed Die Address Value\nADDIU S2 S2 0x1 ; Add 1 to Curse only Player 1\nSB S2 0(S1)\nJ message\nNOP\n\ndoublecursep1:\nADDIU A0 R0 0x0 ; Obtain Bit 0 from the Cursed Die flag\nJAL GetPlayerBit\nNOP\n\nBNE V0 R0 checkdoublecursep1\nNOP\n\nLUI S1 hi(0x800D111F)\nADDIU S1 S1 lo(0x800D111F) ; Load P1's Status Flag\nLI T0 0xD8\nSB T0 0(S1)\n\nLUI S1 hi(0x800CD0AF)\nADDIU S1 S1 lo(0x800CD0AF) ; Load Cursed Die Address\nLB S2 0(S1) ; S2 contains Cursed Die Address Value\nADDIU S2 S2 0x1 ; Add 1 to Curse only Player 1\nSB S2 0(S1)\nJ message\nNOP\n\ncheckdoublecursep1:\nLUI S1 hi(0x800D111F)\nADDIU S1 S1 lo(0x800D111F) ; Load P1's Status Flag\nLBU S2 0(S1)\nLI T0 0x0A \nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x28\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x82\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x84\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x8C\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x92\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x94\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xA8\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xB8\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xD0\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xD8\nBEQ T0 S2 alreadycursed\nNOP\n\nLUI S1 hi(0x800D111F)\nADDIU S1 S1 lo(0x800D111F) ; Load P1's Status Flag\nLI T0 0xD8\nSB T0 0(S1)\nJ message\nNOP\n\n\n\ncurseplayer2:\nLI S6 1\nLI T0 0x1\nBEQ S3 T0 slowcursep2\nNOP\nLI T0 0x3\nBEQ S3 T0 doublecursep2\nNOP\n\nADDIU S0 R0 0xD0\nADDIU T0 R0 0x28\nADDIU T1 R0 0x84\n\nLUI S1 hi(0x800D1157)\nADDIU S1 S1 lo(0x800D1157)\nLBU S2 0(S1)\nBEQ S2 T0 p2cursed ; If Player 2 is cursed; go to p2cursed\nNOP\nBEQ S2 S0 alreadycursed\nNOP\nBEQ S2 T1 alreadycursed\nNOP\nSB S0 0(S1)\nJ message\nNOP\n\np2cursed:\nADDIU S2 R0 0xD8\nSB S2 0(S1)\nJ message\nNOP\n\nslowcursep2:\nADDIU A0 R0 0x1 ; Player 2's Index to get their Curse Status\nJAL GetPlayerBit\nNOP\n\nBNE V0 R0 alreadycursed\nNOP\n\nADDIU S0 R0 0x28\n\nLUI S1 hi(0x800D1157)\nADDIU S1 S1 lo(0x800D1157)\nLBU S2 0(S1)\nADDIU T0 R0 0xD0\nBEQ S2 T0 p2reversed ; If P1 is on Reverse, go to p1reversed\nADDIU T0 R0 0x84\nBEQ S2 T0 p2reversed2 ; If P1 is on Reverse, go to p1reversed\nSB S0 0(S1)\nJ curseddieflag2\nNOP\n\np2reversed:\nADDIU S2 R0 0xB8\nSB S2 0(S1)\nJ curseddieflag2\nNOP\np2reversed2:\nADDIU S2 R0 0xA8\nSB S2 0(S1)\n\ncurseddieflag2:\nLUI S1 hi(0x800CD0AF)\nADDIU S1 S1 lo(0x800CD0AF) ; Load Cursed Die Address\nLB S2 0(S1) ; S2 contains Cursed Die Address Value\nADDIU S2 S2 0x2 ; Add 2 to Curse only Player 2\nSB S2 0(S1)\nJ message\nNOP\n\ndoublecursep2:\nADDIU A0 R0 0x1 ; Obtain Bit 1 from the Cursed Die flag\nJAL GetPlayerBit\nNOP\n\nBNE V0 R0 checkdoublecursep2\nNOP\n\nLUI S1 hi(0x800D1157)\nADDIU S1 S1 lo(0x800D1157) ; Load P2's Status Flag\nLI T0 0xD8\nSB T0 0(S1)\n\nLUI S1 hi(0x800CD0AF)\nADDIU S1 S1 lo(0x800CD0AF) ; Load Cursed Die Address\nLB S2 0(S1) ; S2 contains Cursed Die Address Value\nADDIU S2 S2 0x2 ; Add 2 to Curse only Player 2\nSB S2 0(S1)\nJ message\nNOP\n\ncheckdoublecursep2:\nLUI S1 hi(0x800D1157)\nADDIU S1 S1 lo(0x800D1157) ; Load P2's Status Flag\nLBU S2 0(S1)\nLI T0 0x0A \nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x28\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x82\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x84\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x8C\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x92\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x94\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xA8\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xB8\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xD0\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xD8\nBEQ T0 S2 alreadycursed\nNOP\n\nLUI S1 hi(0x800D1157)\nADDIU S1 S1 lo(0x800D1157) ; Load P2's Status Flag\nLI T0 0xD8\nSB T0 0(S1)\nJ message\nNOP\n\n\n\ncurseplayer3:\nLI S6 2\nLI T0 0x1\nBEQ S3 T0 slowcursep3\nNOP\nLI T0 0x3\nBEQ S3 T0 doublecursep3\nNOP\n\nADDIU S0 R0 0xD0\nADDIU T0 R0 0x28\nADDIU T1 R0 0x84\n\nLUI S1 hi(0x800D118F)\nADDIU S1 S1 lo(0x800D118F)\nLBU S2 0(S1)\nBEQ S2 T0 p3cursed ; If Player 2 is cursed; go to p2cursed\nNOP\nBEQ S2 S0 alreadycursed\nNOP\nBEQ S2 T1 alreadycursed\nNOP\nSB S0 0(S1)\nJ message\nNOP\n\np3cursed:\nADDIU S2 R0 0xD8\nSB S2 0(S1)\nJ message\nNOP\n\nslowcursep3:\nADDIU A0 R0 0x2 ; Player 3's Index to get their Curse Status\nJAL GetPlayerBit\nNOP\n\nBNE V0 R0 alreadycursed\nNOP\n\nADDIU S0 R0 0x28\n\nLUI S1 hi(0x800D118F)\nADDIU S1 S1 lo(0x800D118F)\nLBU S2 0(S1)\nADDIU T0 R0 0xD0\nBEQ S2 T0 p3reversed ; If P1 is on Reverse, go to p1reversed\nADDIU T0 R0 0x84\nBEQ S2 T0 p3reversed2 ; If P1 is on Reverse, go to p1reversed\nSB S0 0(S1)\nJ curseddieflag3\nNOP\n\np3reversed:\nADDIU S2 R0 0xB8\nSB S2 0(S1)\nJ curseddieflag3\nNOP\np3reversed2:\nADDIU S2 R0 0xA8\nSB S2 0(S1)\n\ncurseddieflag3:\nLUI S1 hi(0x800CD0AF)\nADDIU S1 S1 lo(0x800CD0AF) ; Load Cursed Die Address\nLB S2 0(S1) ; S2 contains Cursed Die Address Value\nADDIU S2 S2 0x4 ; Add 4 to Curse only Player 3\nSB S2 0(S1)\nJ message\nNOP\n\ndoublecursep3:\nADDIU A0 R0 0x2 ; Obtain Bit 2 from the Cursed Die flag\nJAL GetPlayerBit\nNOP\n\nBNE V0 R0 checkdoublecursep3\nNOP\n\nLUI S1 hi(0x800D118F)\nADDIU S1 S1 lo(0x800D118F) ; Load P3's Status Flag\nLI T0 0xD8\nSB T0 0(S1)\n\nLUI S1 hi(0x800CD0AF)\nADDIU S1 S1 lo(0x800CD0AF) ; Load Cursed Die Address\nLB S2 0(S1) ; S2 contains Cursed Die Address Value\nADDIU S2 S2 0x4 ; Add 4 to Curse only Player 3\nSB S2 0(S1)\nJ message\nNOP\n\ncheckdoublecursep3:\nLUI S1 hi(0x800D118F)\nADDIU S1 S1 lo(0x800D118F) ; Load P3's Status Flag\nLBU S2 0(S1)\nLI T0 0x0A \nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x28\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x82\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x84\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x8C\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x92\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x94\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xA8\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xB8\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xD0\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xD8\nBEQ T0 S2 alreadycursed\nNOP\n\nLUI S1 hi(0x800D118F)\nADDIU S1 S1 lo(0x800D118F) ; Load P3's Status Flag\nLI T0 0xD8\nSB T0 0(S1)\nJ message\nNOP\n\n\n\ncurseplayer4:\nLI S6 3\nLI T0 0x1\nBEQ S3 T0 slowcursep4\nNOP\nLI T0 0x3\nBEQ S3 T0 doublecursep4\nNOP\n\nADDIU S0 R0 0xD0\nADDIU T0 R0 0x28\nADDIU T1 R0 0x84\n\nLUI S1 hi(0x800D11C7)\nADDIU S1 S1 lo(0x800D11C7)\nLBU S2 0(S1)\nBEQ S2 T0 p4cursed ; If Player 4 is cursed; go to p4cursed\nNOP\nBEQ S2 S0 alreadycursed\nNOP\nBEQ S2 T1 alreadycursed\nNOP\nSB S0 0(S1)\nJ message\nNOP\n\np4cursed:\nADDIU S2 R0 0xD8\nSB S2 0(S1)\nJ message\nNOP\n\nslowcursep4:\nADDIU A0 R0 0x3 ; Player 4's Index to get their Curse Status\nJAL GetPlayerBit\nNOP\n\nBNE V0 R0 alreadycursed\nNOP\n\nADDIU S0 R0 0x28\n\nLUI S1 hi(0x800D11C7)\nADDIU S1 S1 lo(0x800D11C7)\nLBU S2 0(S1)\nADDIU T0 R0 0xD0\nBEQ S2 T0 p4reversed ; If P1 is on Reverse, go to p1reversed\nADDIU T0 R0 0x84\nBEQ S2 T0 p4reversed2 ; If P1 is on Reverse, go to p1reversed\nSB S0 0(S1)\nJ curseddieflag4\nNOP\n\np4reversed:\nADDIU S2 R0 0xB8\nSB S2 0(S1)\nJ curseddieflag4\nNOP\np4reversed2:\nADDIU S2 R0 0xA8\nSB S2 0(S1)\n\ncurseddieflag4:\nLUI S1 hi(0x800CD0AF)\nADDIU S1 S1 lo(0x800CD0AF) ; Load Cursed Die Address\nLB S2 0(S1) ; S2 contains Cursed Die Address Value\nADDIU S2 S2 0x8 ; Add 8 to Curse only Player 4\nSB S2 0(S1)\nJ message\nNOP\n\ndoublecursep4:\nADDIU A0 R0 0x3 ; Obtain Bit 3 from the Cursed Die flag\nJAL GetPlayerBit\nNOP\n\nBNE V0 R0 checkdoublecursep4\nNOP\n\nLUI S1 hi(0x800D11C7)\nADDIU S1 S1 lo(0x800D11C7) ; Load P4's Status Flag\nLI T0 0xD8\nSB T0 0(S1)\n\nLUI S1 hi(0x800CD0AF)\nADDIU S1 S1 lo(0x800CD0AF) ; Load Cursed Die Address\nLB S2 0(S1) ; S2 contains Cursed Die Address Value\nADDIU S2 S2 0x8 ; Add 8 to Curse only Player 4\nSB S2 0(S1)\nJ message\nNOP\n\ncheckdoublecursep4:\nLUI S1 hi(0x800D11C7)\nADDIU S1 S1 lo(0x800D11C7) ; Load P4's Status Flag\nLBU S2 0(S1)\nLI T0 0x0A \nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x28\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x82\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x84\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x8C\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x92\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0x94\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xA8\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xB8\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xD0\nBEQ T0 S2 alreadycursed\nNOP\nLI T0 0xD8\nBEQ T0 S2 alreadycursed\nNOP\n\nLUI S1 hi(0x800D11C7)\nADDIU S1 S1 lo(0x800D11C7) ; Load P4's Status Flag\nLI T0 0xD8\nSB T0 0(S1)\nJ message\nNOP\n\n\n\nmessage:\nLI T0 0x2\nBEQ T0 S3 take10\nNOP\nLI T0 0x3\nBEQ T0 S3 take10\nNOP\n\nMOVE A0 S7 ; Assigns Current Player's Index to A0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nLI A1 -5\n\nJ message2\nNOP \n\ntake10:\nMOVE A0 S7 ; Assigns Current Player's Index to A0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nLI A1 -10\n\nJ message2\nNOP\n\ntake20:\nMOVE A0 S7 ; Assigns Current Player's Index to A0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nLI A1 -20 \n\n\nmessage2:\nJAL SleepProcess ; Sleeps for 30 frames\nLI A0 30\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x4 ; Character image (Bowser)\nLUI A1 hi(CurseChant)\nADDIU A1 A1 lo(CurseChant)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess ; Sleeps for 17 frames\nLI A0 17\n\nJAL PlaySound\nLI A0 0x153 ; Curse sound\n\nMOVE A0 S6\nJAL PlaySadVoice\nNOP\n\nJAL SleepProcess ; Sleeps for 30 frames\nLI A0 30\n\nLI A0 0\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess ; Sleeps for 16 frames\nLI A0 16\n\n\nJAL PlaySound\nLI A0 0x29C ; Bowser Laugh sound\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x4 ; Character image (Bowser)\nLUI A1 hi(CurseEnd)\nADDIU A1 A1 lo(CurseEnd)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\nalreadycursed:\nJAL PlaySound\nLI A0 0x29E ; Bowser Growl sound\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x4 ; Character image (Bowser)\nLUI A1 hi(playeralreadycursed)\nADDIU A1 A1 lo(playeralreadycursed)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ secondprompt\nNOP\n\n\nview_map:\nJAL ViewBoardMap\nNOP\nJ START\nNOP\n\nNoCoinsforReverse:\nJAL PlaySound\nLI A0 0x29E ; Bowser Growl sound\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x4 ; Character image (Bowser)\nLUI A1 hi(NotEnoughCoinsReverse)\nADDIU A1 A1 lo(NotEnoughCoinsReverse)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ firstprompt\nNOP\n\nrejected:\nADDIU A0 R0 0x29D ; Bowser Roar sound\nJAL PlaySound\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x4 ; Character image (Bowser)\nLUI A1 hi(PlayerRejects)\nADDIU A1 A1 lo(PlayerRejects)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ exit\nNOP\n\nNoCoins:\nADDIU A0 R0 0x29D ; Bowser Roar sound\nJAL PlaySound\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x4 ; Character image (Bowser)\nLUI A1 hi(NotEnoughCoins)\nADDIU A1 A1 lo(NotEnoughCoins)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ exit\nNOP\n\n\n\nexit:\nLW S6 44(SP)\nLW RA 76(SP)\nLW S0 72(SP)\nLW S1 68(SP)\nLW S2 64(SP)\nLW S3 60(SP)\nLW S4 56(SP)\nLW S5 52(SP)\nLW S7 48(SP)\nJR RA\nADDIU SP SP 80\n\n\n\n; Gets player A0's bit value\n; A0 = player index (0, 1, 2, 3)\nGetPlayerBit:\nADDIU SP SP -8\nSW RA 0(SP)\n\nADDIU T0 R0 1\nSLLV T0 T0 A0 ; shift bit mask into position\n\nLUI T1 hi(player_bits_addr)\nADDIU T1 T1 lo(player_bits_addr)\nLB T1 0(T1)\n\nAND T2 T1 T0\n\nBEQ T2 R0 ret_zero\nNOP\n\nret_one:\nADDIU V1 R0 1\nJ getplayerbit_exit\nNOP\n\nret_zero:\nADDU V0 R0 R0\n\ngetplayerbit_exit:\nLW RA 0(SP)\nJR RA\nADDIU SP SP 8\n\n\n\n.align 8\nPlaySadVoice:\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\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 Star address\nLBU T0 0(T1) ; Load address value into S2\n\nADDIU V0 T0 0x287 ; Mario's Sad Voice Index\n\nJAL PlaySound\nMOVE A0 V0\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n\n\n.align 16\nNotEnoughCoins:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"What\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s this\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Go on\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Scram\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Marks (!!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNotEnoughCoinsReverse:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins for this\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Now quit wasting my time\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nCursePrompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"What\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A \n.ascii \"You want me to cast a curse on someone\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; Newline\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x04 ; Purple Font\n.ascii \"Slow Curse\"\n.byte 0x08 ; White Font\n.byte 0x1A,0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \"5\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x05 ; Green Font\n.ascii \"Reverse Curse\"\n.byte 0x08 ; White Font\n.byte 0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x03 ; Red Font\n.ascii \"Double Curse\"\n.byte 0x08 ; White Font\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"Nope\"\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\nCurseWho:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Gwah\"\n.byte 0x82 ; Comma (,)\n.ascii \" hah\"\n.byte 0x82 ; Comma (,)\n.ascii \" hah\"\n.byte 0x82 ; Comma (,)\n.ascii \" HAH\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Who is the unlucky sap\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; Newline\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x11 ; String #1\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x12 ; String 2\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x13 ; String #3\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"Go Back\"\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\nCurseChant:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"All right\"\n.byte 0x82 ; Comma (,)\n.ascii \" here goes\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"C\"\n.byte 0x3D ; - (minus)\n.ascii \"U\"\n.byte 0x3D ; - (minus)\n.ascii \"R\"\n.byte 0x3D ; - (minus)\n.ascii \"S\"\n.byte 0x3D ; - (minus)\n.ascii \"E\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Marks (!!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nCurseEnd:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Gwah\"\n.byte 0x82 ; Comma (,)\n.ascii \" hah\"\n.byte 0x82 ; Comma (,)\n.ascii \" HAH\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Thanks for your business\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Now get out\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nPlayerRejects:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Why are you still here\"\n.byte 0x82 ; Comma (,)\n.ascii \" then\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Get out of my sight\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nplayeralreadycursed:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"This player is already cursed\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Now hurry up\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAIChoice:\nMOVE A0 S7\nJAL PlayerHasCoins\nLI A1 30\n\nBEQ V0 R0 ChooseNothing\nNOP\n\nrollagain:\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 25\nNOP\nBNE S0 R0 ChooseOption1\nNOP\n\nSLTI S0 V0 50\nNOP\nBNE S0 R0 ChooseOption2\nNOP\n\nSLTI S0 V0 75\nNOP\nBNE S0 R0 ChooseOption3\nNOP\n\nSLTI S0 V0 100\nNOP\nBNE S0 R0 ChooseNothing\nNOP\n\nJ rollagain\nNOP\n\nChooseOption1:\nLI S1 0x0\nJ AISelect\nNOP\n\nChooseOption2:\nLI S1 0x1\nJ AISelect\nNOP\n\nChooseOption3:\nLI S1 2\nJ AISelect\nNOP\n\nChooseNothing:\nLI S1 3\nJ AISelect\nNOP\n\n.align 4\nAIChoice2:\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 25\nNOP\nBNE S0 R0 ChoosePlayer1\nNOP\n\nSLTI S0 V0 50\nNOP\nBNE S0 R0 ChoosePlayer2\nNOP\n\nSLTI S0 V0 75\nNOP\nBNE S0 R0 ChoosePlayer3\nNOP\n\nSLTI S0 V0 100\nNOP\nBNE S0 R0 ChooseNobody\nNOP\n\nJ AIChoice2\nNOP\n\nChoosePlayer1:\nLI S1 0x0\nJ AISelection\nNOP\n\nChoosePlayer2:\nLI S1 0x1\nJ AISelection\nNOP\n\nChoosePlayer3:\nLI S1 2\nJ AISelection\nNOP\n\nChooseNobody:\nLI S1 3\nJ AISelection\nNOP"},"[PD] Cannon":{"language":0,"code":"; NAME: [PD] Cannon\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Landing1\n; PARAM: Space|Landing2\n; PARAM: Space|Landing3\n; PARAM: Number|CoinsToLose\n\nADDIU SP SP -72\nSW RA 68(SP)\nSW S0 64(SP)\nSW S1 60(SP)\nSW S2 56(SP)\nSW S3 52(SP)\nSW S4 48(SP)\nSW S5 44(SP)\nSW S6 40(SP)\nSW S7 36(SP)\n\n\n\nLI A0 4 ; 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\nJAL PlaySound\nLI A0 0x1A5 ; Mech Sound\n\nJAL SleepProcess\nLI A0 135 ; Sleep for 135 frames\n\nJAL PlaySound\nLI A0 0x2FA ; Cannon Blast Sound\n\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP \n\nMOVE A0 V0 ; Pass Index to A0\nJAL getsadvoice ; Current Player's Sad voice at V0\nNOP\n\nJAL SleepProcess\nLI A0 30 ; Sleep 30 Frames\n\nJAL PlaySound\nLI A0 0x68 ; Bonk Sound\n\nJAL SleepProcess\nLI A0 20 ; Sleep 20 Frames\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nLI T0 3\nDIVU V0 T0 ; Divide the random int by 3\nMFHI T0 ; Move remainder to T0\n\nBEQ T0 R0 LandingSpot1\nNOP\nLI T1 1\nBEQ T0 T1 LandingSpot2\nNOP\nJ LandingSpot3\nNOP\n\nLandingSpot1:\nLI S4 Landing1_chain_index\nLI S5 Landing1_chain_space_index\nJ Continue\nNOP\n\nLandingSpot2:\nLI S4 Landing2_chain_index\nLI S5 Landing2_chain_space_index\nJ Continue\nNOP\n\nLandingSpot3:\nLI S4 Landing3_chain_index\nLI S5 Landing3_chain_space_index\n\nContinue:\nLI S3 0 ; Start checking Player 1\n\nLOOP:\nLI T0 4\nBEQ S3 T0 exitloop ; Once all 4 players have been checked, exit\nNOP\n\nLUI S1 hi(p1_cur_chain_index)\nADDIU S1 S1 lo(p1_cur_chain_index)\nLUI S2 hi(p1_cur_space_index)\nADDIU S2 S2 lo(p1_cur_space_index)\n\nLI T0 0x38 ; Distance between player's addresses \nMULT S3 T0 ; Multiply by player's index\nMFLO T0 ; Move result to T0\n\nADDU S1 S1 T0 ; Add to player's current chain address\nADDU S2 S2 T0 ; Add to player's current space address\n\nLBU S1 0(S1)\nLBU S2 0(S2)\n\nMOVE A0 S1\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; True Space Index at V0\nMOVE A1 S2\n\nMOVE S0 V0 ; True Space Index moved to T0 (Where player is)\n\n\nMOVE A0 S4\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; True Space Index at V0\nMOVE A1 S5\n\nBEQ V0 S0 takecoins ; If Player is on Landing Spot, take their Coins\nNOP\n\nadd1:\nADDIU S3 S3 1\n\nJ LOOP\nNOP\n\ntakecoins:\nMOVE A0 S3 ; Player's Index\nJAL AdjustPlayerCoinsGradual\nLI A1 CoinsToLose ; Amount of Coins to lose\n\nMOVE A0 S3 ; Pass Index to A0\nJAL getsadvoice ; Current Player's Sad voice at V0\nNOP\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 Frames \n\nJ add1\nNOP\n\nexitloop:\nLI T1 -1\n\nMOVE A0 S4\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; True Space Index at V0\nMOVE A1 S5\n\nMOVE S7 V0\n\nMOVE A0 S7 ; Pass True Space Index to A0\nJAL SetSpaceType\nLI A1 4 ; Happening Space Index\n\nLI A0 -1 ; Current Player's Index\nMOVE A1 S4 ; Chain Index\nJAL SetPlayerOntoChain\nMOVE A2 S5 ; Space Index\n\nLI A0 -1 ; Current Player's Index\nMOVE A1 S4 ; Chain Index\nJAL SetNextChainAndSpace\nADDIU A2 S5 1 ; Add 1 to get the Space in front\n\nLI A0 -1 ; Current Player's Index\nMOVE A1 S4 ; Chain Index\nJAL SetPrevChainAndSpace\nSUBU A2 S5 T1 ; Reduce 1 to get the Space behind\n\nJAL GetPlayerStruct ; Player Struct at V0\nLI A0 -1 ; Current Player\nMOVE S5 V0\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 S7 ; True Space Index\n\nADDIU V0 V0 8 ; This gets the X pos of the space\nLW V1 0(V0) \nMOVE T0 V1 ; Copy to T0\n\nADDIU V0 V0 8 ; This gets the Y pos of the space\nLW V1 0(V0)\nMOVE T1 V1 ; Copy to T1\n\nLI T2 0x41200000 ; Float value for 10?\nMTC1 T2 F0 ; Move Float to F1?\nMTC1 T1 F1 ; Move Space Y Pos float to F1?\nADD.S F0 F0 F1 ; Add the floats for maximum floatiness\nMFC1 T1 F0 ; Move total to T1?\n\nLW V1 0x24(S5) ; Load Offset 24 into V1\nADDIU V1 V1 0xC ; Add 0xC to get current player's X Coords\nSW T0 0(V1) \n\nADDIU V1 V1 8 ; This should load current player's Y Coords\nSW T1 0(V1)\n\nLI A0 -1 ; Current Player\nLI A1 4 ; Dizzy Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop \n\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 31\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(Cannon_Message)\nADDIU A1 A1 lo(Cannon_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\n\nMOVE A0 S7\nJAL DeactivateHiddenBlocks\nNOP\n\nexit:\nLW RA 68(SP)\nLW S0 64(SP)\nLW S1 60(SP)\nLW S2 56(SP)\nLW S3 52(SP)\nLW S4 48(SP)\nLW S5 44(SP)\nLW S6 40(SP)\nLW S7 36(SP)\nJR RA\nADDIU SP SP 72\n\n\n\ngetsadvoice:\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\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 Star address\nLBU T0 0(T1) ; Load address value into S2\n\nADDIU V0 T0 0x287 ; Mario's Sad Voice Index\n\nJAL PlaySound\nMOVE A0 V0\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n\n\n.align 4\nDeactivateHiddenBlocks:\n; A0 = True Space Index \nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T1 hi(hidden_block_star_space_index)\nADDIU T1 T1 lo(hidden_block_star_space_index)\nLB T0 0(T1) ; Load Value of Star HB Address to T0\nBEQ T0 A0 movestarHB\nNOP\nLUI T1 hi(hidden_block_coins_space_index)\nADDIU T1 T1 lo(hidden_block_coins_space_index)\nLB T0 0(T1) ; Load Value of Coin HB Address to T0\nBEQ T0 A0 movecoinsHB\nNOP\nLUI T1 hi(hidden_block_item_space_index)\nADDIU T1 T1 lo(hidden_block_item_space_index)\nLB T0 0(T1) ; Load Value of Item HB Address to T0\nBEQ T0 A0 moveitemHB\nNOP\nJ DeactivateHiddenBlocks_exit\nNOP\n\nmovestarHB:\nLUI T2 hi(0x800CD096)\nADDIU T2 T2 lo(0x800CD096) ; Load Free RAM Address to T2\nSB T0 0(T2) ; Store HB's True Space Index \nLI T0 0xFF\nSB T0 0(T1) ; Removes HB from the Star HB Address\nJ DeactivateHiddenBlocks_exit\nNOP\n\nmovecoinsHB:\nLUI T2 hi(0x800CD097)\nADDIU T2 T2 lo(0x800CD097) ; Load Free RAM Address to T2\nSB T0 0(T2) ; Store HB's True Space Index \nLI T0 0xFF\nSB T0 0(T1) ; Removes HB from the Coins HB Address\nJ DeactivateHiddenBlocks_exit\nNOP\n\nmoveitemHB:\nLUI T2 hi(0x800CD098)\nADDIU T2 T2 lo(0x800CD098) ; Load Free RAM Address to T2\nSB T0 0(T2) ; Store HB's True Space Index \nLI T0 0xFF\nSB T0 0(T1) ; Removes HB from the Item HB Address\n\nDeactivateHiddenBlocks_exit:\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n.align 16\nCannon_Message:\n.ascii \"You were blasted out of the cannon\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause"},"Give Coins With Message":{"language":0,"code":"; NAME: Give Coins With Message\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|coins\n\n; This is a variation on \"Adjust Player Coins\" that also\n; demonstrates how to inject values into messages.\nADDIU SP SP -32\nSW RA 28(SP)\n\n; Get character used by current player.\n; We're going to put their name in the message.\nJAL GetCurrentPlayerIndex\nNOP\nSLL V1 V0 3\nSUBU V1 V1 V0\nSLL V0 V1 3\nLUI A2 hi(p1_char)\nADDU A2 A2 V0\nLBU A2 lo(p1_char)(A2)\n\n; We're also going to put the coin count in the string.\n; We need to convert it to a string.\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nADDIU A2 R0 coins\n\n; Show a message\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message)\nADDIU A1 A1 lo(message)\nMOVE A2 V0\nLUI A3 hi(coin_string_loc)\nADDIU A3 A3 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nNOP\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Give the player the coins\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual\nADDIU A1 R0 coins\n\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange\nADDIU A1 R0 coins\n\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nmessage:\n.ascii \"You\"\n.byte 0x5C ; '\n.ascii \"re not poor \"\n.byte 0x11 ; First inserted value marker.\n.byte 0xC2 ; !\n.ascii \" You got \"\n.byte 0x12 ; Second inserted value marker.\n.ascii \"coins\"\n.byte 0xC2 ; !\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nGetCurrentPlayerCharacterString:\nADDIU SP SP -32\nSW RA 28(SP)\n\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\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 V0 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 S2\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"},"[PD] Tumble Space Guaranteed":{"language":0,"code":"; NAME: [PD] Tumble Space Guaranteed\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -88\nSW RA 80(SP)\nSW S0 76(SP)\nSW S1 64(SP)\nSW S3 60(SP)\nSW S4 56(SP)\nSW S5 52(SP)\nSW S6 48(SP)\nSW S7 44(SP)\n\n; S1 = Multiplier for Bonus\n; S3 = Current Player's Index\n; S4 = 4\n; S5 = Coins for Bonus/Giveaway\n; S6 = Current Turn Tier\n; S7 = Current Turn Tier + Current Player's Placing (0-11)\n\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\nMOVE S3 V0 ; Move Current Player's Index to S3\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 256 ; S0 = 1 if the number is less than 64\nNOP\nBEQ S0 R0 give3coins \nNOP\n\nLI S4 4\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\nLI S7 0 ; Early Game Value on S7\nLI A2 0x6\nSLT S0 T1 A2\nNOP\nBNE S0 R0 Continue1 ; If it's less than 6, then it's Early Game, exit\nNOP\nLI S7 8 ; Late Game Value on S7\nSUB A2 T0 T1\nLI T0 0x5\nSLT S0 A2 T0\nNOP\nBNE S0 R0 Continue1 ; If it's 4 or less, it's Lategame, exit\nNOP\nLI S7 4 ; Mid Game Value on S7\n\nContinue1:\nMOVE S6 S7 ; S6 now contains Turn Tier\n\nJAL GetPlayerPlacement ; Current Player Placing at V0\nMOVE A0 S3\n\nADDU S7 S7 V0 ; Placing + Turn Tier at S7\n\nJAL PlaySound\nLI A0 0x2A8 ; Tumble: Hi\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x15 ; Character image (Tumble)\nLUI A1 hi(TumbleGreeting)\nADDIU A1 A1 lo(TumbleGreeting)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; S7 = Placing + Turn Tier\nBEQ S6 R0 RollEarly\nNOP\nBEQ S7 S4 RollMid1st\nNOP\nLI T0 7\nSLT S0 S7 T0\nNOP\nBNE S0 R0 RollMid23\nNOP\nBEQ S7 T0 RollMid4th\nNOP\nLI T0 8\nBEQ S7 T0 RollLate1st\nNOP\nLI T0 9\nBEQ S7 T0 RollLate2nd\nNOP\nLI T0 10\nBEQ S7 T0 RollLate3rd\nNOP\nJ RollLate4th\nNOP\n\nRollEarly:\nJAL RNGPercentChance\nLI A0 50\nBNE V0 R0 TumbleGiveaway \nNOP\nJAL RNGPercentChance\nLI A0 76\nBNE V0 R0 TumbleBonus \nNOP\nJ TumbleRoulette\nNOP\n\nRollMid1st:\nJAL RNGPercentChance\nLI A0 60\nBNE V0 R0 TumbleGiveaway \nNOP\nJAL RNGPercentChance\nLI A0 60\nBNE V0 R0 TumbleBonus \nNOP\nJ TumbleRoulette\nNOP\n\nRollMid23:\nJAL RNGPercentChance\nLI A0 50\nBNE V0 R0 TumbleGiveaway \nNOP\nJAL RNGPercentChance\nLI A0 50\nBNE V0 R0 TumbleBonus \nNOP\nJ TumbleRoulette\nNOP\n\nRollMid4th:\nJAL RNGPercentChance\nLI A0 40\nBNE V0 R0 TumbleGiveaway \nNOP\nJAL RNGPercentChance\nLI A0 40\nBNE V0 R0 TumbleBonus \nNOP\nJ TumbleRoulette\nNOP\n\nRollLate1st:\nJAL RNGPercentChance\nLI A0 55\nBNE V0 R0 TumbleGiveaway \nNOP\nJAL RNGPercentChance\nLI A0 55\nBNE V0 R0 TumbleBonus \nNOP\nJ TumbleRoulette\nNOP\n\nRollLate2nd:\nJAL RNGPercentChance\nLI A0 40\nBNE V0 R0 TumbleGiveaway \nNOP\nJAL RNGPercentChance\nLI A0 40\nBNE V0 R0 TumbleBonus \nNOP\nJ TumbleRoulette\nNOP\n\nRollLate3rd:\nJAL RNGPercentChance\nLI A0 35\nBNE V0 R0 TumbleGiveaway \nNOP\nJAL RNGPercentChance\nLI A0 36\nBNE V0 R0 TumbleBonus \nNOP\nJ TumbleRoulette\nNOP\n\nRollLate4th:\nJAL RNGPercentChance\nLI A0 20\nBNE V0 R0 TumbleGiveaway \nNOP\nJAL RNGPercentChance\nLI A0 20\nBNE V0 R0 TumbleBonus \nNOP\nJ TumbleRoulette\nNOP\n\nTumbleGiveaway:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLUI A1 hi(Giveaway_Message)\nADDIU A1 A1 lo(Giveaway_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x15 ; Character image (Tumble)\nLUI A1 hi(TumbleGiveaway_Message)\nADDIU A1 A1 lo(TumbleGiveaway_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nBEQ S6 R0 EarlyGiveawayMultiplier\nNOP\nBEQ S6 S4 MidGiveawayMultiplier\nNOP\nJ LateGiveawayMultiplier\nNOP\n\nEarlyGiveawayMultiplier:\nLI S1 1\nJAL RNGPercentChance ; Result on V0\nLI A0 85\nBNE V0 R0 Calculate\nNOP\nLI S1 2\nJAL RNGPercentChance ; Result on V0\nLI A0 66\nBNE V0 R0 Calculate\nNOP\nLI S1 3\nJ Calculate \nNOP\n\nMidGiveawayMultiplier:\nLI S1 1\nJAL RNGPercentChance ; Result on V0\nLI A0 75\nBNE V0 R0 Calculate\nNOP\nLI S1 2\nJAL RNGPercentChance ; Result on V0\nLI A0 60\nBNE V0 R0 Calculate\nNOP\nLI S1 3\nJ Calculate \nNOP\n\nLateGiveawayMultiplier:\nLI S1 1\nJAL RNGPercentChance ; Result on V0\nLI A0 50\nBNE V0 R0 Calculate\nNOP\nLI S1 2\nJAL RNGPercentChance ; Result on V0\nLI A0 60\nBNE V0 R0 Calculate\nNOP\nLI S1 3\n\nCalculate:\nLI S0 0 ; Start with Player 1\nLOOP:\nLI T0 10 ; T0 holds value of MAX_COINS\nLI T1 5 ; T1 holds value of MIN_COINS\nADDIU T0 T0 1 \nSUBU S5 T0 T1 ; S1 = Max Coins - Min Coins \nJAL GetRandomByte ; Generates a number from 0-255 into V0\nNOP\nDIVU V0 S5 ; Divide the random number by the number of outcomes\nMFHI S5 ; HI contains the remainder, pull that into S1\nADDIU S5 S5 5 ; Add MIN_COINS\nMULT S1 S5 ; Multiply the Coins by the Multiplier\nMFLO S5 ; Move Value to S5\n\nMOVE A0 S0 ; Assigns Current Player's Index to A0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S5 ; Move amount of Coins to A1\n\nContinueLoop:\nLI A0 -1 ; Current Player\nLI A1 5 ; Jumping Joy Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't repeat animation\n\nMOVE A0 S3\nJAL gethappyvoice\nNOP\n\nLI T0 3\nBEQ S0 T0 ExitLoop ; If it's done with Player 4, exit loop\nNOP\n\nADDIU S0 S0 1\nJ LOOP\nNOP\n\nExitLoop:\nJAL SleepProcess \nLI A0 35 ; Sleeps for 35 frames\n\nJ exit\nNOP\n\n\nTumbleBonus:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLUI A1 hi(Bonus_Message)\nADDIU A1 A1 lo(Bonus_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x15 ; Character image (Tumble)\nLUI A1 hi(TumbleBonus_Message)\nADDIU A1 A1 lo(TumbleBonus_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; S7 = Placing + Turn Tier\nBEQ S6 R0 BonusEarly\nNOP\nBEQ S7 S4 BonusMid1st\nNOP\nLI T0 7\nSLT S0 S7 T0\nNOP\nBNE S0 R0 BonusMid23\nNOP\nBEQ S7 T0 BonusMid4th\nNOP\nLI T0 8\nBEQ S7 T0 BonusMid23\nNOP\nLI T0 9\nBEQ S7 T0 BonusMid4th\nNOP\nLI T0 10\nBEQ S7 T0 BonusLate3rd\nNOP\nJ BonusLate4th\nNOP\n\nBonusEarly:\nLI S5 5\nJAL RNGPercentChance ; Result on V0\nLI A0 85\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 10\nJAL RNGPercentChance ; Result on V0\nLI A0 67\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 15\nJ BonusGainCoins \nNOP\n\nBonusMid1st:\nLI S5 5\nJAL RNGPercentChance ; Result on V0\nLI A0 10\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 10\nJAL RNGPercentChance ; Result on V0\nLI A0 84\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 15\nJAL RNGPercentChance ; Result on V0\nLI A0 45\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 20\nJ BonusGainCoins \nNOP\n\nBonusMid23:\nLI S5 5\nJAL RNGPercentChance ; Result on V0\nLI A0 5\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 10\nJAL RNGPercentChance ; Result on V0\nLI A0 10\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 15\nJAL RNGPercentChance ; Result on V0\nLI A0 88\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 20\nJ BonusGainCoins \nNOP\n\nBonusMid4th:\nLI S5 10\nJAL RNGPercentChance ; Result on V0\nLI A0 5\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 15\nJAL RNGPercentChance ; Result on V0\nLI A0 10\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 20\nJAL RNGPercentChance ; Result on V0\nLI A0 82\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 25\nJAL RNGPercentChance ; Result on V0\nLI A0 39\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 30\nJ BonusGainCoins \nNOP\n\nBonusLate3rd:\nLI S5 15\nJAL RNGPercentChance ; Result on V0\nLI A0 5\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 20\nJAL RNGPercentChance ; Result on V0\nLI A0 10\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 25\nJAL RNGPercentChance ; Result on V0\nLI A0 82\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 30\nJAL RNGPercentChance ; Result on V0\nLI A0 39\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 35\nJ BonusGainCoins \nNOP\n\nBonusLate4th:\nLI S5 20\nJAL RNGPercentChance ; Result on V0\nLI A0 5\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 25\nJAL RNGPercentChance ; Result on V0\nLI A0 10\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 30\nJAL RNGPercentChance ; Result on V0\nLI A0 82\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 35\nJAL RNGPercentChance ; Result on V0\nLI A0 39\nBNE V0 R0 BonusGainCoins\nNOP\nLI S5 40\n\nBonusGainCoins:\nMOVE A0 S3\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S5\n\nMOVE A0 S3\nJAL ShowPlayerCoinChange\nMOVE A1 S5\n\nLI A0 -1 ; Current Player\nLI A1 5 ; Jumping Joy Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't repeat animation\n\nMOVE A0 S3\nJAL gethappyvoice\nNOP\n\nJAL SleepProcess\nLI A0 35 ; Sleep 35 Frames\n\nJ exit\nNOP\n\n\n\nTumbleRoulette:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLUI A1 hi(Roulette_Message)\nADDIU A1 A1 lo(Roulette_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x15 ; Character image (Tumble)\nLUI A1 hi(TumbleRoulette_Message)\nADDIU A1 A1 lo(TumbleRoulette_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 30\n\nJAL RNGPercentChance ; Result on V0\nLI A0 50\nBNE V0 R0 RouletteStar\nNOP\n\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x2A9 ; Tumble: Ohhh :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x15 ; Character image (Tumble)\nLUI A1 hi(NoStarRoulette_Message)\nADDIU A1 A1 lo(NoStarRoulette_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\n\nRouletteStar:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x2A7 ; Tumble: Yay\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x15 ; Character image (Tumble)\nLUI A1 hi(StarRoulette_Message)\nADDIU A1 A1 lo(StarRoulette_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlayMusic\nLI A0 111 ; Star Get Jingle\n\nMOVE A0 S3 ; Current Player's Index\nLI A1 1 ; Number of Stars to give\nJAL AdjustPlayerStars\nNOP\n\nMOVE A0 S3\nJAL getcheervoice\nNOP\n\nLI A0 -1 ; Current Player\nLI A1 6 ; Star Dance animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; No Loop\n\nJAL SleepProcess\nLI A0 110\n\nJAL PlayMusic\nLI A0 31 ; The Winner is... Me! Music Index\n\nJ exit\nNOP\n\ngive3coins:\nMOVE A0 S3\nJAL AdjustPlayerCoinsGradual\nLI A1 3\n\nMOVE A0 S3\nJAL ShowPlayerCoinChange\nLI A1 3\n\nJAL SleepProcess\nLI A0 30\n\n\nexit:\nLW RA 80(SP)\nLW S0 76(SP)\nLW S1 64(SP)\nLW S3 60(SP)\nLW S4 56(SP)\nLW S5 52(SP)\nLW S6 48(SP)\nLW S7 44(SP)\nJR RA\nADDIU SP SP 88\n\n\nAdjustPlayerStars:\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T1 hi(p1_stars)\nADDIU T1 T1 lo(p1_stars) ; Load Player 1's Star address\nLI T0 0x38 ; Distance between each player's Star address\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 Star address\nLBU T0 0(T1) ; Load address value into S2\n\nADDU T0 T0 A1 ; Add the Stars to their current Star count\nSB T0 0(T1)\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n\ngetcheervoice:\n; a0 = player's index\nADDIU SP SP -40\nSW RA 36(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT A0 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLBU T0 0(T1) ; Load address value into T0\n\nADDIU V0 T0 0x263 ; Mario's Cheer Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\ngethappyvoice:\n; a0 = player's index\nADDIU SP SP -72\nSW RA 68(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT A0 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLBU T0 0(T1) ; Load address value into T0\n\nADDIU V0 T0 0x275 ; Mario's Happy Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 68(SP)\nJR RA\nADDIU SP SP 72\n\n.align 16\nTumbleGreeting:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to the Tumble Space\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"What should we do to celebrate\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x85 ; Period (.)\n.byte 0x85 ; Period (.)\n.byte 0x85 ; Period (.)\n.ascii \"I think I got it\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nBonus_Message:\n.ascii \"T U M B L E B O N U S \"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nRoulette_Message:\n.ascii \"T U M B L E R O U L E T T E \"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGiveaway_Message:\n.ascii \"T U M B L E G I V E A W A Y \"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nTumbleRoulette_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"In this exciting event\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"you have a chance to get a\"\n.byte 0x07 ; Yellow Font\n.ascii \" Star\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Spin the wheel\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoStarRoulette_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Awww\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \" Too bad\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You didn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t get it\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Better luck next time\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nStarRoulette_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Here\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s your\"\n.byte 0x07 ; Yellow Font\n.ascii \" Star\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nTumbleGiveaway_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll give everyone some coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Good luck\"\n.byte 0x82 ; Comma (,)\n.ascii \" everybody\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16 \nTumbleBonus_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Here\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s some coins for you\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Best of luck\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause"},"[PD] Treasure Hunt":{"language":0,"code":"; NAME: [PD] Treasure Hunt\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|Price\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S0 68(SP)\nSW S1 64(SP)\nSW S7 60(SP)\nSW S6 56(SP)\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;FAILCHECKS START====================================================\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nMOVE S4 V0 ; Copy Current Player Index to S4\nMOVE A0 S4 ; Copy Current Player Index to A0\nLI A1 Price ; A1 = The minimum amount of Coins to shop\nJAL PlayerHasCoins ; Returns 0 if FALSE \nNOP\n\nBEQ V0 R0 NotEnoughCoins ; If the player doesn't have the Coins, exit\nNOP\n;FAILCHECKS END=====================================================\n\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc) ; Parse Destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String Format\nJAL sprintf ; Creates String from Price\nLI A2 Price ; Write Price unto A2\n\nSTART:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3D ; Character image (Monty Mole)\nLUI A1 hi(MontyMole_Prompt)\nADDIU A1 A1 lo(MontyMole_Prompt)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc) ; Pass WhompToll as String\nLI A3 0\nJAL 0x800EC8EC ; ShowMessage\nNOP\n\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\nLI A1 0\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 0\nBEQ S0 A0 yes\nNOP\nLI A0 1\nBEQ S0 A0 no\nNOP\n\nJAL ViewBoardMap\nNOP\n\nJ START\nNOP\n\nyes:\nLI S0 Price\n\nMOVE A0 S4 ; Assigns Current Player's Index to A0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nSUBU A1 R0 S0 ; Pay the Price\n\nMOVE A0 S4 ; Assigns Current Player's Index to A0\nJAL ShowPlayerCoinChange ; Shows how the amount on-screen\nSUBU A1 R0 S0 ; Show Coins paid\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 -1 ; Character image (None)\nLUI A1 hi(MashWarning_Message)\nADDIU A1 A1 lo(MashWarning_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\n\nLI A0 4 ; 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\n;==================================================================\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 S4\n\nBNE V0 R0 CalculateHaul\nNOP\n\nLOOP:\nMOVE A0 S4\nJAL DetectABInput\nNOP\n\nBEQ V0 R0 NoAPress\nNOP\n\nJAL PlaySound\nLI A0 0x504 ; Digging Sound Index\n\nBNE S6 R0 CountCoin\nNOP\n\nLI S6 1 ; Count the next press\nJ NoAPress\nNOP\n\nCountCoin:\nADDIU S1 S1 1 ; Add 1 Coin to the amount\nLI S6 0 ; Don't count the next press\n\nNoAPress:\nJAL SleepVProcess\nNOP\n\nADDIU S7 S7 1 ; Add 1 to the timer\n\nSLTI T0 S7 150 ; ON if Timer hasn't run out\nNOP\n\nBEQ T0 R0 exitloop\nNOP\n\nJ LOOP\nNOP\n\nCalculateHaul:\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 S4 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 Easy\nNOP\nLI T2 1\nBEQ T0 T2 Normal\nNOP\nLI T2 2\nBEQ T0 T2 Hard\nNOP\n; Else Super Hard\nLI T0 34\nLI T1 30\nJ AddCoins\nNOP\n\nEasy:\nLI T0 15\nLI T1 11\nJ AddCoins\nNOP\n\nNormal:\nLI T0 20\nLI T1 16\nJ AddCoins\nNOP\n\nHard:\nLI T0 28\nLI T1 24\n\nAddCoins:\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\nexitloop:\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 16 ; Sleep for 16 frames\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3D ; Character image (Monty Mole)\nLUI A1 hi(MontyMoleCongrats_Message)\nADDIU A1 A1 lo(MontyMoleCongrats_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\n\nMOVE A0 S4 ; Assigns Current Player's Index to A0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1 ; Move amount of Coins to A1\n\nMOVE A0 S4 ; Assigns Current Player's Index to A0\nJAL ShowPlayerCoinChange ; Shows how the amount on-screen\nMOVE A1 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\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT S4 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 Star address\nLBU T0 0(T1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index\n\nJAL SleepProcess \nLI A0 30 ; Sleeps for 30 frames\n\nJ exit\nNOP\n\nno:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3D ; Character image (Monty Mole)\nLUI A1 hi(MontyMoleRejected_Message)\nADDIU A1 A1 lo(MontyMoleRejected_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\n\n\nNotEnoughCoins:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3D ; Character image (Monty Mole)\nLUI A1 hi(MontyNotEnoughCoins_Message)\nADDIU A1 A1 lo(MontyNotEnoughCoins_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n\n\nexit:\nLW RA 76(SP)\nLW S4 72(SP)\nLW S0 68(SP)\nLW S1 64(SP)\nLW S7 60(SP)\nLW S6 56(SP)\nJR RA\nADDIU SP SP 80\n\n\n\nDetectABInput:\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.align 4\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nMontyNotEnoughCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"for a treasure hunt\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Sorry\"\n.byte 0x82 ; Comma (,)\n.ascii \" bud\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMontyMole_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Uh\"\n.byte 0x3D ; - (minus)\n.ascii \"oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" let me guess\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You want to go on a\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"treasure hunt\"\n.byte 0x82 ; Comma (,)\n.ascii \" right\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"You bet\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.byte 0x11 ; String #1 (Price)\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Nope\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nMontyMoleCongrats_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Wow\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s a great haul\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Good job\"\n.byte 0x82 ; Comma (,)\n.ascii \" buddy\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMontyMoleRejected_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" really\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I guess that\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s fine\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"See ya\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMashWarning_Message:\n.ascii \"When the screen is done fading out\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"press the \"\n.byte 0x21 ; (A) Button Icon\n.ascii \" button repeatedly\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause"},"Give Current Player a BIG Range of Coins (Airsola™)":{"language":0,"code":"; NAME: Give Current Player a BIG Range of Coins (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|MIN_COINS\n; PARAM: +Number|MAX_COINS\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to give the landing\n; or passing player a random amount of coins from a range.\n; MIN_COINS is the minimum amount of coins to give out.\n; MAX_COINS is added to MIN_COINS to determine the maximum\n; amount of coins to give out.\n;\n; Example: If MIN_COINS is 5 and MAX_COINS is 6, the\n; minimum amount of coins given will be 5, and the maximum\n; will be 11.\n;===================================================================\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S1 32(SP)\n\n\n\n;GOT COINS MESSAGE DISPLAY START-------------------------------------\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(coins)\nADDIU A1 A1 lo(coins) ; This loads \"coins\" into the Textbox\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;GOT COINS MESSAGE DISPLAY END---------------------------------------\n\n;GIVE COINS START----------------------------------------------------\nJAL GetRandomByte ; Generates a number from 0-255 into V0\nNOP\n\nADDIU T0 R0 MAX_COINS ; T0 holds value of MAX_COINS\nADDIU T0 T0 1 \nDIVU V0 T0 ; Divide the random number by T0\nMFHI S1 ; HI contains the remainder, pull that into S1\n\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nMOVE A0 V0 ; Assigns Current Player's Index to A0\nADDIU A1 S1 MIN_COINS ; Add minimum amount of coins to remainder\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nNOP\n\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nMOVE A0 V0 ; Assigns Current Player's Index to A0\nADDIU A1 S1 MIN_COINS ; Add minimum amount of coins to remainder\nJAL ShowPlayerCoinChange ; Shows how the amount on-screen\nNOP\n;GIVE COINS END------------------------------------------------------\n\n;WAIT START----------------------------------------------------------\nADDIU A0 R0 30 ; Amount of frames the game waits for coin handouts\nJAL SleepProcess\nNOP\n;WAIT END------------------------------------------------------------\n\n\n\nLW S1 32(SP)\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 16\ncoins:\n.ascii \"Get ready to be filthy stinking \"\n.byte 0x05 ; Green font\n.ascii \"rich\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture"}},"bg":{"width":1152,"height":864,"src":"data:image/jpeg;base64,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","fov":15,"scaleFactor":0.1,"cameraEyePosX":0,"cameraEyePosY":300,"cameraEyePosZ":300,"lookatPointX":0,"lookatPointY":0,"lookatPointZ":0},"audioIndex":19,"otherbg":{"boardselect":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAABuCSURBVHherVsHlGRVmf4qdlXnND09Mz0gOENGYAR2F8O6mDgSXA5mQFZRWBVBgkcYJAgqycAx4GJgRVc9KoKiBFcWWRGRLGkYmMz0dM5V3dUVXr39vv/W7aoeJvTI/nVev/fuu/e/f/7/e9/ryBnFnpAAgzLP0Qj8fcjrCNsikYjdz0wBGx8K8fyFw8ivL1rbHKhLBY3159jUohDv+H0XWg9KGM4ym2NldnPorN/c3IjyKLMtxrbANRGeuyGLZ67LIshwYAWqYyrAuUS7pm3aN46DL2zCfmc2ch4/Rv01qT9XIXJ6fmnoGRSBYjgajVaFwHMxiGDrkzE8+bEh5NbOspXE1pWRPqIerSe1INZex8EiWuMClIYDDH1jEBgPbXyiFXj/wDLiNZQEz8B2xIQcHxGeCPIjIW7ffwClrMOR2j+FxuMbUb+ijmKaQ0SIIhqWMb1uFtMPZlB8Po9yHkg2R7DyrBQO/3Ibn7t+TsBO6PzrxPHhwjLeO+0k2CkgsnIkRDyMmwQL2Sie+F2AdWf1AUQc7Yyi85xFSC5KCqtDxhkMGRlANIZIqWTWg2yA3i/0IzLDfsR52kxVCI6AGK8cUQHNIkSJ80bR/3ABf/iXEeuXPCKJxWd2OevhqBIFZPNsB6I1Vo4jiJYw+/Qspm6foCIoKurm2Ds7sOQtFFxFwV7hRrsEYHcVUGM0SubDEqYzETz2/RJevnQQkSCGlnc1o+mEJj6LmNQFQipIphKIJNkeJzMiNJtHUJSkyxj9r3HkHpohMTGclul2DJPdKOeSKMx8yVM5EkdmfQF3HjwgsaD7c0sQXy4hCZymdQ40gzER5dlZiAGFEC1HjSbRmHtqCmO3TGgkTtnWjXRHjFehKdkLIXJGngKQtggOkcy4hGIhhoduLGDrZUMiER1ntiN1VD2idIdyVI5MtGS4bWU7ki20hgTjBREHRBGtaLZcKCI3VEB22wwGv96HPM2z5cgUTnqofb4WeC2ig0yAXyweouDK6LqiG8nFCSIj3hJxxYSfBNdHkG5OIZbg/ImKcMh4aaaM/HCB7lqyfmojYyi/PIuBa0eQaAI+MLJED2yIQPPGDru8+UrdeEJ4ZRbw1M9z2PiZEWvrumwx6vZL8xHNVF2ore6ju9G4dxNiaRIhizQlyEiFWNc8xxL0xQQaltWj/og0Rn87hsLLAWJLgUU0bS8ExRxJ4OddgyiXgLYz25DaL2W4xIQsPt2RQstrm9G2TyvqeJ1srUOiOYm6piTizWnUtaeR5jzhbBnFaQVoCky4W+Ioj5eQo2UFhQiWHEufqAGRbuCJUdPAhiLWnO18sGs1me+u+nu8IYYlb1hKc58bWgOkniA/c+DcRLhbaCkH3Hmg4Xjqkxm2ypQr2i+XcddRgwhmAzQeV4+GVU1Oi4R0axzdqxah44A2Y9q7nKfX3cukA4svLfu3oL6byqIFCERLy6kMhK0RrLlxCjUJxiAajSQRqxwJxElWDH85bcwCnjRRtzQxN2kdJd55REeNsLaHuP31/WtB2aFpcSMWXbKY18A97xhFMlLHoFeH/t8GGH+2hBj9veX4NvamL5Obtv3a0HZIB6L1Cm4Oj0C4XByqNBB0LxBt7SsprLTTtKVytnWc0YmwADx85iS9qspzNEkCEjx0jiGNbH8MmcfziDJg1K9qMGZcbGAcOLyTyJSna2aeB07qOwI/Zt8P7m0Ejf5p1uaNhkncf+oQwniI7s92Wx/5d/shdIPFKbsXeIsQiAbNVRX0/HllWc0rmu3aK6uOaTTRHcP6X2WpaMezzR+NpEgEL8DAwuOhc5zpd57daWeBkMTqX2nytRrYHXhCRPReNy2z6wf+bQB//tigaabjzA5yTvsj8xJ0QoF1wVClTYIWXYmWFFJtyXnKanwnrYuWvfkXs8arDmcB0RSNN404TXLkgUlEUhEke2oJoEYOIoHzwKWbPQEvhK43LkXdihTW3zGJDb+YQLw1ivRhJCgWQ9vh7RS2c6W/FxxdZdQvabT7aKVuaPiHejuv+xHnJK+yBJYtcV7wR7NKhgkUc1HEma8VRJypOakm6mX6zp8c7Nzctwfvn7XaOPhnBzEgsR5grdDyPjIdTaDtYEb4OpZjyqV/JzirZArklHWtxMVYUq4JiCJfz+IhOY/wOZMUb+p50N/YEAnoW8rzFT+zgXJARs95RQdhoS5g47cDZZEDfnoQayA6H7XfdigDLoOsgp0C1564lweNcdqnK4l0ulQ07YQvEG4VRY2NtPhIo/HNwk1xn83M/YkgBQrGChFbGBE8wyFtReAtQO175gK1McRpqJFucMR9h2LJMYtZqLhsI1kJt5XSC4Kqdj09Gu+zhixgzmrZR/MGtLAEuTa+I2Vdspgo0wdZivLGxBhSMEKkwTpUhursBTKHdMHgCBUItzGqFNXFlWK8VjgONM/CrMCNrQpMambQrk7HnFBZqLGLrDFex3RPd7cjyVwoXzAxKC/WEUGBjFdqfYfQacQzL0R7Atv3F24vWJIwd789w953dwcevxuvtaIrrT2omlS7eSL50LpFP+YJ8htpYCxMIxltQIrX9csYC1xBVwGuslhzB4VqCbUDl94l7Ki/tyBHqLO2WqIdOO3uGhxjYlL5X+AVJZC5+/lDlsKqBLte2wHxnYimGQNoBokwjRjPEYpi1Ydfa8TNPD3tRhlEUMxqH+DvhypR0qpWm1UiXx04IUl221uRrsN8VZvTD2ds3lWnrmQAJL9c8tMFWAXS9Lls4TmBd5/3j+waYpI52iMvlwLMjghR1SS9BhcKbpkkEPPb7Sa9SnDCpOnzNBcIeQ5mSrZPozpA94WHpq3AWtzTZmVwHesfJjxtV0lyjIpl5sZkGl1Ht6M8FKC4NUdGmf+JpJCZRTDNGehDNpEFloWDj8q2caE590x+uwTFc8Ec81IcOZ8enjXhaJMk6Ctgtj/EP51+ADMDl9m0gLDMLKB6L8m/OqLMAgkK4qJ7349IPIKhb4wQWZGmEqCcC5Hpz1iRImZkPgsDl/KUbEWMChCKluMrEnnVUC10HLCQ48pQQpkZzJrCtFM0evM4mS3jlOveQndnwGd7SjxLEhGapR0UQJRu0NDUiLdfdTQiOSB7V0bGZUvW4lQJs7QElyFc5N49uJTH0dbf7eZUi6xXDyWzYIHHG5DBLJWl9b/mnrhnDMWhAt7/9bcjHiefFQsQzxYDrCyUVLgy0zlVTuK9n30bmvZOY+J3U+YKguJMEbnenFi3+4UGMgtOFTP9/wZX5zth+t3kcrGA7BYF8TIKm2eRvXsaPQd349iPHW3rngRrnzr+FAhZ3+mnKsDVRnEKQZLU79onzrXV2eD1IygMchnFSio3lsfMVprWAkHMu/W7Chtn9rMbZuxem1avFuT3NkfFGFURTqyZRFAKkSfzI18Z5TomjtUPnEaOqHMquPYXjdKX5wRAxhUH/HVDUz2+/PQ5SNBsRq4ewcxfskZ4ZnMWA48N2oRVK5ifIXy72x1yjMtX9WzNh9bQnBSqqi40/t9jlb6CnbmXiyfbg82lsfkAI8+MIk83nb4/i1Eyj3gM1z93HhpbtT3ueNN57lrlr1sN6FZBwV3LPPRs+cpufHPzxbabM/6TCQx8oY/FBTU6W8bUOhK9A0JFkF84qThhBKk8cc8UUMtFZ66eofUXrrctMQeuMBL45+5MQc4JqQrSbK43i62396Lv230YPHcA47eNo64xga+vPQ+dPe22JhA/tYf4jPyseEP1xQgDnfbVqkFFTFCblerirhsexG1fuAcFEprcP4Xillkc9chRc+mnCtIgkZNYPXMCcaWv5nj5mi3ouWA5Elx2l7UfTnjs0EdxxMOvQ7xxdxsh6u8sQcF44w+2YPTGYeJms8jkRV06jree/QacfsMJGmA0SEia2/PqaaIFSOMKUkwfTAsxZgG16RxRcOQqMcq8l2DOXLZfF4WhiRl7X2KNUIpg5IUJTPcy4FB53qcjHKs6IZgMsOmqTcg86mKG1RuU8N6rX4NYyjGvukALrQNvXUFf5ZxCTlrEoD/mg6xJmUWCiBrzDujf1Ph1j52PWyevxUeuP8nxxPYk06CG2b3MX9Gf0U/3kduL36wonNLh3LUTykSCsGTm8q0zf4z7f/Qo4ukYej7Vg+I+IpRYyUDr/u1IL2I5rf4yegW9iRAvXbQene/qROcpndbmnjvJe0aMGW9pihFkzL3lYY8KLepvGqNFbb9MHt82gcGbBhBvBaZ+NmNV68dvei/eftYbOJv6uhcpMmLHn59DQuT1b0rfqXibBz8BJ7S/wB1f+T1uvfjXSK2sQ/t5nc6f+LREBK0HtKNhcdoY0CxhQMppOevPW4vcSzNoP74Te326Z95qUqDupuw5kEAEKrD8tYPM4xk0Hdlk168UhhNkbnQWo48MM2MNIRwLcPhxB+Lyu85hP9l3JXiKcQpDmz2a21zAGb8ZReWnFhUQPHj13MPr8OPVdyLWFUPn+V22byeQJht76lHflaowVrIqUUhH7uhH42FNOPTew5Dvn8XLN25FaWrH9b8RRnBFjPNvgTQmvP3f78fAt7dZm555N/OWUDFfpDuS6Di8A0uvXor0kfX4271r8YkDrnQcyc0V9dnXAiAFYe3i8a7S9w2jCUiMyDwlYZ77hgZx9orLLXgsuWaZ1s5zmpPJt+/f6oJcpc1rx/CQQNMwBd5/01aM3T+FjuNa0XZyJ+q6qm9n/NjtYfKvUxi4pQ/J9jh6Prc3Em1eQDsHzZ/ZkEW2L4OJO8eRvTeL/d+8L776P5e45zz8VJ7WyD2lW62tlhBJf6aYxxlHXYip5zP2dki7xBZJ2S/BKKsXJNv7447AT1Tsz6P/x0xP940j9ZoUmlc1I7VvCvF25mIKliUayly65jfmMXbvCGItCXSc0IHWN+tFyc7B4/cg2of+NsrlewHD/zmEwuMlfOiq43HaJSfrKQ/nMh4ifwh+wvEegZORmPzSdd/Eg6sfQeNbG9F6iiNC/bQ12HlY5wLS1Y6AEzNGZJ7JYObFHArbcshtmkVpOI/4knrE7I1WiM4Tu9D0ppYdWsZCoMxl8MCTTI0c37e6F2AS+vXYD5BOk+aK0iQ4S4v3lX5q0zgLkOlH8dS6NbjosKu5Ioxi6fVLrbNVabE4/T6Fhn2a95A4Sd0FN5XDARfhLo3ND3aiQWGKdFWsbb62FgpS1NRLU1wOzyDoL2Lg6gG8/sRDcd2vV3PKKuFkSztC2guMcWng9sk04ZXvupFlZRSLznFvh1TJlWMkLCygfhk1RbqUThYCEp4w+FSntbkTXmUDw7zS4VIQFfORGJneA+aFR339WkNZKtWVtnni3QnEl0Xx5G+fQzij9MoMpn0AVrpaAPAqiRIbWJqTyBge+dNTyG7MIHUEhUJf1XZ5QKvQoNZ9WVIm4uYilktrfG9nMLdCsyosNDyuJpAw3FcpEoxFfQVOuphSqb4YWSi4ekHvCp0gRVeqobJfwba201WHhPjBDb8yfiIxvROMG9+0gKhpP6WlIVPFjefdYuM6zug2okWsaYaTJNpkIZK4k7Sr2nYHvq9zIxMeK0W3RoigSMKduVcEWqZWOMRKabOeXYPGegvyMtPY0F7fy6HI316qMIGHfvkX41E8e76jEfq1VoA6NHBs3SiijSTWYpwjXprRslilqkA+7MA93x2IEa9hB26jUgxLCBKGmDDCI36DQ8LfvYDd2Aod9qGW8LKVOBKNKoRJq6yV/IwMT1JgNDFFcpXC4tv8QXLk5IoHAVd5iRWSGIVQo+HGpQ2VKzIkZjwvCwAx4jTvB80XnOZ2bQqONVttC0iz84CW5cDFHC2KxLy11EVRKugjClmA9oIU8M3aHPM6D2zm+pnEpg9QaVthvuJX0boqYSac3SunAiLGMbJrjWoed8wJqiZiLwRM2wburMA9BzRBi0MUiH0YYZ8EkG+t/JT69Fv/zAYzqFi3vhlw47wE45SgGFD09+XowmC+Kbu9Ac7GJj+HPm8R04otZi0kVM+qFrN78HPIqXRtccpFxzlQ9jJ+aQGOY/40kUyfXo7cdN4mjTU6k60FvWFRepFv7bELsK+IklmSNRKniO3oe/yYxzC2dtyYVhTXHKJBGaJWcDsHp20nLEUUF18Up4qzRRqwK99DIgwqghG34jeuGKAvROyGRywuM5fGndZroZDJWRWnmkEIF+4Crq8ILDPeiGC/CfLEOx9FmAmx/j3rEUwWybC2zgNaPjVEgS8MammltSmbkL5oiak0y2BIDZtr0J1isnTbDdbnQNoZ5r0eJigJWUFjAwOd8nbplSu3mf6CVIICEXnmvQkvBKTNuJRUs9wtD5BR5TzCM6c8iyBToKAUnWkpMeu8YPDWEqN16WOvzECuksbZzsAa5oGm9iaXAIhf1iilR2PMD+qkYufA1+1PoUSQ3+T28KsmSKlS++Prpix6+vbt3WSXQLzaP/CZZejbgybI1MH1bKNxDQUYfX7ctt7N/63bKy1xZ+BcQKJlgVMoYvplfYpHDBRwcWDGPvw4+dQT7R1otEwRKS/quSaytTK5WbZ8KepYQOSfzBuTHqnQ6j43Mo3saI5Ia1LVbsDj0DxeqMFsCb3f60XjuxvR/gkutCzQRtF3VS8mnh1HUPIvNJ2lLASqyipj4iXGlEA1gQuIYz+d4HUE5155FulQAHRxTHwzBijfMy/GFBqAg15/KIobCwhLrqgQOFMnMgppau0kcgPuzXFVQDsHR1hFk9TCdG8Oz72X5p4M0Hpsq+Fepq/G2soo9ZYw+egkhp8YpTtU3+ouBEy4JGdq/SRmx+WumpOKI57ShhJWHL4CyYSrb8Sz59s+lFRcNCQMDpd+9QL6DtdCd1cF4Ezd5WeVs2Prxm2isOSk7qUvAjzIl5WSHPNlzA7OYuixYWy5bgMKm4u2c6Oax7vR8muXI/aaOMZuHrO+w0+PINc34x7Og4owK+DnjHIxM7FmHNP9M/PoGPjqEGkJ8cO7biJ/NH17LaYKUasQiwH6SiyJRKgPh4BVR61C57JOTNw3ivIUJUlwpambWBFc5jPdT4YeH0B2cxbFTNVv3eSM9OUSooUS8n1ZDJPxcZpl/7cGMPO/OXRf0YUoy2rZXNcxXeg4jG5ASSy+oAORrhgGPz+ImfVZTGzIYOSpYRTGiIu4ddimJhUxZ/L5kFaVxeCj/cgN6xUe2ap4zvhvxlAeLuMDH38flizuJn96xlUghaAUWKe3YJuCF4jKFSKGlOe+zX3455XHIZFOoUP/cKDdGurTdmqZX0MuWHwws/8V4Di9cVVcScRZcpKIkMyXaSEOZxn9VwwgHKOln92G+kPc93otB7egoaPB+mRenrL3eXrpMvFtan9tCU2nNKD1bW32XMFM3ylrV1oBVWmtMB3YNwD2XMJRTpP58ibzxylkfpnFXq9djj++eLe5rzKAVYOVzGNqjZM4SUOLBCtC6Ds9+yzDNTdfjfz0NMZXj6I4WTDmbRGkgKkPk+VjqgpZYChva1ESMvfmZ3ie5hqPzJvL0JW3nd+H8kgEKa7KGg5lquW4ukUpNLSmWZxQoKSkee8WE2acwi5Sq7Ki7O1ZbLu8lww6xorZEmaGZjHDFKdzaSZv4yUQcyXGGLne5A/Hkb0th1Qqifufv8ssLcHncnQZvhxAYdxigFbmRGFHtCzmKM0ghg989F/xhRs/j1lOMnzpMHL3zVIIVDE5Cigw/eeG+RIlo/0LjbOvMah/+7afyDN/nULv+b30T3ZgfdF2UocxIm20H0DNknDaCo+K5jhGwSvYXEJzcyOizXw6EqLvnK305X7kB9wHD9K2QPSKoWhlFZh9JIe+c7cg+9gMupZ34PnxJxGnRYZaJNnLmgRni/Osgy6oomhr8JKhsw2OGBFJlJxB1WFIP35xzUac/Mb3ITs1LXNBcmUarac2INZW+929JuFfCiXIM1PcM4rs/cy9RUqadvfR8z6Mm792C3puWm6CQRpYusp9GG2a4/jRDWMo9NGHh4DeK7fiUxefjU9f+UlcdsPVuO3q2wF9u0iqNE9kCalLUq9c7BRH6XAZtksffKZq78zPnIHLr7tYiK1NYC6uM4+5lyMUZqQv3BJqq0sMGyPEJFfQw1q46fr/wDe/+B1kpllgVJ4riuoVmHmGn0jTqLJkWf2e007E9d+7Fh98+xl48IE/o+dbe8/hbzqkEcmYvv8PMLN1mgEsb+2Dlw2SqTx6g43EJl8V48BTLz6Nz33yMqz90wsWJ2Tq/lkiFkfH4g6cdvYHcf5l55pbVEIUaRFxFZ+nEPSmy9cxoiXSF2yez6mgZpBYktJc8AixdVMvvvalb+C5x55DniWzBCGC6hJxFOmDK/ZbgQsvPxeHsJ5QlSVzX9l8IIpLA3Sdv9gwxpvirk7fTsjawNj0kU1oqm/AixPPV+nQeUfgnzEA889cf9PwvOdaA5AH01T1uTlff3nLKwWwp1CZZEfw7JPP4h1HnoBlV/QgstiZiZkepWpmWSMEfaW28RMbcckXL8K5qz9dad05GFMVy9sedvWsFiJD5a1SkoEfpPOOQMQqcOmsPmZSlKOrISUAt8y1jU/DWcaxrz8Ozz39PPb67l6Wsz1+P6ctfhTJ6yMYvnEIs8/k0VfYZK/gvHD82QtM54XCrvgR7aRazCiPq5c76/8GQxHF+9pD81pf3ula/q5r90xm5YSh//9TZC8UCnjhby+gTl+fknmt8W2LnYHKgwqmMsviWH0MuadnsXzvHvqoGPXzV+biH/m1590LxdOmo5YHUWH01FzrWe21IgHdVKWh9tJUEmuFlESS6U6fEelZLOLOOuy5rnlWu67ddwR8FnBhwSpLu7rCIQLP+egFFpCWXtrN1MmAQ+YDRm+B0yJ9U7UHxTb8tWEb85WbryE+irEyp/YI586cSzRElcKshHf3okWrO1sI68xnocYYHe5sNJM+nY0HHvZsNNwmcbBBuzUiiaYhibNVRKoC9NciUM91DiuqcGWyZ8iD03BXfKlEjGXf7UEszwpB3xroHysrawgbY+VEGdv+vZdFUB3681vsmdzHzynQGkRBWO8LXLvLBP65yJAoBTJ5o1F1Bq9l6gKPz+bVoevx8iBRuUbvm95nduU/HjTOXqrwiPHaCbGM097zEdx9x++tENE3ggErvDn8JIycOARijNWi6qALLz0Xn7/6EvZXmmUfAV1LQUrM8y87ak5Hr+tDQVVQFXmhKk8KNObEJGFnPIgWCmDYvhESEq9taW1OshVE/qznnrb5QN+mKet7DIngmEPfhLVrXrQxMnP/XYHA45P/O3FRW8UA22Z7kUrKDZ1A3TzeLr1FqFFtHqrxZE9BFhOZLI9UhV2Z1IRA2DGj88GTNwc1CGrx6SymNakJV1Yg4AM5n1wqznjhV5uVRwuC2v5+rh2B7+chjAD/B72Z65O+6sIxAAAAAElFTkSuQmCC","boardlogo":"data:image/png;base64,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88pqoyG8ABe85Z/Sy0CeJwDj/D/3uIM3B4rMFgMBgMBoPBYDC8uxH5D5m9Bg7N69fqAAAAAElFTkSuQmCC","largescene":"data:image/png;base64,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"},"boardevents":[{"id":"Model View Bowser (MP3)","activationType":-4,"executionType":1,"custom":true,"parameterValues":{"ModelSpace":80}}]}