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Space (1.2)":{"language":0,"code":"; NAME: Lucky Space (1.2)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Boolean|Timeable\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n; Set Timeable to TRUE so that the wheel can be timed\n; Set Timeable to FALSE so that the result is random\n\nJAL PlayMusic\nLI A0 112 ; Game Guy Fanfare\n\nJAL PlaySound\nLI A0 0x248 ; Crowd Cheering\n\nSW R0 16(SP) ; Parameter 3\nSW R0 20(SP) ; Parameter 4\nSW R0 24(SP) ; Parameter 5\nLI A0 -1 ; Character image (None)\nLUI A1 hi(LuckySpace_Message)\nADDIU A1 A1 lo(LuckySpace_Message)\nLI A2 0 ; Parameter 1\nJAL ShowMessage\nLI A3 0 ; Parameter 2\n\nJAL SleepProcess\nLI A0 60\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP ; These 3 close the message\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 ; Play regular music again\n\nJAL GetPlayerStruct\nLI A0 -1 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by 20 for alignment\nLBU T2 1(S3) ; Load 2nd Outcome Index\nSLL T3 T2 5 ; Multiply by 20 for alignment\nLBU T2 2(S3) ; Load 3rd Outcome Index\nSLL T5 T2 5 ; Multiply by 20 for alignment\nADDU T5 T5 T0\nLBU T2 3(S3) ; Load 4th Outcome Index\nSLL T7 T2 5 ; Multiply by 20 for alignment\nADDU T7 T7 T0 \nLBU T2 4(S3) ; Load 5th Outcome Index\nSLL T9 T2 5 ; Multiply by 20 for alignment\nADDU T9 T9 T0 \n\nLUI A0 hi(A_Pointer_With_Enough_Space) \nADDIU A0 A0 lo(A_Pointer_With_Enough_Space) ; String destination\nLUI A1 hi(Roulette_Prompt) \nADDIU A1 A1 lo(Roulette_Prompt) ; String destination\nADDU A2 T0 T1 ; 1st Outcome String pointer\nADDU A3 T0 T3 ; 2nd Outcome String pointer\nSW T5 16(SP) ; 3rd Outcome String pointer\nSW T7 20(SP) ; 4th Outcome String pointer\nSW T9 24(SP) ; 5th Outcome String pointer\nJAL sprintf\nSW R0 28(SP) ; Terminator \n\nLUI A2 hi(Arg1_Pointer)\nADDIU A2 A2 lo(Arg1_Pointer)\nLUI A3 hi(Arg2_Pointer)\nADDIU A3 A3 lo(Arg2_Pointer)\nLUI T0 hi(Arg3_Pointer)\nADDIU T0 T0 lo(Arg3_Pointer)\nSW T0 16(SP) ; A4\nLUI T0 hi(Arg4_Pointer)\nADDIU T0 T0 lo(Arg4_Pointer)\nSW T0 20(SP) ; A5\nLUI T0 hi(Arg5_Pointer)\nADDIU T0 T0 lo(Arg5_Pointer)\nSW T0 24(SP)\n\nLUI T6 hi(Arg1_Pointer)\nADDIU T6 T6 lo(Arg1_Pointer)\nSLL T8 S6 4 ; Shift by 4 \nADDU T6 T6 T8 ; Add to get correct Array\n\nLI T1 0x21 ; A button\nSB T1 0(T6) ; Insert Roulette Highlight\n\ndisplayroulette:\nLI A0 -1 ; Character image (None)\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nJAL ShowMessage \nNOP\nSW A0 76(SP) ; Window ID\n\n\nLI S0 0 ; Indicator of whether to move the arrow or not \nrefreshloop:\nBEQZ S0 checkinput ; If 0 don't update, just check controller input\nNOP\n; It's 1, move the arrow\n\nLUI S1 hi(Arg1_Pointer)\nADDIU S1 S1 lo(Arg1_Pointer)\nSLL T8 S6 4 ; Shift by 4 \nADDU T6 S1 T8 ; Add to get correct Array\n\nLI T1 0x24 ; Nothing\nSB T1 0(T6) ; Delete Roulette Highlight\n\nADDIU S6 S6 1 ; Add 1 to Roulette Highlight Index\nLI T0 5 \nBEQL S6 T0 updateroulettehighlight\nMOVE S6 R0 ; Make it 0 if it's 5\n; Do not change the Highlight Index\n\nupdateroulettehighlight:\nSLL T8 S6 4 ; Shift by 4 \nADDU T6 S1 T8 ; Add to get correct Array\n\nLI T1 0x21 ; A Button\nSB T1 0(T6) ; Insert Roulette Highlight\n\nLW A0 76(SP) ; Window ID\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nLI A2 -1\nJAL 0x8005B43C\nLI A3 -1\n\nJAL PlaySound \nLI A0 0x104 ; Scrolling through Minigame Roulette Sound Index\n\ncheckinput:\nJAL PlayerIsCPU ; 1 if CPU\nLBU A0 29(S4) ; Player Index\n\nBEQZ V0 checkinputbutactually ; It's a human player, ignore\nNOP\n; It's  CPU\nJAL GetRandomByte\nNOP\n\nSLTI T5 V0 4 ; ON IF 0-3\nBNEZ T5 exitloop ; If 1, the CPU pressed A\nNOP\n; They didn't press A\nJ checkinputsleepframe ; Skip Player controller check\nNOP\n\ncheckinputbutactually:\nJAL DetectABInput\nLBU A0 29(S4) ; Player Index\n\nBNEZ V0 exitloop ; If 1, they pressed A\nNOP \n\ncheckinputsleepframe:\nJAL SleepVProcess ; Sleep 1 Frame\nNOP \nADDIU S0 S0 1 ; Add 1 to loop counter\nLI T0 2 ; check to make sure it's not 2\nBEQL S0 T0 refreshloop\nMOVE S0 R0 ; Make it 0 if it's 2\nJ refreshloop\nNOP\n\nexitloop:\nLI T0 Timeable ; 1 if Timeable, 0 if Random\n\nBNEZ T0 exitloop2 ; If it's Timeable, continue\nNOP\n; They selected Random, change the result\nLUI S1 hi(Arg1_Pointer)\nADDIU S1 S1 lo(Arg1_Pointer)\nSLL T8 S6 4 ; Shift by 4 \nADDU T6 S1 T8 ; Add to get correct Array\n\nLI T1 0x24 ; Nothing\nSB T1 0(T6) ; Delete Roulette Highlight\n\n\nLB S6 72(SP) ; Load the randomized result\n\n\nSLL T8 S6 4 ; Shift by 4 \nADDU T6 S1 T8 ; Add to get correct Array\n\nLI T1 0x21 ; A Button\nSB T1 0(T6) ; Insert Roulette Highlight\n\nLW A0 76(SP) ; Window ID\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nLI A2 -1\nJAL 0x8005B43C\nLI A3 -1\n\nJAL PlaySound \nLI A0 0x104 ; Scrolling through Minigame Roulette Sound Index\n\nexitloop2:\nJAL PlaySound \nLI A0 0x4FD ; Scrolling through Minigame Roulette Sound Index\n\nJAL SleepProcess\nLI A0 45 ; Frames\n\nLBU A0 76(SP) ; Window ID\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLUI T0 hi(RouletteOutcomes_Array)\nADDIU T0 T0 lo(RouletteOutcomes_Array)\nADDU T0 T0 S6 ; Add Index of Roulette Option\nLBU T1 0(T0) ; Load Index Value\n\nBEQZ T1 giveitem ; Outcome 0 is Get a Mushroom\nLI S5 0 ; Mushroom index\n\nLI T0 1\nBEQ T0 T1 giveitem ; Outcome 1 is Get a Skeleton Key\nLI S5 1 ; Skeleton Key index\n\nLI T0 2\nBEQ T0 T1 giveitem ; Outcome 2 is Get a Poison Mushroom\nLI S5 2 ; Poison Mushroom index\n\nLI T0 3\nBEQ T0 T1 giveitem ; Outcome 3 is Get a Warp Block\nLI S5 5 ; Warp Block index\n\nLI T0 4\nBEQ T0 T1 giveitem ; Outcome 4 is Get a Dueling Glove\nLI S5 8 ; Dueling Glove index\n\nLI T0 5\nBEQ T0 T1 giveitem ; Outcome 5 is Get a Lucky Lamp\nLI S5 9 ; Lucky Lamp index\n\nLI T0 6\nBEQ T0 T1 giveitem ; Outcome 6 is Get a Golden Mushroom\nLI S5 10 ; Golden Mushroom index\n\nLI T0 7\nBEQ T0 T1 giveitembag ; Outcome 7 is Get an Item Bag\nNOP\n\nLI T0 8\nBEQ T0 T1 givecoins ; Outcome 8 is Get 2 Coins\nLI S5 2 ; Coins\n\nLI T0 9\nBEQ T0 T1 givecoins ; Outcome 9 is Get 5 Coins\nLI S5 5 ; Coins\n\nLI T0 10\nBEQ T0 T1 givecoins ; Outcome 10 is Get 7 Coins\nLI S5 7 ; Coins\n\nLI T0 11\nBEQ T0 T1 givecoins ; Outcome 11 is Get 10 Coins\nLI S5 10 ; Coins\n\nLI T0 12\nBEQ T0 T1 givecoins ; Outcome 12 is Get 12 Coins\nLI S5 12 ; Coins\n; There is no outcome 13, it should never go through here\n\ngiveitem:\nJAL PlayerHasEmptyItemSlot ; -1 if no space\nLBU A0 29(S4) ; Player Index\n\nBLTZ V0 fullonitems ; If they're full on items, prepare prompt to discard item\nNOP\n;They have space for the item\n\nADDIU T4 S4 24 ; Item Slot #1\nADDU T4 T4 V0 ; Add to get Empty Item Slot\nSB S5 0(T4) ; Store Item\n\nJAL PlaySound\nLI A0 25 ; Got Item Sound Index\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJ exit\nNOP\n\nfullonitems:\nLBU T1 24(S4) ; Item 1 Value\nLBU T2 25(S4) ; Item 2 Value\nLBU T3 26(S4) ; Item 3 Value\n\nLUI T0 hi(Item_Strings)\nADDIU T0 T0 lo(Item_Strings)\n\nSLL T1 T1 0x0005 ; Multiply by 20 for alignment\nSLL T2 T2 0x0005 ; Multiply by 20 for alignment\nSLL T3 T3 0x0005 ; Multiply by 20 for alignment\nADDU T3 T0 T3\nSLL T4, S5, 0x0005 ; Multiply by 20 for alignment\nADDU T4 T0 T4\n\nLUI A0 hi(A_Pointer_With_Enough_Space)\nADDIU A0 A0 lo(A_Pointer_With_Enough_Space)\nLUI A1 hi(DeleteItem_Prompt)\nADDIU A1 A1 lo(DeleteItem_Prompt)\nADDU A2 T0 T1 ; Add Item Index to Item string pointer\nADDU A3 T0 T2 ; Add Item Index to Item string pointer\nSW T3 16(SP)\nSW T4 20(SP)\nJAL sprintf\nSW R0 24(SP)\n\npromptdisplay:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nLI A2 0\nJAL ShowMessage \nLI A3 0\n\nJAL GetRandomByte ; 0-255 at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; MOD 4\n\nLI A0 2\nJAL GetBasicPromptSelection\nMFHI A1 ; 0 - 3 passed\nMOVE S0 V0 ; S0 now has the chosen option index\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the player's destination based on the choice.\nBEQL S0 R0 replaceitem\nSB S5 24(S4) ; Replace Item 1\nLI A0 1\nBEQL S0 A0 replaceitem\nSB S5 25(S4) ; Replace Item 2\nLI A0 2\nBEQL S0 A0 replaceitem\nSB S5 26(S4) ; Replace Item 3\nLI A0 3\nBEQ S0 A0 exit\nNOP\n\nview_map:\nJAL ViewBoardMap\nNOP\nJ fullonitems\nNOP\n\nreplaceitem:\nJAL PlaySound\nLI A0 25 ; Got Item Sound Index\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJ exit\nNOP\n\n\ngivecoins:\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S5 ; Coins\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nMOVE A1 S5 ; Coins\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJ exit\nNOP\n\ngiveitembag:\nJAL PlayerHasEmptyItemSlot ; -1 if no space\nLBU A0 29(S4) ; Player Index\nMOVE S1 V0 \nBLTZ V0 itembagcelebrate ; exit when the player can't hold any more items\nNOP\n\nJAL GetRandomByte\nNOP\n\nLI T0 17 ; Number of items\nDIVU V0 T0 ; Divide by 17\nMFHI V0 ; 0-16 \n\nADDIU T1 S4 24 ; Item Slot #1\nADDU T1 T1 S1 ; Add to get Empty Item Slot\nSB V0 0(T1) ; Store Item\n\nJAL PlaySound\nLI A0 25 ; Got Item Sound Index\n\nJAL SleepProcess\nLI A0 20\n\nJ giveitembag\nNOP\n\nitembagcelebrate:\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJ exit\nNOP\n\n\n\nexit:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n.align 16\nArg1_Pointer:\n.byte 0x24\n\n.align 16\nArg2_Pointer:\n.byte 0x24\n\n.align 16\nArg3_Pointer:\n.byte 0x24\n\n.align 16\nArg4_Pointer:\n.byte 0x24\n\n.align 16\nArg5_Pointer:\n.byte 0x24\n\n.align 16\nRouletteOutcomes_Array:\n.byte 0xFF,0xFF,0xFF,0xFF,0xFF\n\n.align 16\n1stPlace_Array:\n.byte 0,1,2,3,4,5,8,9\n\n.align 16\n2ndPlace_Array:\n.byte 0,1,2,3,4,5,9,10\n\n.align 16\n3rdPlace_Array:\n.byte 1,3,4,5,6,7,10,11\n\n.align 16\n4thPlace_Array:\n.byte 1,3,4,5,6,7,11,12\n\n.align 16\nLuckySpace_Message:\n.ascii \"\\x06L \\x05U \\x03C \\x07K \\x04Y  \\x06S \\x05P \\x03A \\x07C \\x04E\\x00\"\n\n.align 16\nRoulette_Prompt:\n.ascii \"\\x0B\\x1A\\x1A\\x0EPress \\x21 to stop the wheel\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x11\\x0E\" \"%s\" \"\\x0E   \\x0E\\x0A\"\n.ascii \"\\x1A\\x1A\\x12\\x0E\" \"%s\" \"\\x0E   \\x0E\\x0A\"\n.ascii \"\\x1A\\x1A\\x13\\x0E\" \"%s\" \"\\x0E   \\x0E\\x0A\"\n.ascii \"\\x1A\\x1A\\x14\\x0E\" \"%s\" \"\\x0E   \\x0E\\x0A\"\n.ascii \"\\x1A\\x1A\\x15\\x0E\" \"%s\" \"\\x0E   \\x0E\\x0A\\x00\"\n\n.align 16\nDeleteItem_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"You can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t carry any more items\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.ascii \"Choose one you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re willing to throw away\"\n.byte 0x85 ; .\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0\n\n\n.align 16\nA_Pointer_With_Enough_Space:\n.fill 0x1024\n\n.align 0x20\nOutcomes_Strings:\n.asciiz \"Get a Mushroom\" ; 00\n.align 0x20\n.asciiz \"Get a Skeleton Key\" ; 01\n.align 0x20\n.asciiz \"Get a Poison Mushroom\" ; 02\n.align 0x20\n.asciiz \"Get a Warp Block\" ; 03\n.align 0x20\n.asciiz \"Get a Dueling Glove\" ; 04\n.align 0x20\n.asciiz \"Get a Lucky Lamp\" ; 05\n.align 0x20\n.asciiz \"Get a Golden Mushroom\" ; 06\n.align 0x20\n.asciiz \"Get an Item Bag\" ; 07\n.align 0x20\n.asciiz \"Get 2 Coins\" ; 08\n.align 0x20\n.asciiz \"Get 5 Coins\" ; 9\n.align 0x20\n.asciiz \"Get 7 Coins\" ; 10\n.align 0x20\n.asciiz \"Get 10 Coins\" ; 11\n.align 0x20\n.asciiz \"Get 12 Coins\" ; 12\n\n.align 0x20\nItem_Strings:\n.asciiz \"Mushroom\" ; 00\n.align 0x20\n.asciiz \"Skeleton Key\" ; 01\n.align 0x20\n.asciiz \"Poison Mushroom\" ; 02\n.align 0x20\n.asciiz \"Reverse Mushroom\" ; 03\n.align 0x20\n.asciiz \"Cellular Shopper\" ; 04\n.align 0x20\n.asciiz \"Warp Block\" ; 05\n.align 0x20\n.asciiz \"Plunder Chest\" ; 06\n.align 0x20\n.asciiz \"Bowser Phone\" ; 07\n.align 0x20\n.asciiz \"Dueling Glove\" ; 08\n.align 0x20\n.asciiz \"Lucky Lamp\" ; 09\n.align 0x20\n.asciiz \"Golden Mushroom\" ; 10\n.align 0x20\n.asciiz \"Boo Bell\" ; 11\n.align 0x20\n.asciiz \"Boo Repellant\" ; 12\n.align 0x20\n.asciiz \"Bowser Suit\" ; 13\n.align 0x20\n.asciiz \"Magic Lamp\" ; 14\n.align 0x20\n.asciiz \"Koopa Kard\"\n.align 0x20\n.asciiz \"Barter Box\"\n.align 0x20\n.asciiz \"Lucky Charm\"\n.align 0x20\n.asciiz \"Wacky Watch\"\n.align 0x20\n.asciiz \"Item Bag\"\n\n.align 16\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; A0 = Player's Index\n; A1 = 0 = Happy / 1 = Sad Index\n.align 16\nSetBoardPlayerAnimationWithSound:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\nSW A1 68(SP)\n\nJAL GetPlayerStruct ; Struct Pointer at V0\nNOP\n\nLBU T0 3(V0) ; Character Index\n\nBNEZ A1 sad\nNOP\n\nhappy:\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 5 ; Happy Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ SetBoardAnimationWithSound_exit\nNOP\n\nsad:\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 60 ; Frames\n\nSetBoardAnimationWithSound_exit:\nLW A0 72(SP) ; Player Index\nLI A1 -1 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLW A1 68(SP)\nLW A0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"Bad Luck Space":{"language":0,"code":"; NAME: Bad Luck Space\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Boolean|Timeable\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n; Set Timeable to TRUE so that the wheel can be timed\n; Set Timeable to FALSE so that the result is random\n\nJAL PlayMusic\nLI A0 113 ; Game Guy Lose\n\nJAL PlaySound\nLI A0 0x4CF ; Crowd Surprised\n\nLUI T0 hi(total_turns)\nADDIU T0 T0 lo(total_turns)\nLBU T1 0(T0) ; Total Turns\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T6 0(T0) ; Current Turn \n\nSUBU T3 T1 T6 ; Subtract\nSLTI T2 T3 5 ; ON IF 0-4 Last 5 Turns\nBEQL T2 R0 badluckspacemessagesetup\nLI FP 0 ; Bad Luck Space Event Flag\n; Extra Bad Luck Space \nLI FP 1 ; Extra Bad Lucl Space Event Flag\n\nLUI A1 hi(ExtraBadLuckSpace_Message)\nADDIU A1 A1 lo(ExtraBadLuckSpace_Message)\nJ badluckspacemessage\nNOP\n\nbadluckspacemessagesetup:\nLUI A1 hi(BadLuckSpace_Message)\nADDIU A1 A1 lo(BadLuckSpace_Message)\nbadluckspacemessage:\nSW R0 16(SP) ; Parameter 3\nSW R0 20(SP) ; Parameter 4\nSW R0 24(SP) ; Parameter 5\nLI A0 -1 ; Character image (None)\nLI A2 0 ; Parameter 1\nJAL ShowMessage\nLI A3 0 ; Parameter 2\n\nJAL SleepProcess\nLI A0 60\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP ; These 3 close the message\n\nJAL PlayMusic\nLI A0 33 ; Foolish Bowser Music\n\nJAL GetPlayerStruct\nLI A0 -1 \nMOVE S4 V0\n\nJAL GetPlayerPlacement ; 0-3 at V0\nLBU A0 29(S4) ; Player Index\n\nSLL V0 V0 4 ; Shift bit by 4 \n\nLUI S2 hi(EBL1stPlace_Array)\nADDIU S2 S2 lo(EBL1stPlace_Array)\n\nBNEZ FP getroulettearray ; Take the Extra Bad Luck Array\nNOP\n; Take regular array\n\nLUI S2 hi(1stPlace_Array)\nADDIU S2 S2 lo(1stPlace_Array)\ngetroulettearray:\nADDU S2 S2 V0 ; Add to get correct Array\n\nLUI T3 hi(RouletteOutcomes_Array)\nADDIU T3 T3 lo(RouletteOutcomes_Array)\nLI T0 0xFF ; No Chest Index\nSB T0 0(T3)\nSB T0 1(T3)\nSB T0 2(T3)\nSB T0 3(T3) ; Make all addresses -1\nSB T0 4(T3) \n\nJAL GetRandomByte\nNOP\n\nLI T0 5\nDIVU V0 T0 ; Divide by 5\nMFHI S6 ; 0-4, where the Roulette highlight will begin\nSB S6 72(SP) ; Store this value in case they select Random\n\nLI S0 4 ; Loop Counter\noutcomeloop:\nBLTZ S0 setuproulette ; exit once all roulette slots are filled\nNOP\n\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nBNEZL FP outcomeloopextraornormal\nLI T0 6 ; 6 Outcomes for Extra Bad Luck Event\n\nLI T0 5 ; 5 Outcomes Bad Luck Event\noutcomeloopextraornormal:\nDIVU V0 T0\nMFHI V0 ; 0-4\nADDU T2 S2 V0 ; Add to get correct Array spot\nLBU S1 0(T2) ; Index of option to put on Roulette\n\nloadroulettearray:\nLUI T3 hi(RouletteOutcomes_Array)\nADDIU T3 T3 lo(RouletteOutcomes_Array)\nMOVE S3 T3 ; Copy to S3\nLI S7 4 ; Loop Counter\noutcomeloop2:\nADDU T5 T3 S7 ; Add loop counter to get Array spot\nLB T4 0(T5) ; Current Outcome Index\n\nBLTZ T4 writeonroulette ; If -1, there's nothing here, store it on roulette\nNOP\n; There's an outcome written here\nBEQ T4 S1 outcomeloop ; If it's the same outcome, reroll\nNOP\n; It's not the same, check next slot\nJ outcomeloop2\nADDIU S7 S7 -1 ; Subtract from loop counter\n\nwriteonroulette:\nSB S1 0(T5) ; Write outcome on Array\nJ outcomeloop\nADDIU S0 S0 -1 ; Subtract 1 from loop counter\n\n\nsetuproulette:\nLUI T0 hi(Outcomes_Strings)\nADDIU T0 T0 lo(Outcomes_Strings)\nLBU T2 0(S3) ; Load 1st Outcome Index\nSLL T1 T2 5 ; Multiply by 20 for alignment\nLBU T2 1(S3) ; Load 2nd Outcome Index\nSLL T3 T2 5 ; Multiply by 20 for alignment\nLBU T2 2(S3) ; Load 3rd Outcome Index\nSLL T5 T2 5 ; Multiply by 20 for alignment\nADDU T5 T5 T0\nLBU T2 3(S3) ; Load 4th Outcome Index\nSLL T7 T2 5 ; Multiply by 20 for alignment\nADDU T7 T7 T0 \nLBU T2 4(S3) ; Load 5th Outcome Index\nSLL T9 T2 5 ; Multiply by 20 for alignment\nADDU T9 T9 T0 \n\nLUI A0 hi(A_Pointer_With_Enough_Space) \nADDIU A0 A0 lo(A_Pointer_With_Enough_Space) ; String destination\nLUI A1 hi(Roulette_Prompt) \nADDIU A1 A1 lo(Roulette_Prompt) ; String destination\nADDU A2 T0 T1 ; 1st Outcome String pointer\nADDU A3 T0 T3 ; 2nd Outcome String pointer\nSW T5 16(SP) ; 3rd Outcome String pointer\nSW T7 20(SP) ; 4th Outcome String pointer\nSW T9 24(SP) ; 5th Outcome String pointer\nJAL sprintf\nSW R0 28(SP) ; Terminator \n\nLUI A2 hi(Arg1_Pointer)\nADDIU A2 A2 lo(Arg1_Pointer)\nLUI A3 hi(Arg2_Pointer)\nADDIU A3 A3 lo(Arg2_Pointer)\nLUI T0 hi(Arg3_Pointer)\nADDIU T0 T0 lo(Arg3_Pointer)\nSW T0 16(SP) ; A4\nLUI T0 hi(Arg4_Pointer)\nADDIU T0 T0 lo(Arg4_Pointer)\nSW T0 20(SP) ; A5\nLUI T0 hi(Arg5_Pointer)\nADDIU T0 T0 lo(Arg5_Pointer)\nSW T0 24(SP)\n\nLUI T6 hi(Arg1_Pointer)\nADDIU T6 T6 lo(Arg1_Pointer)\nSLL T8 S6 4 ; Shift by 4 \nADDU T6 T6 T8 ; Add to get correct Array\n\nLI T1 0x21 ; A button\nSB T1 0(T6) ; Insert Roulette Highlight\n\ndisplayroulette:\nLI A0 -1 ; Character image (None)\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nJAL ShowMessage \nNOP\nSW A0 76(SP) ; Window ID\n\n\nLI S0 0 ; Indicator of whether to move the arrow or not \nrefreshloop:\nBEQZ S0 checkinput ; If 0 don't update, just check controller input\nNOP\n; It's 1, move the arrow\n\nLUI S1 hi(Arg1_Pointer)\nADDIU S1 S1 lo(Arg1_Pointer)\nSLL T8 S6 4 ; Shift by 4 \nADDU T6 S1 T8 ; Add to get correct Array\n\nLI T1 0x24 ; Nothing\nSB T1 0(T6) ; Delete Roulette Highlight\n\nADDIU S6 S6 1 ; Add 1 to Roulette Highlight Index\nLI T0 5 \nBEQL S6 T0 updateroulettehighlight\nMOVE S6 R0 ; Make it 0 if it's 5\n; Do not change the Highlight Index\n\nupdateroulettehighlight:\nSLL T8 S6 4 ; Shift by 4 \nADDU T6 S1 T8 ; Add to get correct Array\n\nLI T1 0x21 ; A Button\nSB T1 0(T6) ; Insert Roulette Highlight\n\nLW A0 76(SP) ; Window ID\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nLI A2 -1\nJAL 0x8005B43C\nLI A3 -1\n\nJAL PlaySound \nLI A0 0x104 ; Scrolling through Minigame Roulette Sound Index\n\ncheckinput:\nJAL PlayerIsCPU ; 1 if CPU\nLBU A0 29(S4) ; Player Index\n\nBEQZ V0 checkinputbutactually ; It's a human player, ignore\nNOP\n; It's  CPU\nJAL GetRandomByte\nNOP\n\nSLTI T5 V0 4 ; ON IF 0-3\nBNEZ T5 exitloop ; If 1, the CPU pressed A\nNOP\n; They didn't press A\nJ checkinputsleepframe ; Skip Player controller check\nNOP\n\ncheckinputbutactually:\nJAL DetectABInput\nLBU A0 29(S4) ; Player Index\n\nBNEZ V0 exitloop ; If 1, they pressed A\nNOP \n\ncheckinputsleepframe:\nJAL SleepVProcess ; Sleep 1 Frame\nNOP \nADDIU S0 S0 1 ; Add 1 to loop counter\nLI T0 2 ; check to make sure it's not 2\nBEQL S0 T0 refreshloop\nMOVE S0 R0 ; Make it 0 if it's 2\nJ refreshloop\nNOP\n\nexitloop:\nLI T0 Timeable ; 1 if Timeable, 0 if Random\n\nBNEZ T0 exitloop2 ; If it's Timeable, continue\nNOP\n; They selected Random, change the result\nLUI S1 hi(Arg1_Pointer)\nADDIU S1 S1 lo(Arg1_Pointer)\nSLL T8 S6 4 ; Shift by 4 \nADDU T6 S1 T8 ; Add to get correct Array\n\nLI T1 0x24 ; Nothing\nSB T1 0(T6) ; Delete Roulette Highlight\n\n\nLB S6 72(SP) ; Load the randomized result\n\n\nSLL T8 S6 4 ; Shift by 4 \nADDU T6 S1 T8 ; Add to get correct Array\n\nLI T1 0x21 ; A Button\nSB T1 0(T6) ; Insert Roulette Highlight\n\nLW A0 76(SP) ; Window ID\nLUI A1 hi(A_Pointer_With_Enough_Space)\nADDIU A1 A1 lo(A_Pointer_With_Enough_Space)\nLI A2 -1\nJAL 0x8005B43C\nLI A3 -1\n\nJAL PlaySound \nLI A0 0x104 ; Scrolling through Minigame Roulette Sound Index\n\nexitloop2:\nJAL PlaySound \nLI A0 0x4FD ; Scrolling through Minigame Roulette Sound Index\n\nJAL SleepProcess\nLI A0 45 ; Frames\n\nLBU A0 76(SP) ; Window ID\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLUI T0 hi(RouletteOutcomes_Array)\nADDIU T0 T0 lo(RouletteOutcomes_Array)\nADDU T0 T0 S6 ; Add Index of Roulette Option\nLBU T1 0(T0) ; Load Index Value\n\nBEQZ T1 losecoins ; Outcome 0 is Lose 5 Coins\nLI S5 5 ; Coins\n\nLI T0 1\nBEQ T0 T1 losecoins ; Outcome 1 is Lose 10 Coins\nLI S5 10 ; Coins\n\nLI T0 2\nBEQ T0 T1 givecoins ; Outcome 2 is Give 3 coins to rivals -TODO\nLI S5 3 ; Coins\n\nLI T0 3\nBEQ T0 T1 givecoins ; Outcome 3 is Give 5 coins to rivals -TODO\nLI S5 5 ; Coins\n\nLI T0 4\nBEQ T0 T1 give4th ; Outcome 4 is Give 5 coins to 4th Place\nLI S5 5 ; Coins\n\nLI T0 5\nBEQ T0 T1 give4th ; Outcome 5 is Give 10 coins to 4th Place \nLI S5 10 ; Coins\n\nLI T0 6\nBEQ T0 T1 giverandom ; Outcome 6 is Give 5 coins to a player\nLI S5 5 ; Coins\n\nLI T0 7\nBEQ T0 T1 starmoves ; Outcome 7 is The Star Moves\nNOP\n\nLI T0 8\nBEQ T0 T1 loseitem ; Outcome 8 is Lose 1 Item\nNOP\n\nLI T0 9\nBEQ T0 T1 losecoins ; Outcome 9 is Lose 20 Coins\nLI S5 20 ; Coins\n\nLI T0 10\nBEQ T0 T1 givecoins ; Outcome 10 is Give 10 coins to rivals\nLI S5 10 ; Coins\n\nLI T0 11\nBEQ T0 T1 giverandom ; Outcome 11 is Give 10 coins to a player\nLI S5 10 ; Coins\n\nLI T0 12\nBEQ T0 T1 getcoins ; Outcome 12 is Get 10 Coins\nLI S5 10 ; Coins\n\nLI T0 13\nBEQ T0 T1 losehalf ; Outcome 13 is Lose half your Coins\nNOP\n\nLI T0 14\nBEQ T0 T1 losestar ; Outcome 14 is Lose 1 Star\nNOP\n\nLI T0 15\nBEQ T0 T1 givestar ; Outcome 15 is Give 1 Star to 4th Place\nNOP\n; There is no outcome 16, it should never go through here\n\nlosecoins:\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S5 ; Coins to lose\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S5 ; Coins to lose\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJ exit\nNOP\n\ngive4th:\nLI S0 99 ; Loop Counter\nLI S3 3 ; 4th Place\ngive4thloop:\nBLTZL S0 give4thresetloop ; Player in this placing was never found, try another placing\nNOP\n\nJAL GetRandomByte\nNOP\nLI T0 4 ; Players\nDIVU V0 T0 \nMFHI V0 ; 0-3 \n\nLBU T1 29(S4) ; Current Player Index\nBEQ V0 T1 give4thloop ; If it's the current player, roll a new number\nNOP\nMOVE S7 V0\n\nJAL GetPlayerPlacement ; Placement at V0 (0-3)\nMOVE A0 S7 ; Chosen Player Index\n\nBNEL V0 S3 give4thloop\nADDIU S0 S0 -1 ; Subtract 1 to try to find another player\n; They're in the correct placing\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nMOVE A1 S5 ; Coins\n\nBEQL V0 R0 give4thgivecoins ; Give them all player's coins if they don't have enough\nLHU S5 10(S4) ; Current Player's Coins\n; They have enough coins\n\ngive4thgivecoins:\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S5 ; Coins to lose\n\nLBU A0 29(S4) ; Player Index\nJAL 0x800E1F28 \nSUBU A1 R0 S5 ; Coins to lose\n\nMOVE A0 S7 ; Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S5 ; Coins to lose\n\nMOVE A0 S7 ; Player Index\nJAL 0x800E1F28 \nMOVE A1 S5 ; Coins to lose\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJ exit\nNOP\n\ngive4thresetloop:\nADDIU S3 S3 -1 ; Subtract 1 to find a player in another placing\nJ give4thloop\nLI S0 99 ; Reset Loop Counter\n\ngiverandom:\nJAL GetRandomByte\nNOP\nLI T0 4 ; Players\nDIVU V0 T0 ; Divide by 4\nMFHI V0 ; 0-3\n\nLBU T1 29(S4) ; Current Player Index\nBEQ V0 T1 giverandom ; If it's the current player, find another\nNOP\nMOVE S7 V0\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nMOVE A1 S5 ; Coins\n\nBEQL V0 R0 giverandomgivecoins ; Give them all player's coins if they don't have enough\nLHU S5 10(S4) ; Current Player's Coins\n; They have enough coins\n\ngiverandomgivecoins:\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S5 ; Coins to lose\n\nLBU A0 29(S4) ; Player Index\nJAL 0x800E1F28 \nSUBU A1 R0 S5 ; Coins to lose\n\nMOVE A0 S7 ; Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S5 ; Coins to lose\n\nMOVE A0 S7 ; Player Index\nJAL 0x800E1F28 \nMOVE A1 S5 ; Coins to lose\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJ exit\nNOP\n\nstarmoves: \nJAL 0x800EDA58 ; ChangeStarLocation\nNOP\n\nJ exit\nNOP\n\nloseitem:\nJAL PlayerHasEmptyItemSlot ; 0 if no items\nLBU A0 29(S4) ; Player Index\n\nBEQZ V0 exit ; Exit if they have no items\nNOP\n; They have at least 1 item\nloseitemroll:\nJAL GetRandomByte\nNOP\nLI T0 3 ; Item Slots\nDIVU V0 T0 \nMFHI V0\n\nADDIU T4 S4 24 ; Add to get Item Slot #1\nADDU T4 T4 V0 ; Add to get correct Item Slot\nLB T1 0(T4) ; Item Slot Value\n\nBLTZ T1 loseitemroll ; Reroll if this slot is empty\nNOP\n; There's an item here\nLI T0 0xFF\nSB T0 0(T4) ; Delete Item\n\nJAL PlaySound\nLI A0 0x126 ; Item Delete sfx\n\nJAL FixUpPlayerItemSlots\nLBU A0 29(S4) ; Player Index\n\nJAL RefreshHUD\nLBU A0 29(S4) ; Player Index\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJ exit\nNOP\n\ngetcoins:\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S5 ; Coins to gain\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nMOVE A1 S5 ; Coins to gain\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nJ exit\nNOP\n\nlosehalf:\nLHU T0 10(S4) ; Coins\nLI T1 2 \nDIVU T0 T1 ; Divide by 2\nMFLO S5\n\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S5 ; Coins to lose\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S5 ; Coins to lose\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJ exit\nNOP\n\nlosestar:\nLBU T0 14(S4) ; Stars\n\nBEQZ T0 exit ; Exit if no stars \nNOP\n\nADDIU T0 T0 -1 ; Subtract 1 Star\nSB T0 14(S4) ; Store new Star amount\n\nJAL PlayMusic\nLI A0 0x6B ; Game Over \n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 \n\nJ exit\nNOP\n\ngivestar: \nLBU T0 14(S4) ; Stars\n\nBEQZ T0 exit ; Exit if no stars \nNOP\n\nLI S0 99 ; Loop Counter\nLI S3 3 ; 4th Place\ngivestarloop:\nBLTZL S0 givestarresetloop ; Player in this placing was never found, try another placing\nNOP\n\nJAL GetRandomByte\nNOP\nLI T0 4 ; Players\nDIVU V0 T0 \nMFHI V0 ; 0-3 \n\nLBU T1 29(S4) ; Current Player Index\nBEQ V0 T1 givestarloop ; If it's the current player, roll a new number\nNOP\nMOVE S7 V0\n\nJAL GetPlayerPlacement ; Placement at V0 (0-3)\nMOVE A0 S7 ; Chosen Player Index\n\nBNEL V0 S3 givestarloop\nADDIU S0 S0 -1 ; Subtract 1 to try to find another player\n; They're in the correct placing\n\ngivestargivestar:\nLBU T0 14(S4) ; Stars\nADDIU T0 T0 -1 ; Subtract 1 Star\nSB T0 14(S4) ; Stars\n\nJAL PlayMusic\nLI A0 0x6B ; Game Over \n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index\n\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\nJAL GetPlayerStruct\nMOVE A0 S7 ; Chosen Player Index\n\nLBU T0 14(V0) ; Stars\nADDIU T0 T0 1 ; Add 1 Star\nSB T0 14(V0) \n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index\n\nJAL SleepProcess\nLI A0 20 \n\nJ exit\nNOP\n\ngivestarresetloop:\nADDIU S3 S3 -1 ; Subtract 1 to find a player in another placing\nJ givestarloop\nLI S0 99 ; Reset Loop Counter\n\n\ngivecoins:\nLI T0 3 \nMULT S5 T0\nMFLO S7\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nMOVE A1 S7 ; Coins to give * 3 \nSUBU S7 R0 S7 ; Turn the value negative\n\nBNEZ V0 givecoinssetuploop ; If they have enough coins, continue normally\nNOP\n; They're missing coins\nLHU S7 10(S4) ; Coins\n\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S7 ; Coins\n\nLBU A0 29(S4) ; Player Index\nJAL 0x800E1F28 ; ShowCoinChangeHUD\nSUBU A1 R0 S7 ; Coins\n\nLI S0 0 ; Player Flag\nLI S3 3 ; Divide by 3\ngivecoinsrollindex:\nJAL GetRandomByte\nNOP\nLI T0 4 ; Players\nDIVU V0 T0\nMFHI V0 ; Player Index \n\nLBU T0 29(S4) ; Current Player Index\nBEQ T0 V0 givecoinsrollindex ; Reroll if it's the turn player\nNOP\nLI T1 1 ; bit \nSLLV T0 T1 V0 ; Shift by Player Index\nAND T2 S0 T0 ; 1 if that player has already been given coins\n\nBNEZ T2 givecoinsrollindex ; Loop if that player has already been given coins\nNOP\n; that player has not been given coins\n\nADDU S0 S0 T0 ; Add flag \nDIVU S7 S3 ; Divide by S3\nMFLO S5\nSUBU S7 S7 S5 ; Subtract from total coins to give\n\nMOVE S6 V0 ; Player Index\nMOVE A0 S6\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S5 ; Amount to give\n\nMOVE A0 S6\nJAL 0x800E1F28 ; ShowCoinChangeHUD\nMOVE A1 S5 ; Amount to give\n\nBEQZ S7 givecoinsloopexit ; exit once there's no more coins left to give\nNOP\n\nJ givecoinsrollindex\nADDIU S3 S3 -1 ; Subtract 1 to divide by less \n\n\n\ngivecoinssetuploop:\nLI S0 3 ; Player 4\ngivecoinsloop:\nBLTZ S0 givecoinsloopexit ; exit once all players are effected\nNOP\nLBU T0 29(S4) ; Current Player Index\n\nBEQL S0 T0 givecoinsbutactually\nMOVE S3 S7 ; Coins to lose\n; It's a different player, give them coins\nMOVE S3 S5 ; Coins to gain\n\ngivecoinsbutactually:\nMOVE A0 S0 ; Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S3 ; Coins\n\nMOVE A0 S0 ; Player Index\nJAL 0x800E1F28 ; ShowCoinChangeHUD\nMOVE A1 S3 ; Coins\n\nJ givecoinsloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\ngivecoinsloopexit:\nLBU A0 29(S4) ; Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\n\n\nexit:\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 ; Return Music to normal\n\n\n\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n.align 16\nArg1_Pointer:\n.byte 0x24\n\n.align 16\nArg2_Pointer:\n.byte 0x24\n\n.align 16\nArg3_Pointer:\n.byte 0x24\n\n.align 16\nArg4_Pointer:\n.byte 0x24\n\n.align 16\nArg5_Pointer:\n.byte 0x24\n\n.align 16\nRouletteOutcomes_Array:\n.byte 0xFF,0xFF,0xFF,0xFF,0xFF\n\n.align 16\n1stPlace_Array:\n.byte 1,3,5,6,8\n\n.align 16\n2ndPlace_Array:\n.byte 1,3,4,6,8\n\n.align 16\n3rdPlace_Array:\n.byte 0,2,6,7,8\n\n.align 16\n4thPlace_Array:\n.byte 0,2,6,7,8\n\n.align 16\nEBL1stPlace_Array:\n.byte 9,10,11,13,14,15\n\n.align 16\nEBL2ndPlace_Array:\n.byte 9,10,11,13,14,15\n\n.align 16\nEBL3rdPlace_Array:\n.byte 9,10,11,12,13,14\n\n.align 16\nEBL4thPlace_Array:\n.byte 9,10,11,12,13,14\n\n.align 16\nBadLuckSpace_Message:\n.ascii \"\\x03B \\x03A \\x03D  \\x03L \\x03U \\x03C \\x03K  \\x03S \\x03P \\x03A \\x03C \\x03E\\x00\"\n\n.align 16\nExtraBadLuckSpace_Message:\n.ascii \"\\x01E \\x01X \\x01T \\x01R \\x01A  \\x03B \\x03A \\x03D  \\x03L \\x03U \\x03C \\x03K  \\x03S \\x03P \\x03A \\x03C \\x03E\\x00\"\n\n.align 16\nRoulette_Prompt:\n.ascii \"\\x0B\\x1A\\x1A\\x0EPress \\x21 to stop the wheel\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x11\\x0E\" \"%s\" \"\\x0E   \\x0E\\x0A\"\n.ascii \"\\x1A\\x1A\\x12\\x0E\" \"%s\" \"\\x0E   \\x0E\\x0A\"\n.ascii \"\\x1A\\x1A\\x13\\x0E\" \"%s\" \"\\x0E   \\x0E\\x0A\"\n.ascii \"\\x1A\\x1A\\x14\\x0E\" \"%s\" \"\\x0E   \\x0E\\x0A\"\n.ascii \"\\x1A\\x1A\\x15\\x0E\" \"%s\" \"\\x0E   \\x0E\\x0A\\x00\"\n\n\n.align 16\nA_Pointer_With_Enough_Space:\n.fill 0x1024\n\n.align 0x20\nOutcomes_Strings:\n.asciiz \"Lose 5 Coins\" ; 00\n.align 0x20\n.asciiz \"Lose 10 Coins\" ; 01\n.align 0x20\n.asciiz \"Give 3 coins to rivals\" ; 02\n.align 0x20\n.asciiz \"Give 5 coins to rivals\" ; 03\n.align 0x20\n.asciiz \"Give 5 coins to 4th place\" ; 04\n.align 0x20\n.asciiz \"Give 10 coins to 4th place\" ; 05\n.align 0x20\n.asciiz \"Give 5 coins to a player\" ; 06\n.align 0x20\n.asciiz \"The \\x2A Star moves\" ; 07\n.align 0x20\n.asciiz \"Lose 1 item\" ; 08\n.align 0x20\n.asciiz \"Lose 20 Coins\" ; 9\n.align 0x20\n.asciiz \"Give 10 coins to rivals\" ; 10\n.align 0x20\n.asciiz \"Give 10 coins to a player\" ; 11\n.align 0x20\n.asciiz \"Receive 10 Coins\" ; 12\n.align 0x20\n.asciiz \"Lose half your coins\" ; 13\n.align 0x20\n.asciiz \"Lose 1 \\x2A Star\" ; 14\n.align 0x20\n.asciiz \"Give 1 \\x2A Star to 4th place\" ; 15\n\n\n.align 0x20\nItem_Strings:\n.asciiz \"Mushroom\" ; 00\n.align 0x20\n.asciiz \"Skeleton Key\" ; 01\n.align 0x20\n.asciiz \"Poison Mushroom\" ; 02\n.align 0x20\n.asciiz \"Reverse Mushroom\" ; 03\n.align 0x20\n.asciiz \"Cellular Shopper\" ; 04\n.align 0x20\n.asciiz \"Warp Block\" ; 05\n.align 0x20\n.asciiz \"Plunder Chest\" ; 06\n.align 0x20\n.asciiz \"Bowser Phone\" ; 07\n.align 0x20\n.asciiz \"Dueling Glove\" ; 08\n.align 0x20\n.asciiz \"Lucky Lamp\" ; 09\n.align 0x20\n.asciiz \"Golden Mushroom\" ; 10\n.align 0x20\n.asciiz \"Boo Bell\" ; 11\n.align 0x20\n.asciiz \"Boo Repellant\" ; 12\n.align 0x20\n.asciiz \"Bowser Suit\" ; 13\n.align 0x20\n.asciiz \"Magic Lamp\" ; 14\n.align 0x20\n.asciiz \"Koopa Kard\"\n.align 0x20\n.asciiz \"Barter Box\"\n.align 0x20\n.asciiz \"Lucky Charm\"\n.align 0x20\n.asciiz \"Wacky Watch\"\n.align 0x20\n.asciiz \"Item Bag\"\n\n.align 16\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; A0 = Player's Index\n; A1 = 0 = Happy / 1 = Sad Index\n.align 16\nSetBoardPlayerAnimationWithSound:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\nSW A1 68(SP)\n\nJAL GetPlayerStruct ; Struct Pointer at V0\nNOP\n\nLBU T0 3(V0) ; Character Index\n\nBNEZ A1 sad\nNOP\n\nhappy:\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 5 ; Happy Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ SetBoardAnimationWithSound_exit\nNOP\n\nsad:\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 75 ; Frames\n\nSetBoardAnimationWithSound_exit:\nLW A0 72(SP) ; Player Index\nLI A1 -1 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLW A1 68(SP)\nLW A0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"Magic Lamp Fix":{"language":0,"code":"; NAME: Magic Lamp Fix\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Destination\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n;====================================================================\n; This event is a way to make the Magic Lamp work on custom boards\n; where there is only 1 Star Spawn, since normally the Magic Lamp\n; would warp players back to START. \n; This event should be set as a Before Dice Roll event.\n; Destination is the space BEFORE the Star, NOT the Star Space itself.\n;====================================================================\n\nLI T0 0x80102C5C ; Magic Lamp Pointer \nLW T1 0(T0) ; Magic Lamp Function Location\nLI T2 0x021A ; Amount to add to get Upper 4 of Magic Lamp's Space Index Address\nADDU T1 T1 T2 \nLH T0 0(T1) ; Load upper 4 of Magic Lamp Space Index Address (0x8011 presumably)\nSLL T0 T0 16 ; Shift by 16 to the Left (T0 = 0x80110000?)\nLH T2 8(T1) ; Load lower 4 of Magic Lamp Space Index Address (0x7D68 in this case)\nOR T1 T0 T2 ; Add to get address where game reads Magic Lamp's Destination Space Index\n\nLI T3 Destination\nSH T3 0(T1) ; Store Space to warp to\n\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n\n"},"Thwomp Bouncers (Rehearsal)":{"language":0,"code":"; NAME: Thwomp Bouncers (Rehearsal)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|DeclineDestination\n; PARAM: Space|DeclineInReverse\n; PARAM: +Number|StartingToll\n\nADDIU SP SP -72\nSW RA 64(SP)\nSW S0 60(SP)\nSW S1 56(SP)\nSW S2 52(SP)\nSW S3 48(SP)\nSW S4 44(SP)\nSW S6 40(SP)\nSW S7 36(SP)\n\n; S1 = Player Status Flag Address\n; S3 = Toll Address\n; S2 = Toll Address value\n; S4 = Current Player's Index\n; S6 = Base Toll\n; S7 = Current Player's Coin Amount\n; DeclineDestination = Where the player would go if they say no/don't\n;                      have enough coins\n; DeclineInReverse = Where the player would go if they say no/don't\n;                    have enough coins, but they are going in reverse\n; StartingToll = What the Thwomp Toll will start at\n\nLI A0 -1\nLI A1 -1\nJAL SetBoardPlayerAnimation\nLI A2 2\n\nJAL GetCurrentPlayerIndex ; At V0\nNOP\nMOVE S4 V0\n\nLUI S3 hi(0x800CD0A4)\nADDIU S3 S3 lo(0x800CD0A4) ; Load Address of Board-Specific RAM\nLHU S2 0(S3) ; Load the RAM Value into S1\n\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nMOVE A2 S2 ; Move Thwomp Toll Total Value into A2\nJAL sprintf\nNOP\n\nBNE S2 R0 Check\nNOP\n\nLI S2 StartingToll ; Set Starting Toll if address reads 0\n\n;FAILSAFE CHECK======================================================\nCheck:\nMOVE A0 S4\nJAL PlayerHasCoins ; Checks if Player has the minimum coin amount\nMOVE A1 S2\n\nBEQ V0 R0 NotEnoughCoins\nNOP\n;FAILSAFE CHECK======================================================\nMOVE S6 S2 ; Copy Base Toll to S6\n\nJAL PlaySound\nLI A0 0x1AE ; Thwomp's cry\n\nLUI T1 hi(p1_coins)\nADDIU T1 T1 lo(p1_coins) ; Load Player 1's Coins\nLI T0 0x38 ; Distance between each player's coins 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 coins address\nLHU T0 0(T1) ; Load address value into S2\nMOVE S7 T0 ; Move Value into S7\n\nSTART:\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nMOVE A2 S2 ; Move Thwomp Toll Total Value into A2\nJAL sprintf\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x1C ; Character image (Thwomp)\nLUI A1 hi(Thwomp_Prompt)\nADDIU A1 A1 lo(Thwomp_Prompt)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc) ; Pass ThwompToll 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.\nLUI A0 hi(ai_random_choice)\nADDIU A0 A0 lo(ai_random_choice)\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\nLI A0 2\nBEQ S0 A0 viewmap\nNOP\n\n\nyes:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x1C ; Character image (Thwomp)\nLUI A1 hi(ThwompToll_Message)\nADDIU A1 A1 lo(ThwompToll_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc) ; Pass ThwompToll as String\nLI A3 0\nJAL 0x800EC92C  ; ShowMessage2\nNOP\n\nJAL PlayerIsCPU ; Returns 1 if the current player is a CPU\nMOVE A0 S4\n\nBNE V0 R0 exitloop\nNOP\n\nLoopReturn:\nMOVE A0 S4\nJAL DetectCStickInput ; V0 = 1 if Stick is Up, -1 if Down, ELSE 0\nNOP\n\nBEQ V0 R0 Loop\nNOP\n\nLI T0 1\nBEQ V0 T0 CheckMax\nNOP\nJ CheckMin\nNOP\n\nCheckMax:\nBNE S2 S7 ContinueNormal\nNOP\nMOVE S2 S6\nJ ContinueRefresh\nNOP\n\nCheckMin:\nBNE S2 S6 ContinueNormal\nNOP\nMOVE S2 S7\nJ ContinueRefresh\nNOP\n\nContinueNormal:\nADDU S2 S2 V0\n\nContinueRefresh:\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nMOVE A2 S2 ; Move Thwomp Toll Total Value into A2\nJAL sprintf\nNOP\n\nJAL PlaySound\nLI A0 582 ; Coin Sound\n\nJAL SleepProcess\nLI A0 2 ; Sleep for 2 frames so choosing amount is easier\n\nLoop:\nMOVE A0 S4\nJAL DetectABInput ; V0 = 1 if A press, 2 if B press, ELSE 0\nNOP\n\nLI T0 1\nBEQ V0 T0 exitloop\nNOP\nBEQ V0 R0 ContinueInLoop\nNOP\n\nJAL PlaySound\nLI A0 4 ; Back Sound Index\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nMOVE S2 S6\nJ START\nNOP\n\nContinueInLoop:\nLI A0 2\nLUI A1 hi(coin_string_loc)\nADDIU A1 A1 lo(coin_string_loc)\nJAL 0x8005B6BC\nMOVE A2 R0\n\nLI A0 2\nLUI A1 hi(ThwompToll_Message)\nADDIU A1 A1 lo(ThwompToll_Message)\nLI A2 -1\nJAL 0x8005B43C\nLI A3 -1\n\nJAL SleepVProcess\nNOP\n\nJ LoopReturn\nNOP\n\n\n\nexitloop:\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlaySound\nLI A0 583 ; Cash Register Sound\n\nJAL SleepProcess\nLI A0 10 ; Sleep 10 frames\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S2\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S2\n\nJAL SleepProcess\nLI A0 30 ; Sleep 30 frames\n\nJAL PlaySound\nLI A0 0x1AE ; Thwomp's cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x1C ; Character image (Thwomp)\nLUI A1 hi(ThwompYes_Message)\nADDIU A1 A1 lo(ThwompYes_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nADDIU S2 S2 5 ; Add 5 to the toll count\nSH S2 0(S3) ; Update the minimum amount of Coins for the Toll\n\nJ exit\nNOP\n\n\nno:\nJAL PlaySound\nLI A0 0x1AE ; Thwomp's cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x1C ; Character image (Thwomp)\nLUI A1 hi(ThwompNo_Message)\nADDIU A1 A1 lo(ThwompNo_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nStatusFlag:\nLUI S1 hi(p1_status_flags)\nADDIU S1 S1 lo(p1_status_flags) ; Load Player 1's Status Flag\nLI T0 0x38 ; This is the distance between each player's Flag\nMULT S4 T0 ;  Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU S1 S1 T0 ; Add result to get Current Player Status Flag Address\n\nLBU A1 0(S1) ; Load address value into A1\nLI A0 7\nJAL GetPlayerBit ; V0 = 1 if Reversed\nNOP\n\nBNE V0 R0 PlayerInReverse ; If it's not 0, they're in Reverse\nNOP\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 DeclineDestination_chain_index ; Assigns Chain Index to A1\nLI A2 DeclineDestination_chain_space_index ;Assigns Space Index to A2\nJAL SetNextChainAndSpace\nNOP\n\nJ exit\nNOP\n\nPlayerInReverse:\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 DeclineInReverse_chain_index ; Assigns Chain Index to A1\nLI A2 DeclineInReverse_chain_space_index ; Assigns Space Index to A2\nJAL SetNextChainAndSpace\nNOP\n\nLBU T0 0(S1)\nADDIU T0 T0 1\nSB T0 0(S1)\n\nJ exit\nNOP\n\nviewmap:\nJAL ViewBoardMap\nNOP\nJ START\nNOP\n\n\nNotEnoughCoins:\nJAL PlaySound\nLI A0 0x1AE ; Thwomp's cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x1C ; Character image (Thwomp)\nLUI A1 hi(ThwompNotEnoughCoins_Message)\nADDIU A1 A1 lo(ThwompNotEnoughCoins_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ StatusFlag\nNOP\n\n\nexit:\nLW RA 64(SP)\nLW S0 60(SP)\nLW S1 56(SP)\nLW S2 52(SP)\nLW S3 48(SP)\nLW S4 44(SP)\nLW S6 40(SP)\nLW S7 36(SP)\nJR RA\nADDIU SP SP 72\n\n; Gets player A0's bit value\n; A0 = bit to shift to (7)\n; A1 = player flag address value\nGetPlayerBit:\nADDIU SP SP -8\nSW RA 0(SP)\n\nLI T0 1\nSLLV T0 T0 A0 ; shift bit mask into position\n\nAND T2 A1 T0\n\nBEQ T2 R0 ret_zero\nNOP\n\nret_one:\nLI V0 1\nJ getplayerbit_exit\nNOP\n\nret_zero:\nLI V0 0\n\ngetplayerbit_exit:\nLW RA 0(SP)\nJR RA\nADDIU SP SP 8\n\n\n; A0 Current Player index\nDetectCStickInput:\nADDIU SP SP -20\nSW RA 16(SP)\nSW S5 12(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(0x800CC3F7)\nADDIU T1 T1 lo(0x800CC3F7) ; Load P1's Y Axis\nLI A2 0x8 ; This is the distance between each player's Controller\nMULT A2 T0 ;  Multiply Controller value by 8\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\nSLTI S5 T0 0x1E ; S5 = 1 if less than 1E\nNOP\nBNE S5 R0 return_zero \nNOP\nSLTI S5 T0 0x7C ; Set if Stick is tilted up\nNOP\nBNE S5 R0 return_one\nNOP\nSLTI S5 T0 0xE2\nNOP\nBNE S5 R0 return_neg_one\nNOP\n\nreturn_zero:\nLI V0 0\nJ DetectCStickInputexit\nNOP\n\nreturn_one:\nLI V0 1\nJ DetectCStickInputexit\nNOP\n\nreturn_neg_one:\nLI V0 -1\nJ DetectCStickInputexit\nNOP\n\nDetectCStickInputexit:\nLW RA 16(SP)\nLW S5 12(SP)\nJR RA\nADDIU SP SP 20\n\n; A0 Current Player's Control Stick Y axis\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(0x800CCF7C)\nADDIU T1 T1 lo(0x800CCF7C) ; 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\nLI T1 0x40\nBEQ T0 T1 BPress\nNOP\n\nNoPress:\nLI V0 0\nJ DetectABInputexit\nNOP\n\nAPress:\nLI V0 1\nJ DetectABInputexit\nNOP\n\nBPress:\nLI V0 2\nJ DetectABInputexit\nNOP\n\nDetectABInputexit:\nLW RA 16(SP)\nJR RA\nADDIU SP SP 20\n\n\n\n.align 4\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nai_random_choice:\n.word 0x00000000, 0x00000000, 0x064C9932\n\n.align 16\nThwompNotEnoughCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"How do you not even have \"\n.byte 0x05 ; Green Font\n.byte 0x11 ; String #1 (ThwompToll)\n.ascii \" coins\"\n.byte 0x08 ; White Font\n.byte 0xC3, 0xC3 ; Question Marks (??)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You are definitely not famous\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"How did you even get an invite with no coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nThwomp_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Woah woah buster\"\n.byte 0x82 ; Comma (,)\n.ascii \" famous folk only\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Famous folk usually have \"\n.byte 0x05 ; Green Font\n.byte 0x11 ; String #1 (ThwompToll)\n.ascii \" coins \"\n.byte 0x08 ; White Font\n.ascii \"to spare\"\n.byte 0x85, 0x85, 0x85 ; Elipsis (...)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\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 \"Pay to pass\"\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 \"Don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t pay\"\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\nThwompYes_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Woah\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Enjoy your rehearsal\"\n.byte 0x82 ; Comma (,)\n.ascii \" superstar\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nThwompNo_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You must be here for the show then\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nThwompToll_Message:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Sooo\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"How many coins are ya willin\"\n.byte 0x5C ; Apostrophe (')\n.ascii \" to pay\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.ascii \"Pay\"\n.byte 0x10,0x10 ; Space 2x (  )\n.byte 0x29 ; Coin icon\n.byte 0x20 ; ???\n.byte 0x3E ; x (multiply)\n.byte 0x20 ; ???\n.byte 0x05 ; Green Font\n.byte 0x0F ; ???\n.byte 0x11 ; String #1 (Price)\n.byte 0x19 ; ???\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x28 ; Control Stick Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Choose\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x21 ; (A) Button Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Confirm\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x22 ; (B) Button Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Quit\"\n.byte 0\n.byte 0"},"Thwomp Bouncers (Stage)":{"language":0,"code":"; NAME: Thwomp Bouncers (Stage)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|DeclineDestination\n; PARAM: Space|DeclineInReverse\n; PARAM: +Number|StartingToll\n\nADDIU SP SP -72\nSW RA 64(SP)\nSW S0 60(SP)\nSW S1 56(SP)\nSW S2 52(SP)\nSW S3 48(SP)\nSW S4 44(SP)\nSW S6 40(SP)\nSW S7 36(SP)\n\n; S1 = Player Status Flag Address\n; S3 = Toll Address\n; S2 = Toll Address value\n; S4 = Current Player's Index\n; S6 = Base Toll\n; S7 = Current Player's Coin Amount\n; DeclineDestination = Where the player would go if they say no/don't\n;                      have enough coins\n; DeclineInReverse = Where the player would go if they say no/don't\n;                    have enough coins, but they are going in reverse\n; StartingToll = What the Thwomp Toll will start at\n\nLI A0 -1\nLI A1 -1\nJAL SetBoardPlayerAnimation\nLI A2 2\n\nJAL GetCurrentPlayerIndex ; At V0\nNOP\nMOVE S4 V0\n\nLUI S3 hi(0x800CD0A4)\nADDIU S3 S3 lo(0x800CD0A4) ; Load Address of Board-Specific RAM\nLHU S2 0(S3) ; Load the RAM Value into S1\n\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nMOVE A2 S2 ; Move Thwomp Toll Total Value into A2\nJAL sprintf\nNOP\n\nBNE S2 R0 Check\nNOP\n\nLI S2 StartingToll ; Set Starting Toll if address reads 0\n\n;FAILSAFE CHECK======================================================\nCheck:\nMOVE A0 S4\nJAL PlayerHasCoins ; Checks if Player has the minimum coin amount\nMOVE A1 S2\n\nBEQ V0 R0 NotEnoughCoins\nNOP\n;FAILSAFE CHECK======================================================\nMOVE S6 S2 ; Copy Base Toll to S6\n\nJAL PlaySound\nLI A0 0x1AE ; Thwomp's cry\n\nLUI T1 hi(p1_coins)\nADDIU T1 T1 lo(p1_coins) ; Load Player 1's Coins\nLI T0 0x38 ; Distance between each player's coins 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 coins address\nLHU T0 0(T1) ; Load address value into S2\nMOVE S7 T0 ; Move Value into S7\n\nSTART:\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nMOVE A2 S2 ; Move Thwomp Toll Total Value into A2\nJAL sprintf\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x1C ; Character image (Thwomp)\nLUI A1 hi(Thwomp_Prompt)\nADDIU A1 A1 lo(Thwomp_Prompt)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc) ; Pass ThwompToll 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.\nLUI A0 hi(ai_random_choice)\nADDIU A0 A0 lo(ai_random_choice)\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\nLI A0 2\nBEQ S0 A0 viewmap\nNOP\n\n\nyes:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x1C ; Character image (Thwomp)\nLUI A1 hi(ThwompToll_Message)\nADDIU A1 A1 lo(ThwompToll_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc) ; Pass ThwompToll as String\nLI A3 0\nJAL 0x800EC92C  ; ShowMessage2\nNOP\n\nJAL PlayerIsCPU ; Returns 1 if the current player is a CPU\nMOVE A0 S4\n\nBNE V0 R0 exitloop\nNOP\n\nLoopReturn:\nMOVE A0 S4\nJAL DetectCStickInput ; V0 = 1 if Stick is Up, -1 if Down, ELSE 0\nNOP\n\nBEQ V0 R0 Loop\nNOP\n\nLI T0 1\nBEQ V0 T0 CheckMax\nNOP\nJ CheckMin\nNOP\n\nCheckMax:\nBNE S2 S7 ContinueNormal\nNOP\nMOVE S2 S6\nJ ContinueRefresh\nNOP\n\nCheckMin:\nBNE S2 S6 ContinueNormal\nNOP\nMOVE S2 S7\nJ ContinueRefresh\nNOP\n\nContinueNormal:\nADDU S2 S2 V0\n\nContinueRefresh:\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nMOVE A2 S2 ; Move Thwomp Toll Total Value into A2\nJAL sprintf\nNOP\n\nJAL PlaySound\nLI A0 582 ; Coin Sound\n\nJAL SleepProcess\nLI A0 2 ; Sleep for 2 frames so choosing amount is easier\n\nLoop:\nMOVE A0 S4\nJAL DetectABInput ; V0 = 1 if A press, 2 if B press, ELSE 0\nNOP\n\nLI T0 1\nBEQ V0 T0 exitloop\nNOP\nBEQ V0 R0 ContinueInLoop\nNOP\n\nJAL PlaySound\nLI A0 4 ; Back Sound Index\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nMOVE S2 S6\nJ START\nNOP\n\nContinueInLoop:\nLI A0 2\nLUI A1 hi(coin_string_loc)\nADDIU A1 A1 lo(coin_string_loc)\nJAL 0x8005B6BC\nMOVE A2 R0\n\nLI A0 2\nLUI A1 hi(ThwompToll_Message)\nADDIU A1 A1 lo(ThwompToll_Message)\nLI A2 -1\nJAL 0x8005B43C\nLI A3 -1\n\nJAL SleepVProcess\nNOP\n\nJ LoopReturn\nNOP\n\n\n\nexitloop:\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlaySound\nLI A0 583 ; Cash Register Sound\n\nJAL SleepProcess\nLI A0 10 ; Sleep 10 frames\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S2\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S2\n\nJAL SleepProcess\nLI A0 30 ; Sleep 30 frames\n\nJAL PlaySound\nLI A0 0x1AE ; Thwomp's cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x1C ; Character image (Thwomp)\nLUI A1 hi(ThwompYes_Message)\nADDIU A1 A1 lo(ThwompYes_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nADDIU S2 S2 10 ; Add 10 to the toll count\nSH S2 0(S3) ; Update the minimum amount of Coins for the Toll\n\nJ exit\nNOP\n\n\nno:\nJAL PlaySound\nLI A0 0x1AE ; Thwomp's cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x1C ; Character image (Thwomp)\nLUI A1 hi(ThwompNo_Message)\nADDIU A1 A1 lo(ThwompNo_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nStatusFlag:\nLUI S1 hi(p1_status_flags)\nADDIU S1 S1 lo(p1_status_flags) ; Load Player 1's Status Flag\nLI T0 0x38 ; This is the distance between each player's Flag\nMULT S4 T0 ;  Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU S1 S1 T0 ; Add result to get Current Player Status Flag Address\n\nLBU A1 0(S1) ; Load address value into A1\nLI A0 7\nJAL GetPlayerBit ; V0 = 1 if Reversed\nNOP\n\nBNE V0 R0 PlayerInReverse ; If it's not 0, they're in Reverse\nNOP\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 DeclineDestination_chain_index ; Assigns Chain Index to A1\nLI A2 DeclineDestination_chain_space_index ;Assigns Space Index to A2\nJAL SetNextChainAndSpace\nNOP\n\nJ exit\nNOP\n\nPlayerInReverse:\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 DeclineInReverse_chain_index ; Assigns Chain Index to A1\nLI A2 DeclineInReverse_chain_space_index ; Assigns Space Index to A2\nJAL SetNextChainAndSpace\nNOP\n\nLBU T0 0(S1)\nADDIU T0 T0 1\nSB T0 0(S1)\n\nJ exit\nNOP\n\nviewmap:\nJAL ViewBoardMap\nNOP\nJ START\nNOP\n\n\nNotEnoughCoins:\nJAL PlaySound\nLI A0 0x1AE ; Thwomp's cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x1C ; Character image (Thwomp)\nLUI A1 hi(ThwompNotEnoughCoins_Message)\nADDIU A1 A1 lo(ThwompNotEnoughCoins_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ StatusFlag\nNOP\n\n\nexit:\nLW RA 64(SP)\nLW S0 60(SP)\nLW S1 56(SP)\nLW S2 52(SP)\nLW S3 48(SP)\nLW S4 44(SP)\nLW S6 40(SP)\nLW S7 36(SP)\nJR RA\nADDIU SP SP 72\n\n; Gets player A0's bit value\n; A0 = bit to shift to (7)\n; A1 = player flag address value\nGetPlayerBit:\nADDIU SP SP -8\nSW RA 0(SP)\n\nLI T0 1\nSLLV T0 T0 A0 ; shift bit mask into position\n\nAND T2 A1 T0\n\nBEQ T2 R0 ret_zero\nNOP\n\nret_one:\nLI V0 1\nJ getplayerbit_exit\nNOP\n\nret_zero:\nLI V0 0\n\ngetplayerbit_exit:\nLW RA 0(SP)\nJR RA\nADDIU SP SP 8\n\n\n; A0 Current Player index\nDetectCStickInput:\nADDIU SP SP -20\nSW RA 16(SP)\nSW S5 12(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(0x800CC3F7)\nADDIU T1 T1 lo(0x800CC3F7) ; Load P1's Y Axis\nLI A2 0x8 ; This is the distance between each player's Controller\nMULT A2 T0 ;  Multiply Controller value by 8\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\nSLTI S5 T0 0x1E ; S5 = 1 if less than 1E\nNOP\nBNE S5 R0 return_zero \nNOP\nSLTI S5 T0 0x7C ; Set if Stick is tilted up\nNOP\nBNE S5 R0 return_one\nNOP\nSLTI S5 T0 0xE2\nNOP\nBNE S5 R0 return_neg_one\nNOP\n\nreturn_zero:\nLI V0 0\nJ DetectCStickInputexit\nNOP\n\nreturn_one:\nLI V0 1\nJ DetectCStickInputexit\nNOP\n\nreturn_neg_one:\nLI V0 -1\nJ DetectCStickInputexit\nNOP\n\nDetectCStickInputexit:\nLW RA 16(SP)\nLW S5 12(SP)\nJR RA\nADDIU SP SP 20\n\n; A0 Current Player's Control Stick Y axis\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(0x800CCF7C)\nADDIU T1 T1 lo(0x800CCF7C) ; 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\nLI T1 0x40\nBEQ T0 T1 BPress\nNOP\n\nNoPress:\nLI V0 0\nJ DetectABInputexit\nNOP\n\nAPress:\nLI V0 1\nJ DetectABInputexit\nNOP\n\nBPress:\nLI V0 2\nJ DetectABInputexit\nNOP\n\nDetectABInputexit:\nLW RA 16(SP)\nJR RA\nADDIU SP SP 20\n\n\n\n.align 4\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nai_random_choice:\n.word 0x00000000, 0x00000000, 0x064C9932\n\n.align 16\nThwompNotEnoughCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"How do you not even have \"\n.byte 0x05 ; Green Font\n.byte 0x11 ; String #1 (ThwompToll)\n.ascii \" coins\"\n.byte 0x08 ; White Font\n.byte 0xC3, 0xC3 ; Question Marks (??)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You are definitely not famous\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"How did you even get back here with no coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"SECURITY\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nThwomp_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Woah woah buster\"\n.byte 0x82 ; Comma (,)\n.ascii \" the main stage is to your left\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Performers usually have \"\n.byte 0x05 ; Green Font\n.byte 0x11 ; String #1 (ThwompToll)\n.ascii \" coins \"\n.byte 0x08 ; White Font\n.ascii \"to spare\"\n.byte 0x85, 0x85, 0x85 ; Elipsis (...)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\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 \"Pay to pass\"\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 \"Don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t pay\"\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\nThwompYes_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Woah\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Break a leg\"\n.byte 0x82 ; Comma (,)\n.ascii \" superstar\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nThwompNo_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Well I hope you enjoyed your rehearsal\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nThwompToll_Message:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Sooo\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"How many coins are ya willin\"\n.byte 0x5C ; Apostrophe (')\n.ascii \" to pay\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.ascii \"Pay\"\n.byte 0x10,0x10 ; Space 2x (  )\n.byte 0x29 ; Coin icon\n.byte 0x20 ; ???\n.byte 0x3E ; x (multiply)\n.byte 0x20 ; ???\n.byte 0x05 ; Green Font\n.byte 0x0F ; ???\n.byte 0x11 ; String #1 (Price)\n.byte 0x19 ; ???\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x28 ; Control Stick Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Choose\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x21 ; (A) Button Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Confirm\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x22 ; (B) Button Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Quit\"\n.byte 0\n.byte 0"},"Warp (Fade)":{"language":0,"code":"; NAME: Warp (Fade)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|target_space\n\n; Note: This warp will only work for spaces\n; that are not the last space in their chain.\n; There are many peculiarities that are hard\n; to handle in a single \"warp\" event.\n\nADDIU SP SP -4\nSW RA 0(SP)\n\n; Fade types:\n; I think it caches the first one you use, so repeats\n; are probably wrong...\n; 0: horizontal bars\n; 1: circle\n; 2: circle?\n; 3: circle?\n; 4: !\n; 5: !\n; 6: !\n; 7: !\n; 8: !\n; 9: Game Guy\n; A: Tumble\n\n; Start a fade out\nADDIU A0 R0 1 ; fade type constant\nJAL InitFadeOut\nADDIU A1 R0 20 ; duration (frames)\n\n; Wait for the fade out to complete.\nwait_fade_out:\nJAL SleepVProcess\nNOP\nJAL GetFadeStatus ; 1=still fading, 0=complete\nNOP\nADDIU A0 R0 1\nBEQ V0 A0 wait_fade_out\nNOP\n\n; Set player at the new location\nJAL GetCurrentPlayerIndex\nNOP\nADD A0 R0 V0\nADDIU A1 R0 target_space_chain_index\nJAL SetPlayerOntoChain\nADDIU A2 R0 target_space_chain_space_index\n\nJAL PlaySound \nADDIU A0 R0 0x199 ; Warp Pipe Sound Index\n\n; Start a fade in\nADDIU A0 R0 1 ; fade type constant\nJAL InitFadeIn\nADDIU A1 R0 20 ; duration (frames)\n\n; Don't wait for the fade in to complete.\n; Otherwise the player movement will be seen.\n\nLW RA 0(SP)\nJR RA\nADDIU SP SP 4"},"Music Video (Pauline Stardom Premiere)":{"language":0,"code":"; NAME: Music Video (Pauline Stardom Premiere)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|IncorrectAnswer\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\nJAL PlaySound\nLI A0 0x4FD\n\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI A0 -1\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0\nJAL 0x800EC8EC\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL GetRandomByte\nNOP\n\nSW R0 20(SP)\nSW R0 24(SP)\nSW R0 28(SP)\nLI A0 -1\n\nLI T0 0x2A\nSLT S0 V0 T0\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 0x54\nSLT S0 V0 T0\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 0x7F\nSLT S0 V0 T0\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 0xAA\nSLT S0 V0 T0\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 0xD5\nSLT S0 V0 T0\nNOP\nBNE S0 R0 Question5\nNOP\n\nJ Question6\nNOP\n\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 1\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 1\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 0\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 0\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 1\n\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC\nADDU A3 R0 R0\n\nJ AILogic\nNOP\n\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5\nMOVE S0 V0\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlaySound\nLI A0 0x3EC\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED\n\nJAL SleepProcess\nLI A0 25\n\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\ncorrect:\nJAL PlaySound\nLI A0 0x419\n\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI A0 -1\nLUI A1 hi(Hit_Message)\nADDIU A1 A1 lo(Hit_Message)\nLI A2 0\nJAL 0x800EC8EC\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nLUI S1 hi(p1_stars)\nADDIU S1 S1 lo(p1_stars)\nLI S3 0x38\nMULT S4 S3\nMFLO S3\nADDU S1 S1 S3\nLBU S2 0(S1)\n\nLI T0 0x63\nBEQ S2 T0 exit\nNOP\n\njal   0x8004A520\n li    A0, 111\n\nlui   A0, hi(current_player_index)\naddiu A0, A0, lo(current_player_index)\nlb    V0, 0(A0)\nsll   V1, V0, 3\nsubu  V1, V1, V0\nsll   V1, V1, 3\nlui   V0, hi(p1_stars)\naddu  V0, V0, V1\nlbu   V0, lo(p1_stars)(V0)\naddiu V0, V0, 1\nlui   AT, hi(p1_stars)\naddu  AT, AT, V1\nsb    V0, lo(p1_stars)(AT)\n\nli    A1, 6\njal   0x800F2304\n move  A2, R0\n\njal   SleepProcess\n li    A0, 60\n\nJ exit\nNOP\n\nincorrect:\nJAL PlaySound\nLI A0 0x40F\n\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\nLI A2 IncorrectAnswer\n\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI A0 -1\nLUI A1 hi(Backlash_Message)\nADDIU A1 A1 lo(Backlash_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\n\n\nexit:\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 \n\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\npercent_d:\n.asciiz \"%d\"\n\ncoin_string_loc:\n.fill 8\n\n\n.align 16\nIntroduction:\n.ascii \"Lakitu here live\"\n.byte 0xC2\n.ascii \" See those instruments\"\n.byte 0xC3\n.byte 0x0A\n.ascii \"Pauline wants to shoot a music video but\"\n.byte 0x85,0x85,0x85\n.byte 0x0A\n.ascii \"we ain\"\n.byte 0x5C\n.ascii \"t very sure what\"\n.byte 0x5C\n.ascii \"s trending right now\"\n.byte 0x85\n.byte 0x0A\n.ascii \"Lemme think of some options\"\n.byte 0xC2\n.byte 0xFF,0\n\n\n.align 16\nHit_Message:\n.ascii \"The music video is a hit\"\n.byte 0xC2\n.byte 0x0A\n.ascii \"That song is trending\"\n.byte 0xC2\n.byte 0x0A\n.ascii \"You earn a Star\"\n.byte 0xC2\n.byte 0xFF,0\n\n\n.align 16\nBacklash_Message:\n.ascii \"Oh no\"\n.byte 0xC2\n.byte 0x0A\n.ascii \"The video received backlash\"\n.byte 0xC2\n.byte 0x0A\n.ascii \"You lose \"\n.byte 0x03\n.byte 0x11\n.ascii \" Coins\"\n.byte 0x08\n.byte 0xC2\n.byte 0xFF,0\n\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B\n.ascii \"Eureka\"\n.byte 0xC2\n.byte 0x0A\n.ascii \"How about one of these\"\n.byte 0xC3\n.byte 0x0A\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Ground Theme\"\n.byte 0x0D\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Jump Up Super Star\"\n.byte 0x0D\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Dire Dire Docks\"\n.byte 0x0D\n.byte 0\n\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B\n.ascii \"Eureka\"\n.byte 0xC2\n.byte 0x0A\n.ascii \"How about one of these\"\n.byte 0xC3\n.byte 0x0A\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Koopa Beach\"\n.byte 0x0D\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Gusty Garden Galaxy\"\n.byte 0x0D\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Break Free Lead The Way\"\n.byte 0x0D\n.byte 0\n\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B\n.ascii \"Eureka\"\n.byte 0xC2\n.byte 0x0A\n.ascii \"How about one of these\"\n.byte 0xC3\n.byte 0x0A\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Castle Theme\"\n.byte 0x0D\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Rainbow Road\"\n.byte 0x0D\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Delfino Plaza\"\n.byte 0x0D\n.byte 0\n\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B\n.ascii \"Eureka\"\n.byte 0xC2\n.byte 0x0A\n.ascii \"How about one of these\"\n.byte 0xC3\n.byte 0x0A\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Rainbow Road\"\n.byte 0x0D\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Underwater Theme\"\n.byte 0x0D\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Ghost House\"\n.byte 0x0D\n.byte 0\n\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B\n.ascii \"Eureka\"\n.byte 0xC2\n.byte 0x0A\n.ascii \"How about one of these\"\n.byte 0xC3\n.byte 0x0A\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Bob Omb Battlefield\"\n.byte 0x0D\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Slider\"\n.byte 0x0D\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Athletic Theme\"\n.byte 0x0D\n.byte 0\n\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B\n.ascii \"Eureka\"\n.byte 0xC2\n.byte 0x0A\n.ascii \"How about one of these\"\n.byte 0xC3\n.byte 0x0A\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Athletic Theme\"\n.byte 0x0D\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Staff Roll\"\n.byte 0x0D\n.byte 0x0A\n.byte 0x1A,0x1A\n.byte 0x0C\n.ascii \"Bowser Theme\"\n.byte 0x0D\n.byte 0\n\n\n.align 4\nAILogic:\nJAL GetRandomByte\nNOP\n\nLI T0 0x55\nSLT S0 V0 T0\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0xAA\nSLT S0 V0 T0\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nJ Choose3rd\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP"},"Paparazzi (Pauline's Stardom Premiere)":{"language":0,"code":"; NAME: Paparazzi (Pauline's Stardom Premiere)\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\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)\nADDIU A2 A2 0x1c00\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 \"Omg\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Can I get your autograph\"\n.byte 0xC3, 0xC2 ; (?!)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"I will literally PAY YOU\"\n.byte 0xC2 ; (!)\n.byte 0xFF,0 ; FF=Pause\n\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"},"Stardom! (Pauline Version)":{"language":1,"code":"// NAME: Stardom! (Pauline Version)\n// GAMES: MP3_USA\n// EXECUTION: Direct\n// PARAM: +Number|MAX_STARS\n// PARAM: Number|STAR_COST\n\n#include \"ultra64.h\"\n\nstruct player {\n    s8 unk0;\n    s8 cpu_difficulty;\n    s8 controller;\n    u8 character;\n    u8 flags;\n    s8 pad0[5];\n    s16 coins;\n    s16 minigame_coins;\n    s8 stars;\n\n    u8 cur_chain_index;\n    u8 cur_space_index;\n    u8 next_chain_index;\n    u8 next_space_index;\n    u8 unk1_chain_index;\n    u8 unk1_space_index;\n    u8 reverse_chain_index;\n    u8 reverse_space_index;\n\n    u8 status_flags;\n    u8 items[3];\n    u8 bowser_suit_flag;\n    u8 turn_color_status;\n\n    s8 pad1[7];\n\n    void *obj;\n    s16 minigame_star;\n    s16 coin_star;\n    s8 happening_space_count;\n    s8 red_space_count;\n    s8 blue_space_count;\n    s8 chance_space_count;\n    s8 bowser_space_count;\n    s8 battle_space_count;\n    s8 item_space_count;\n    s8 bank_space_count;\n    s8 game_guy_space_count;\n};\n\nunion ai_next {\n    struct ai_node *ptr;\n    unsigned int decision;\n};\n\nstruct ai_node {\n    unsigned char type;\n    unsigned int data;\n    union ai_next next;\n};\n\nstruct ai_node ai_random_choice[] = {\n    { 0, 0x00000000, 0x064C9932 },\n};\n\nextern struct player *GetPlayerStruct(s32 player_index);\nextern u8 D_800CD0A1;\n\nchar cost[16];\nchar stars[16];\nchar coins[16];\nchar desc[16];\n\nchar *NotEnoughCoins_Message =\n    \"Hold it\"\n    \"\\x85\"\n    \"\\x0A\"\n    \"The spotlight isn\\x5Ct free\"\n    \"\\x85\"\n    \"\\x0A\"\n    \"You need at least \"\n    \"\\x05\"\n    \"\\x11\"\n    \" coins\"\n    \"\\x0A\"\n    \"\\x08\"\n    \"before I can put you on stage\"\n    \"\\xC2\"\n    \"\\xFF\";\n\nchar *Prompt =\n    \"\\x0B\"\n    \"You got moxy\"\n    \"\\x82\"\n    \" kid\"\n    \"\\xC2\"\n    \"\\x0A\"\n    \"I can put you in the spotlight\"\n    \"\\x0A\"\n    \"for \"\n    \"\\x05\"\n    \"\\x11\"\n    \" coins per star\"\n    \"\\x85\"\n    \"\\x0A\"\n    \"\\x07\"\n    \"Interested\"\n    \"\\xC3\"\n    \"\\x08\"\n    \"\\x0A\"\n    \"\\x0A\"\n    \"\\x1A\\x1A\"\n    \"\\x0C\"\n    \"Yes\"\n    \"\\x0D\"\n    \"\\x0A\"\n    \"\\x1A\\x1A\"\n    \"\\x0C\"\n    \"No\"\n    \"\\x0D\"\n    \"\\x0A\"\n    \"\\x1A\\x1A\"\n    \"\\x0C\"\n    \"View Map\"\n    \"\\x0D\";\n\nchar *Yes_Message =\n    \"That\\x5Cs what I like to hear\"\n    \"\\xC2\"\n    \"\\x0A\"\n    \"Time for your big moment\"\n    \"\\xC2\"\n    \"\\xFF\";\n\nchar *No_Message =\n    \"Aw\"\n    \"\\x82\"\n    \" that\\x5Cs a shame\"\n    \"\\x85\"\n    \"\\x0A\"\n    \"Come back when you\\x5Cre ready\"\n    \"\\x0A\"\n    \"for the spotlight\"\n    \"\\xC2\"\n    \"\\xFF\";\n\nchar *Stars_Message =\n    \"\\x0B\"\n    \"How many\"\n    \"\\x07\"\n    \" stars\"\n    \"\\x08\"\n    \"\\x0A\"\n    \"are you buying tonight\"\n    \"\\xC3\"\n    \"\\x0A\"\n    \"\\x0A\"\n    \"\\x1A\"\n    \"Buy\"\n    \"\\x10\\x10\"\n    \"\\x2A\"\n    \"\\x20\"\n    \"\\x3E\"\n    \"\\x20\"\n    \"\\x05\"\n    \"\\x0F\"\n    \"\\x11\"\n    \"\\x19\"\n    \"\\x0A\"\n    \"\\x1A\"\n    \"For\"\n    \"\\x10\\x10\"\n    \"\\x29\"\n    \"\\x20\"\n    \"\\x3E\"\n    \"\\x20\"\n    \"\\x05\"\n    \"\\x0F\"\n    \"\\x12\"\n    \"\\x19\"\n    \"\\x0A\"\n    \"\\x0A\"\n    \"\\x1A\\x1A\"\n    \"\\x28\"\n    \"\\x85\\x85\\x85\"\n    \"Choose\"\n    \"\\x0A\"\n    \"\\x1A\\x1A\"\n    \"\\x21\"\n    \"\\x85\\x85\\x85\"\n    \"Confirm\"\n    \"\\x0A\"\n    \"\\x1A\\x1A\"\n    \"\\x22\"\n    \"\\x85\\x85\\x85\"\n    \"Back\";\n\nvoid main() {\n\n    SetBoardPlayerAnimation(-1, -1, 2);\n\n    s32 player_index = GetCurrentPlayerIndex();\n    struct player *player = GetPlayerStruct(-1);\n\n    s32 price = STAR_COST;\n\n    if(price <= 0){\n        price = D_800CD0A1;\n    }\n\n    s32 purchaseNo = 1;\n    s32 Max = player->coins / price;\n\n    sprintf(cost, \"%d\", price);\n    sprintf(stars, \"%d\", purchaseNo);\n    sprintf(coins, \"%d\", (purchaseNo * price));\n\n    if(Max > MAX_STARS){\n        Max = MAX_STARS;\n    }\n\n    if(MAX_STARS != 1){\n        sprintf(desc, \"some\");\n    } else {\n        sprintf(desc, \"one\");\n    }\n\n    if (PlayerHasCoins(player_index, price) == 0) {\n\n        ShowMessage(-1, NotEnoughCoins_Message, cost, 0, 0, 0, 0);\n        func_800EC9DC();\n        CloseMessage();\n        func_800EC6EC();\n        return;\n\n    }\n\n    while (1) {\n\n        ShowMessage(-1, Prompt, cost, desc, 0, 0, 0);\n\n        s32 choice = GetBasicPromptSelection(2, 0);\n\n        CloseMessage();\n        func_800EC6EC();\n\n        switch (choice) {\n\n            case 0:\n\n                if(MAX_STARS == 1){\n\n                    SleepProcess(10);\n\n                    AdjustPlayerCoinsGradual(player_index, -(purchaseNo * price));\n                    ShowPlayerCoinChange(player_index, -(purchaseNo * price));\n                    SleepProcess(30);\n\n                    ShowMessage(-1, Yes_Message, 0, 0, 0, 0, 0);\n                    func_800EC9DC();\n                    CloseMessage();\n                    func_800EC6EC();\n\n                    func_8004A520(111);\n                    player->stars += purchaseNo;\n                    func_800F2304(-1, 6, 0);\n                    SleepProcess(60);\n                    SleepProcess(50);\n\n                    func_8004A520(GetBoardAudioIndex());\n\n                    return;\n\n                }\n\n                s32 isCPU = PlayerIsCPU(-1);\n                s32 aPressed = 0;\n                s32 bPressed = 0;\n\n                if (!isCPU) {\n\n                    func_800EC92C(-1, Stars_Message, stars, coins, 0, 0, 0);\n\n                    while (!aPressed && !bPressed) {\n\n                        aPressed = ButtonsPressed(player, A_BUTTON);\n                        bPressed = ButtonsPressed(player, B_BUTTON);\n\n                        s32 yState = GetJoystickVerticalState(player);\n\n                        if (yState > 0 && purchaseNo < Max) {\n                            purchaseNo++;\n                        }\n                        else if (yState < 0 && purchaseNo > 1) {\n                            purchaseNo--;\n                        }\n                        else {\n                            SleepVProcess();\n                            continue;\n                        }\n\n                        sprintf(stars, \"%d\", purchaseNo);\n                        sprintf(coins, \"%d\", (purchaseNo * price));\n\n                        func_8005B6BC(2, stars, 0);\n                        func_8005B43C(2, Stars_Message, -1, -1);\n\n                        SleepProcess(2);\n                    }\n\n                    CloseMessage();\n                    func_800EC6EC();\n                }\n\n                if(isCPU){\n                    SleepProcess(10);\n                    purchaseNo = Max;\n                }\n\n                if (isCPU || aPressed) {\n\n                    AdjustPlayerCoinsGradual(player_index, -(purchaseNo * price));\n                    ShowPlayerCoinChange(player_index, -(purchaseNo * price));\n                    SleepProcess(30);\n\n                    ShowMessage(-1, Yes_Message, 0, 0, 0, 0, 0);\n                    func_800EC9DC();\n                    CloseMessage();\n                    func_800EC6EC();\n\n                    func_8004A520(111);\n                    player->stars += purchaseNo;\n                    func_800F2304(-1, 6, 0);\n                    SleepProcess(60);\n                    SleepProcess(50);\n\n                    func_8004A520(GetBoardAudioIndex());\n\n                    return;\n                }\n\n                break;\n\n            case 1:\n\n                ShowMessage(-1, No_Message, 0, 0, 0, 0, 0);\n                func_800EC9DC();\n                CloseMessage();\n                func_800EC6EC();\n                return;\n\n            case 2:\n\n                ViewBoardMap();\n                break;\n        }\n    }\n}\n\nstruct OSContPadPadded {\n    OSContPad cont;\n    u16 padding;\n};\n\nextern struct OSContPadPadded D_800CC3F4[4];\n\ns32 ButtonsPressed(struct player *player, u32 buttons) {\n    return (D_800CC3F4[player->controller].cont.button & buttons) == buttons;\n}\n\ns32 GetJoystickVerticalState(struct player *player) {\n\n    s8 stick_y = D_800CC3F4[player->controller].cont.stick_y;\n\n    if (stick_y < -50) {\n        return -1;\n    }\n\n    if (stick_y > 60) {\n        return 1;\n    }\n\n    return 0;\n}\n\nvoid SendPlayerBack(struct player *player) {\n\n    if (player->status_flags & 0x80) {\n\n        SetNextChainAndSpace(\n            -1,\n            player->reverse_chain_index,\n            player->reverse_space_index\n        );\n\n    }\n    else {\n\n        SetNextChainAndSpace(\n            -1,\n            player->next_chain_index,\n            player->next_space_index\n        );\n\n    }\n}"},"Rehearsal Photo (Pauline's Stardom Premiere)":{"language":0,"code":"; NAME: Rehearsal Photo (Pauline's Stardom Premiere)\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\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)\nADDIU A2 A2 0x1c00\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 \"A shot of you rehearsing will bring you fame\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Can I get a picture of you\"\n.byte 0xC3, 0xC2 ; (?!)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"The money will start rolling in\"\n.byte 0xC2 ; (!)\n.byte 0xFF,0 ; FF=Pause\n\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"},"Hallway Photo (Pauline's Stardom Premiere)":{"language":0,"code":"; NAME: Hallway Photo (Pauline's Stardom Premiere)\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\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)\nADDIU A2 A2 0x1c00\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 \"Pre rehearsal shots are GOLDEN for views\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Can I get a picture of you\"\n.byte 0xC3, 0xC2 ; (?!)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"You will NOT regret it\"\n.byte 0xC2 ; (!)\n.byte 0xFF,0 ; FF=Pause\n\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"},"Crowd goes wild! (Pauline's Stardom Premiere)":{"language":0,"code":"; NAME: Crowd goes wild! (Pauline's Stardom Premiere)\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\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)\nADDIU A2 A2 0x1c00\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 \"The crowd goes wild\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"20 coins come flying your way\"\n.byte 0xC2 ; (!)\n.byte 0xFF,0 ; FF=Pause\n\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"},"Fame Check Event (Stardom Premiere)":{"language":1,"code":"// NAME: Fame Check Event (Stardom Premiere)\n// GAMES: MP3_USA\n// EXECUTION: Direct\n\n#include \"ultra64.h\"\n\nstruct player {\n    s8 unk0;\n    s8 cpu_difficulty;\n    s8 controller;\n    u8 character;\n    u8 flags;\n    s8 pad0[5];\n    s16 coins;\n    s16 minigame_coins;\n    s8 stars;\n\n    u8 cur_chain_index;\n    u8 cur_space_index;\n    u8 next_chain_index;\n    u8 next_space_index;\n    u8 unk1_chain_index;\n    u8 unk1_space_index;\n    u8 reverse_chain_index;\n    u8 reverse_space_index;\n\n    u8 status_flags;\n    u8 items[3];\n    u8 bowser_suit_flag;\n    u8 turn_color_status;\n\n    s8 pad1[7];\n\n    void *obj;\n    s16 minigame_star;\n    s16 coin_star;\n    s8 happening_space_count;\n    s8 red_space_count;\n    s8 blue_space_count;\n    s8 chance_space_count;\n    s8 bowser_space_count;\n    s8 battle_space_count;\n    s8 item_space_count;\n    s8 bank_space_count;\n    s8 game_guy_space_count;\n};\n\nextern struct player *GetPlayerStruct(s32 player_index);\n\nchar *LoseFame_Message =\n    \"You cannot be seen in public\"\n    \"\\xC2\"\n    \"\\x0A\"\n    \"The audience bashes you and\"\n    \"\\x0A\"\n    \"you lose your fame\"\n    \"\\xC2\"\n    \"\\xFF\";\n\nchar *Neutral_Message =\n    \"The audience doesn\\x5Ct\"\n    \"\\x0A\"\n    \"even bat an eye\"\n    \"\\x85\"\n    \"\\xFF\";\n\nchar *GainFame_Message =\n    \"The audience sees you\"\n    \"\\x0A\"\n    \"amongst the crowd and showers\"\n    \"\\x0A\"\n    \"you in more fame and fortune\"\n    \"\\xC2\"\n    \"\\xFF\";\n\nvoid main() {\n\n    s32 player_index = GetCurrentPlayerIndex();\n    struct player *player = GetPlayerStruct(-1);\n\n    s16 coins = player->coins;\n\n    if(coins <= 29) {\n\n        ShowMessage(-1, LoseFame_Message, 0,0,0,0,0);\n        func_800EC9DC();\n        CloseMessage();\n        func_800EC6EC();\n\n        // play item minigame LOSS sound (no voice, no animation)\n        PlaySound(0x40F); // safe \"failure/buzzer\"-type sound\n\n        if(player->stars > 0) {\n            player->stars -= 1;\n        } else {\n            AdjustPlayerCoinsGradual(player_index, -(player->coins));\n            ShowPlayerCoinChange(player_index, -(player->coins));\n            SleepProcess(30);\n        }\n\n        // restore board music\n        PlayMusic(GetBoardAudioIndex());\n        return;\n    }\n\n    if(coins <= 59) {\n\n        ShowMessage(-1, Neutral_Message, 0,0,0,0,0);\n        func_800EC9DC();\n        CloseMessage();\n        func_800EC6EC();\n\n        PlayMusic(GetBoardAudioIndex());\n        return;\n    }\n\n    ShowMessage(-1, GainFame_Message, 0,0,0,0,0);\n    func_800EC9DC();\n    CloseMessage();\n    func_800EC6EC();\n\n    AdjustPlayerCoinsGradual(player_index, 20);\n    ShowPlayerCoinChange(player_index, 20);\n    SleepProcess(30);\n\n    // restore board music\n    PlayMusic(GetBoardAudioIndex());\n}"},"Load Board Model (Static) (MP3) v2":{"language":0,"code":"; NAME: Load Board Model (Static) (MP3) v2\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|ModelID\n; PARAM: Space|ModelSpace\n; PARAM: Boolean|FaceScreen\n; PARAM: Boolean|FaceForward\n; PARAM: Space|FacingSpace\n\n; This code loads a board model onto a blank space on the board\n; decided by the parameter \"ModelSpace\". The parameter \"ModelID\" sets\n; which model will be loaded, and takes a value from 0-78 - see the\n; bottom of the event for the entire list. The model can face forward\n; (south) by setting the parameter \"FaceForward\" to \"true\" or\n; towards another space decided by the parameter \"FacingSpace\".\n; Additionally, the model can face the screen by setting the\n; parameter \"FaceScreen\" to \"true\" (and can be set in conjunction with\n; the above parameters).\n\n; Notably, this event loads any models that are present on the other\n; MP3 boards, such as Millennium Star, Tumble, or the cacti from\n; Spiny Desert. To load any model from the game, refer to the \"Load\n; Global Model\" event instead.\n\n; Set this event as \"Before player turn\".\n\n; CAUTION: Do not place the model on a space that players can walk on,\n; as this may cause problems.\n\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; S0 = ModelSpace, the space the model will be standing on\n; S1 = Model Data Pointer, the the pointer to the model data\n; S2 = Model Null Pointer, tells whether the model is already\n; loaded onto the board or not\n\n;===Check Koopa Model Null Pointer===\nLUI S2 hi(NullPointer)\nADDIU S2 S2 lo(NullPointer) ; Load the null pointer\nLW T0 0(S2) ; Load value of the null pointer into T0\nBNEZ T0 exit ; If T0 is not equal to 0, the model is already loaded,\n; exit and do not load another model.\nNOP\n\n;===Get Model Pointer===\nLI A0 ModelID ; Model ID value from 0-78\nJAL 0x800D90C8 ; Get model pointer at V0\nLI A1 0\n\nMOVE S1 V0 ; Copy V0 to S1\nSW V0 0(S2) ; Store model pointer into null pointer\n\n;===Get Model Space Data===\nJAL GetSpaceData\nLI A0 ModelSpace ; Get ModelSpace data at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Check to Face Screen===\nLI T0 FaceScreen\nBEQZ T0 CheckFace ; If FaceScreen is OFF, check space to face\nNOP\n; else, make the model face the screen\n\nMOVE T1 S1 ; Copy S1 to T1\nADDIU T1 T1 10\nLI T0 4\nLHU T9 0(T1)\nOR T9 T9 T0\nSH T9 0(T1)\nANDI T0 T0 0xFFFF\nJAL 0x800ECC54\nMOVE A0 S1 ; Pass model pointer on A0\n\n;===Check to Face Forward===\nCheckFace:\nLI T0 FaceForward\nBNEZ T0 PutModel ; If FaceForward is ON, put model onto space\nNOP\n; else, make the model face another space\n\n;===Get Facing Space Data===\nJAL GetSpaceData\nLI A0 FacingSpace ; Get FacingSpace data at V0\n\n;===Get Midpoint===\nADDIU A0 SP 32 ; Store midpoint xyz coords in 32(SP)\nADDIU A1 V0 8 ; FacingSpace coords\nJAL midpoint\nADDIU A2 S0 8 ; ModelSpace coords\n\nJAL 0x800D88E8 ; SpaceAngleHelper\nADDIU A0 SP 32 ; Fix-up midpoint coords\n\n;===Rotate Model===\nADDIU A0 S1 0x18 ; Pass model x2 coord on A0\nJAL 0x80089A20 ; StoreCoords (to face)\nADDIU A1 SP 32 ; Pass midpoint coords on A1\n\n;===Put Model onto Space===\nPutModel:\nADDIU A0 S1 12 ; Pass model x coord on A0\nJAL 0x80089A20 ; StoreCoords (to stand)\nADDIU A1 S0 8 ; Pass ModelSpace coords on A1\n\nexit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 64\n\n.align 4\nNullPointer:\n.fill 4\n\n; Indexes for model ID value\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"},"Snifit Patrol (Parameters)":{"language":0,"code":"; NAME: Snifit Patrol (Parameters)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|Mushroom\n; PARAM: Number|SkeletonKey\n; PARAM: Number|PoisonMushroom\n; PARAM: Number|ReverseMushroom\n; PARAM: Number|CellularShopper\n; PARAM: Number|WarpBlock\n; PARAM: Number|PlunderChest\n; PARAM: Number|BowserPhone\n; PARAM: Number|DuelingGlove\n; PARAM: Number|LuckyLamp\n; PARAM: Number|GoldenMushroom\n; PARAM: Number|BooBell\n; PARAM: Number|BooRepellant\n; PARAM: Number|BowserSuit\n; PARAM: Number|MagicLamp\n; PARAM: Number|KoopaKard\n; PARAM: Number|BarterBox\n; PARAM: Number|LuckyCharm\n; PARAM: Number|WackyWatch\n\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\nSW S3 44(SP)\nSW S4 40(SP)\nSW S5 36(SP)\nSW S6 32(SP)\n\n; This code is designed to remove specific items from a player's\n; inventory at the start of their turn and exchange them for coins.\n; The items removed are determined by the Item Array and the coins\n; received are determined by the corresponding byte in the Price\n; Array.\n\n; When using this version of the event, be sure to set all 19\n; parameters. To remove an item, set its parameter to whatever price\n; it will be traded for (0-999 coins is supported). Setting the\n; parameter to -1 will make it so the event will not check for that\n; item (i.e. that item will not be removed). Consequently, negative\n; prices (i.e. losing coins) are not supported.\n\n; S0 = Current Player Struct\n; S1 = Current Player Struct + Item Offset\n; S2 = Coin Tally\n; S3 = Item Array\n; S4 = Price Array\n; S5 = Item Slot Loop Counter\n; S6 = Hit Flag (0 or 1)\n\n;===Get Player Struct===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Inventory Check===\nJAL PlayerHasEmptyItemSlot\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nBEQZ V0 exit ; If player has no items, exit\nNOP\n; else, check for items\n\n;===Get Arrays===\nLUI S3 hi(ItemArray)\nADDIU S3 S3 lo(ItemArray) ; Load ItemArray into S3\n\nLUI S4 hi(PriceArray)\nADDIU S4 S4 lo(PriceArray) ; Load PriceArray into S4\n\nMOVE A0 S3 ; Pass ItemArray on A0\nJAL BuildArrays\nMOVE A1 S4 ; Pass PriceArray on A1\n\n;===Prepare Arrays===\nLBU T3 0(S3) ; Load illegal item into T3\nLHU T4 0(S4) ; Load item price into T4\nLI T0 0xFF ; No item index\nLI S6 0 ; Start with no hits\n\n;===Check Items===\nRestartItemSlots:\nMOVE S1 S0 ; Copy S0 to S1\nLI S5 0 ; Start with item slot #1\n\nCheckItems:\nLBU T1 0x18(S1) ; Load item #1 from offset of player struct\nBNE T1 T3 NextItemSlot ; If not illegal item, go to NextItemSlot\nNOP\n; else, remove illegal item from inventory and tally coins received\n\nSB T0 0x18(S1) ; Store no item index into offset of player struct\nADDU S2 S2 T4 ; Add item price to coin tally\nLI S6 1 ; There is at least one hit\n\nNextItemSlot:\nLI T5 2\nBEQ S5 T5 CheckNextItem ; If all item slots checked, check next item\nNOP\nADDIU S5 S5 1 ; Add 1 to item slot loop counter\nJ CheckItems\nADDIU S1 S1 1 ; Add 1 to check next item slot\n\nCheckNextItem:\nADDIU S3 S3 1 ; Add 1 to get next illegal item\nLBU T3 0(S3) ; Load illegal item into T3\nLI T2 0x13 ; Terminator byte\nBEQ T2 T3 CheckResults ; If finished checking ItemArray, check results\nNOP\nADDIU S4 S4 2 ; Add 2 to get next price\nJ RestartItemSlots\nLHU T4 0(S4) ; Load item price into T4\n\n;===Check Results===\nCheckResults:\nBEQZ S6 exit ; If no hits, exit\nNOP\n; else, Snifit Patrol removed at least 1 item\n\n;===Greeting Message===\nLI A0 0 ; No string\nLUI A1 hi(GreetingMessage)\nJAL CallMessage\nADDIU A1 A1 lo(GreetingMessage) ; Display GreetingMessage\n\n;===Refresh Player Items HUD===\nJAL FixUpPlayerItemSlots\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL FixUpPlayerItemSlots\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL RefreshHUD\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\n\n;===Check for Coins===\nBEQZ S2 exit2 ; If no coins received, exit\nNOP\n; else, player receives coins\n\n;===Prepare Coins Message===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Parse destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String formatter\nJAL sprintf\nMOVE A2 S2 ; Convert coins gained to text string\n\n;===Coins Message===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; String #1 (CoinString)\nLUI A1 hi(CoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(CoinsMessage) ; Display CoinsMessage\n\n;===Receive Coins===\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S2 ; Gain coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nMOVE A1 S2 ; Gain coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Play Happy Voice and Animation===\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x2BE ; Add character value to Mario's happy 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\nLI A0 -1 ; Set current player\nLI A1 5 ; Set joy animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 40 ; Wait 40 frames for animation\n\n;===Reset Player Idle Animation===\nexit2:\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\nexit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nLW S3 44(SP)\nLW S4 40(SP)\nLW S5 36(SP)\nLW S6 32(SP)\nJR RA\nADDIU SP SP 64\n\n;===Prep for Displaying Coin String===\n.align 16\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\n.align 16\nCoinString:\n.fill 8\n\n;===Mini Func to Build Arrays===\n.align 4\nBuildArrays:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Item Array\n; A1 = Price Array\n\nLUI T2 hi(ParameterArray)\nADDIU T2 T2 lo(ParameterArray)\nLI T0 0 ; Start with Mushroom index\nLI T4 0xFFFF ; -1 value\nBuildArraysLoop:\nLHU T1 0(T2) ; Load item price from parameter array\nBEQ T1 T4 BuildNextItem ; If item price = -1, build next item\nNOP\n; else, add to item and price arrays\nSB T0 0(A0) ; Add item to item array\nSH T1 0(A1) ; Add price to price array\nADDIU A0 A0 1 ; Add 1 to store next item in item array\nADDIU A1 A1 2 ; Add 2 to store next price in price array\n\nBuildNextItem:\nLI T3 0x12 ; Final item, Wacky Watch index\nBEQ T0 T3 FinishBuilding ; If at final item, finish building\nNOP\nADDIU T0 T0 1 ; Add 1 to get next item\nJ BuildArraysLoop\nADDIU T2 T2 2 ; Add 2 to check next parameter \n\nFinishBuilding:\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\nSW S1 28(SP)\n\n; A0 / S1 = String #1\n; A1 / S0 = Message Address\n\nMOVE S1 A0 ; Copy A0 to S1\nMOVE S0 A1 ; Copy A1 to S0\n\nJAL PlaySound\nLI A0 0x2A1 ; Shy Guy voice\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x9 ; Character image (-1 for none, 0x9 for Snifit Patrol)\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 address on A1\nMOVE A2 S1 ; Pass String #1 on A2\nJAL ShowMessage\nLI A3 0\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 36(SP)\nLW S0 32(SP)\nLW S1 28(SP)\nJR RA\nADDIU SP SP 40\n\n;===Item Array===\n.align 16\nItemArray:\n.fill 20,0x13\n\n;===Price Array===\n.align 16\nPriceArray:\n.fill 38\n\n;===Parameter Array===\n.align 16\nParameterArray:\n.halfword Mushroom,SkeletonKey,PoisonMushroom,ReverseMushroom\n.halfword CellularShopper,WarpBlock,PlunderChest,BowserPhone\n.halfword DuelingGlove,LuckyLamp,GoldenMushroom,BooBell\n.halfword BooRepellant,BowserSuit,MagicLamp,KoopaKard\n.halfword BarterBox,LuckyCharm,WackyWatch\n\n;===Message Text===\n.align 16\nGreetingMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m the Snifit Patrol\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I see you are in possession\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"of an\"\n.byte 0x03 ; Red font\n.ascii \" illegal item\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Let me just confiscate that\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Thanks for cooperating with\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"the law\"\n.byte 0x85 ; Period (.)\n.ascii \" Take \"\n.byte 0x06,0x11 ; Blue font, String #1 stored on A2 (CoinString)\n.ascii \" coins\"\n.byte 0x08 ; White font\n.ascii \" as thanks\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\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 ; Multiply (x)\n; .byte 0xFF,0 ; Wait, press A to confirm\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"},"Rules of the board":{"language":0,"code":"; NAME: Rules of the board\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Boolean|ActivateRules\n\nADDIU sp, sp, -0x80\nSW s0, 0x20 (sp)\nSW s1, 0x24 (sp)\nSW s2, 0x28 (sp)\nSW t0, 0x2C (sp)\nSW t1, 0x30 (sp)\nSW t2, 0x34 (sp)\nSW a0, 0x38 (sp)\nSW a1, 0x3C (sp)\nSW a2, 0x40 (sp)\nSW a3, 0x44 (sp)\nSW ra, 0x48 (sp)\n\n;===============================================================\n;Code made by Spongyoshi! Feel free to use for your boards!\n;This code adds a rules windows at the start of the game\n;This code should be put as a \"before dice roll\" event\n;It will only activate on the first turn of every player\n;Add your own text on the bottom where INSERT TEXT HERE appears\n;Feel free to edit this template as you see fit as well\n;If the player wants to deactive the rules...\n;They should put FALSE to ActivateRules, otherwise, select TRUE\n;===============================================================\n\n;===============================================================\n; Test1: See if we are at Turn 1, Player 1\nLUI S1 hi(0x800CD05B)\nADDIU S1 S1 lo(0x800CD05B) ; Loading RAM address of current_turn\nLBU S1 0(S1)\n\nLI S2 0x1\nBEQ S1 S2 FirstCheck ; If it's Turn 1, keep going\nNOP\n\nJ exit ; If not, nothing happens\nNOP\n;===============================================================\n; Test2: See if the player is an AI\nFirstCheck:\nLI S2 0x0\nJAL GetCurrentPlayerIndex ; Get the index of the player active\nNOP\nMOVE S2 V0 ; Move Player\nJAL PlayerIsCPU ; Test if it's a CPU\nMOVE A0 S2 ; Move Player\nBNE V0 R0 exit ; If it is, exit\nNOP\n;===============================================================\n; Test3: See if the Rules are activated\nLI S1 ActivateRules\nBNE S1 R0 StartUp ; if yes, start the rules\nNOP\nJ exit ; If not, exit\nNOP\n;===============================================================\nStartUp:\n\n; Greetings window\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xA ; Character image (Game Guy)\nLUI A1 hi(Welcome_Prompt)\nADDIU A1 A1 lo(Welcome_Prompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\n; Get the selection, either from the player or CPU.\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 0\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\n; Change the outcome based on the choice.\nBEQ S0 R0 Rules\nNOP\nJ Bye\nNOP\n;===============================================================\nRules:\n; Rules window\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xA ; Character image (Game Guy)\nLUI A1 hi(Main_Prompt)\nADDIU A1 A1 lo(Main_Prompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\n; Get the selection, either from the player or CPU.\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 0\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\njal   0x800EC9DC\n       NOP\njal   0x800EC6EC\n       NOP\n\n; Change the outcome based on the choice.\nBEQ S0 R0 Category1\nNOP\nLI T0 1\nBEQ S0 T0 Category2\nNOP\nLI T0 2\nBEQ S0 T0 Category3\nNOP\nLI T0 3\nBEQ S0 T0 Category4\nNOP\nLI T0 4\nBEQ S0 T0 Category5\nNOP\nJ Bye\nNOP\n;===============================================================\nCategory1: ;First part of the rules \nLUI A1 hi(Category1_Message)\nADDIU A1 A1 lo(Category1_Message)\n\nJ RuleDisplay\nNOP\n;===============================================================\nCategory2: ;First part of the rules \nLUI A1 hi(Category2_Message)\nADDIU A1 A1 lo(Category2_Message)\n\nJ RuleDisplay\nNOP\n;===============================================================\nCategory3: ;First part of the rules \nLUI A1 hi(Category3_Message)\nADDIU A1 A1 lo(Category3_Message)\n\nJ RuleDisplay\nNOP\n;===============================================================\nCategory4: ;First part of the rules \nLUI A1 hi(Category4_Message)\nADDIU A1 A1 lo(Category4_Message)\n\nJ RuleDisplay\nNOP\n;===============================================================\nCategory5: ;First part of the rules \nLUI A1 hi(Category5_Message)\nADDIU A1 A1 lo(Category5_Message)\n\nJ RuleDisplay\nNOP\n\nRuleDisplay: ;Rest of the display window\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\n\nADDU A2 R0 R0\nJAL ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ Rules\nNOP\n;===============================================================\nBye: ;End of the rules\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xA ; Character image (Game Guy)\nLUI A1 hi(Final_Message)\nADDIU A1 A1 lo(Final_Message)\nLI A3 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n;===============================================================\nexit:\nLW s0, 0x20 (sp)\nLW s1, 0x24 (sp)\nLW s2, 0x28 (sp)\nLW t0, 0x2C (sp)\nLW t1, 0x30 (sp)\nLW t2, 0x34 (sp)\nLW a0, 0x38 (sp)\nLW a1, 0x3C (sp)\nLW a2, 0x40 (sp)\nLW a3, 0x44 (sp)\nLW ra, 0x48 (sp)\nJR RA\nADDIU sp, sp, 0x80\n\n.align 16\nFinal_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Alright\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s get famous\"\n.byte 0xC2,0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nCategory1_Message:\n.ascii \"Lakitu is recording the event live\"\n.byte 0xC2 ; (!)\n.byte 0x0A ; Newline\n.ascii \"You guys are all here to be superstars\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; Newline\n.ascii \"Photo shoots are great ways to gain cash\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; Newline\n.ascii \"Different shots boost your publicity more\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; Newline\n.ascii \"Get out there and take some photos\"\n.byte 0xC2 ; (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nCategory2_Message:\n.ascii \"The paparazzi is HUNGRY for autographs\"\n.byte 0xC2 ; (!)\n.byte 0x0A ; Newline\n.ascii \"They will literally do anything\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; Newline\n.ascii \"Those animals\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0x0A ; Newline\n.ascii \"They could even end up PAYING you\"\n.byte 0x0A ; Newline\n.ascii \"for an autograph\"\n.byte 0xC2 ; (!)\n.byte 0x0A ; Newline\n.ascii \"It might be worth your time\"\n.byte 0xC2 ; (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nCategory3_Message:\n.ascii \"Did you know Lakitu shoots music videos\"\n.byte 0xC3 ; (?)\n.byte 0x0A ; Newline\n.ascii \"There are some instruments over in the\"\n.byte 0x0A ; Newline\n.ascii \"rehearsal studio\"\n.byte 0x85 ; Period (.)\n.ascii \" If you shoot an MV for a\"\n.byte 0x0A ; Newline\n.ascii \"trending song\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A ; Newline\n.ascii \"it will INSTANTLY boost your fame\"\n.byte 0xC2 ; (!)\n.byte 0x0A ; Newline\n.ascii \"I hope you can play\"\n.byte 0xC2 ; (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nCategory4_Message:\n.ascii \"In this place\"\n.byte 0x82 ; (,)\n.ascii \" money equals fame\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; Newline\n.ascii \"If you are seen in the crowd with\"\n.byte 0x0A ; Newline\n.ascii \"no money\"\n.byte 0x82 ; (,)\n.ascii \" your fanbase will ATTACK you\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; Newline\n.ascii \"Try to stay rich\"\n.byte 0xC2 ; (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nCategory5_Message:\n.ascii \"Stardom is just how many stars you have\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; Newline\n.ascii \"You gain stars by having lots of fans\"\n.byte 0x82 ;(,)\n.byte 0x0A ; Newline\n.ascii \"since lots of fans equals lots of money\"\n.byte 0xC2 ; (!)\n.byte 0x0A ; Newline\n.ascii \"The star of the show\"\n.byte 0x82 ; (,)\n.ascii \" Pauline\"\n.byte 0x82 ; (,)\n.ascii \" can give the\"\n.byte 0x0A ; Newline\n.ascii \"spotlight you need to gain some stardom\"\n.byte 0xC2 ; (!)\n.byte 0xFF,0 ; FF=Pause\n\n\n.align 16\nWelcome_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to \"\n.byte 0x07 ; Yellow Font\n.ascii \"the premiere\"\n.byte 0x08 ; White Font\n.byte 0x85 ; Period (.)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n.ascii \"Do you want to know how things run here\"\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.ascii \"Yes\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"No\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nMain_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Okay\"\n.byte 0x82 ; Comma (,)\n.ascii \" lemme know what you wanna know\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\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.ascii \"Photo Shoots\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"Autographs\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"Music Videos\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"Fame and fortune\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"Stardom\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"Exit\"\n.byte 0x0D ; End option\n.byte 0"},"Koopa Kid Space (Airsola™)":{"language":0,"code":"; NAME: Koopa Kid Space (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|EventIndex\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S4 112(SP) ; Current Player's Struct\nSW S0 108(SP) ; Player Index for Loop Counter\nSW S3 104(SP) ; Equalized Coins / Chosen Player's Struct\nSW S1 100(SP) ; Player's Coins \nSW S5 96(SP) ; Current Player's Coins\nSW S7 92(SP) ; Flag Holder for Loops\nSW S6 88(SP) ; Counter for Loop\n\n;====================================================================\n; IMPORTANT: This code is designed to replicate the Koopa Kid Space \n;            from Mario Party 7. If the EventIndex parameter is set to\n;            0, it will randomize 1 of the following 6 events:\n;\t\t\t (1) Turn player's next roll is cursed.\n;\t\t\t (2) Equalize all player's coins. (Bowser Revolution)\n;\t\t\t (3) Swap turn player's coins with a random player.\n;\t\t\t (4) Swap turn player's position with a random player.\n;\t\t\t (5) Shuffle the position of all players. (Bowser Shuffle)\n;\t\t\t (6) Shuffle all player's items \n;\t\t\t \n;            If you would rather use only 1 of these events, all you\n;            have to do is set the EventIndex parameter to the\n;            corresponding index listed in the parenthesis above.\n;            While this event is made to be a landing event, it should\n;            work fine as a passing event, too.\n;\t\t\t \n;\t\t\t At the bottom of the code you will find useful links and\n;\t\t\t explanations for some technical things in the code.\n;====================================================================\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle Animation\nJAL SetBoardPlayerAnimation ; in case some maniac wants to make this a passing event...\nLI A3 2 ; Loop\n\nJAL GetPlayerStruct ; Struct at V0\nLI A0 -1 ; Current Player\nMOVE S4 V0 ; Copy Struct to S4\n\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Intro_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Intro_Message)\n\nLUI A1 hi(Intro2_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Intro2_Message)\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If 0, randomize which event happens\nNOP\nchooseevent:\nLI T1 1 ; Cursed Mushroom Event Index\nBEQ T0 T1 cursedmushroom ; If 1, give a cursed mushroom\nNOP\nLI T1 2 ; Revolution Event Index\nBEQ T0 T1 revolution ; If 2, coin revolution\nNOP\nLI T1 3 ; Coin Swap Event Index\nBEQ T0 T1 coinswap ; If 3, swap coins with someone else\nNOP\nLI T1 4 ; Space Swap Event Index\nBEQ T0 T1 spaceswap ; If 4, swap spaces with someone else\nNOP\nLI T1 5 ; Space Shuffle Event Index\nBEQ T0 T1 spaceshuffle ; If 5, shuffle everyone's position\nNOP\nJ itemshuffle ; If none of the others, shuffle everyone's items\nNOP\n\nrandomizeevent:\nJAL GetRandomByte ; Number from 0-255 at V0\nNOP\nLI T0 6 \nDIVU V0 T0 ; Divide by 6 events\nMFHI T0 ; Remainder of division (0-5)\nJ chooseevent\nADDIU T0 T0 1 ; Add 1 so it's 1-6\n\n;================================================CURSED MUSHROOM EVENT\n\ncursedmushroom:\nLI T0 0x800CD0AF ; Address of Cursed Dice Flags\nLBU T1 0(T0) ; Value of Cursed Dice Flags\nLBU T2 29(S4) ; Current Player's Index\nLI T3 1\nSLLV T3 T3 T2 ; Shift Left by Player's Index\nAND T4 T1 T3 ; T4 = 1 if player is cursed, 0 if not\nBEQZ T4 cursedmushroom2 ; If not cursed, continue\nNOP \n\nLI T5 EventIndex\nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ alreadycursed ; If set to curse only, generate message saying they're already cursed.\nNOP\n\ncursedmushroom2:\nADDU T1 T1 T3 ; Add player's curse flag\nSB T1 0(T0) ; Store the new flag value\nLBU T0 23(S4) ; Current Player's Status Flag\nADDIU T0 T0 2 ; Add Poison Mushroom Head Value\nSB T0 23(S4) ; Store new Status Flag\n\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Cursed_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Cursed_Message)\n\nJAL PlaySound\nLI A0 0xD ; Cursed Mushroom sfx\n\nLBU A0 29(S4) ; Current Player's Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; 0 = Happy, 1 = Sad\n\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(CurseExplanation_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(CurseExplanation_Message)\n\nJ goodbye\nNOP\n\n;=====================================================REVOLUTION EVENT\n\nrevolution:\nJAL GetSumOfPlayerCoins ; Total Coins at V0\nNOP\nMOVE S0 V0 ; Copy to S0\n\nBNEZ S0 revolution2 ; If there's at least 1 coin total, proceed\nNOP\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ nocoinsforrevolution\nNOP\n\nrevolution2:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Revolution_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Revolution_Message)\n\nLI T0 4 \nDIVU S0 T0 ; Divide by 4\nMFLO S3 ; Coins to give back\n\nLHU S5 10(S4) ; Current Player's Coins\n\nLI S0 3 ; Start with Player 4\nrevolutionloop:\nBLTZ S0 revolutionloop_exit ; exit loop once all players lose their coins\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 S0 ; Player Index\nLHU S1 10(V0) ; Coins\n\nMOVE A0 S0 ; Player's Index\nJAL AdjustPlayerCoinsGradual \nSUBU A1 R0 S1 ; Coins\n\nMOVE A0 S0 ; Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 S1 ; Coins\n\nJ revolutionloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\nrevolutionloop_exit:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLI S0 3 ; Start with Player 4\nrevolutionloop2:\nBLTZ S0 revolutionloop_exit2 ; exit loop once all players get their coins\nNOP\n\nMOVE A0 S0 ; Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S3 ; Coins\n\nMOVE A0 S0 ; Player Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S3 ; Coins\n\nJ revolutionloop2\nADDIU S0 S0 -1\n\nrevolutionloop_exit2:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nSLT T0 S3 S5 ; T0 = 1 if the amount of coins is now lower\nBNEZL T0 revolution3 ; If the player has less coins, sad animation\nLI A1 1 ; Sad Index\nLI A1 0 ; Happy animation if the player has more coins\n\nrevolution3:\nJAL SetBoardPlayerAnimationWithSound\nLBU A0 29(S4) ; Current Player's Index\n\nJ goodbye\nNOP\n\n;======================================================COIN SWAP EVENT\n\ncoinswap:\nJAL GetSumOfPlayerCoins ; Total at V0\nNOP\n\nBNEZ V0 coinswap2 ; If there's at least 1 coin, continue\nNOP\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ nocoinsforrevolution\nNOP\n\ncoinswap2:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(CoinSwap_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(CoinSwap_Message)\n\ncoinswapreroll:\nJAL GetRandomByte ; 0-255 Number at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide by 4 to get other player\nMFHI V0 ; Remainder of division at V0 (0-3)\nLBU T0 29(S4) ; Current Player's Index\nBEQ V0 T0 coinswapreroll ; If it's the current player, reroll\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 V0 ; Chosen Player's Index\nMOVE S3 V0 ; Copy Struct to S3\n\nLHU T0 10(S4) ; Current Player's Coins\nSH T0 76(SP) ; Store in the Stack for future use\nLHU T1 10(S3) ; Chosen Player's Coins\nSH T1 72(SP) ; Store in the Stack for future use\n\nLBU A0 29(S4) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 T0 ; Subtract all Coins\n\nLHU T0 76(SP) ; Load Current Player's Coins from the Stack\nLBU A0 29(S4) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 T0 ; Subtract all Coins\n;====\nLHU T0 72(SP) ; Load Chosen Player's Coins from the Stack\nLBU A0 29(S3) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 T0 ; Subtract all Coins\n\nLHU T0 72(SP) ; Load Chosen Player's Coins from the Stack\nLBU A0 29(S3) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 T0 ; Subtract all Coins\n\nJAL SleepProcess \nLI A0 45 ; Sleeps for 45 frames\n;====\nLBU A0 29(S4) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nLHU A1 72(SP) ; Add chosen player's Coins\n\nLBU A0 29(S4) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLHU A1 72(SP) ; Add chosen player's Coins\n;====\nLBU A0 29(S3) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nLHU A1 76(SP) ; Add chosen player's Coins\n\nLBU A0 29(S3) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLHU A1 76(SP) ; Add chosen player's Coins\n\nJAL SleepProcess \nLI A0 30 ; Sleeps for 30 frames\n\nLHU T0 76(SP) ; Current Player's Original Coin Amount\nLHU T1 72(SP) ; Chosen Player's Original Coin amount\nSLT T2 T1 T0 ; T0 = 1 if the amount of coins is now lower\nBNEZL T2 coinswap3 ; If the player has less coins, sad animation\nLI A1 1 ; Sad Index\nLI A1 0 ; Happy animation if the player has more coins\n\ncoinswap3:\nJAL SetBoardPlayerAnimationWithSound\nLBU A0 29(S4) ; Current Player's Index\n\nJ goodbye\nNOP\n\n;=====================================================SPACE SWAP EVENT\n\nspaceswap:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(SpaceSwap_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(SpaceSwap_Message)\n\nspaceswapreroll:\nJAL GetRandomByte ; 0-255 Number at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide by 4 to get other player\nMFHI V0 ; Remainder of division at V0 (0-3)\nLBU T0 29(S4) ; Current Player's Index\nBEQ V0 T0 spaceswapreroll ; If it's the current player, reroll\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 V0 ; Chosen Player's Index\nMOVE S3 V0 ; Copy Struct to S3\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 0 ; Fade type (out)\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLUI T1 hi(CurrentPlayerSpaces_Array)\nADDIU T1 T1 lo(CurrentPlayerSpaces_Array)\n\nLBU T0 15(S4) ; Current Player's Current Chain Index\nSB T0 0(T1) ; Store in the Array\nLBU T0 16(S4) ; Current Player's Current Chain Space Index\nSB T0 1(T1) ; Store in the Array\nLBU T0 17(S4) ; Current Player's Next Chain Index\nSB T0 2(T1) ; Store in the Array\nLBU T0 18(S4) ; Current Player's Next Chain Space Index\nSB T0 3(T1) ; Store in the Array\nLBU T0 21(S4) ; Current Player's Previous Chain Index\nSB T0 4(T1) ; Store in the Array\nLBU T0 22(S4) ; Current Player's Previous Chain Space Index\nSB T0 5(T1) ; Store in the Array\n\nLUI T1 hi(ChosenPlayerSpaces_Array)\nADDIU T1 T1 lo(ChosenPlayerSpaces_Array)\n\nLBU T0 15(S3) ; Chosen Player's Current Chain Index\nSB T0 0(T1) ; Store in the Array\nLBU T0 16(S3) ; Chosen Player's Current Chain Space Index\nSB T0 1(T1) ; Store in the Array\nLBU T0 17(S3) ; Chosen Player's Next Chain Index\nSB T0 2(T1) ; Store in the Array\nLBU T0 18(S3) ; Chosen Player's Next Chain Space Index\nSB T0 3(T1) ; Store in the Array\nLBU T0 21(S3) ; Chosen Player's Previous Chain Index\nSB T0 4(T1) ; Store in the Array\nLBU T0 22(S3) ; Chosen Player's Previous Chain Space Index\nSB T0 5(T1) ; Store in the Array\n\nLBU A0 29(S4) ; Current Player's Index\nLUI A1 hi(ChosenPlayerSpaces_Array)\nADDIU A1 A1 lo(ChosenPlayerSpaces_Array)\nJAL SetPlayerOntoChainVisually ; This sets the player visually and internally on the spaces\nNOP\n\nLBU A0 29(S3) ; Current Player's Index\nLUI A1 hi(CurrentPlayerSpaces_Array)\nADDIU A1 A1 lo(CurrentPlayerSpaces_Array)\nJAL SetPlayerOntoChainVisually ; This sets the player visually and internally on the spaces\nNOP\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 1 ; Fade type (In)\n\nJ goodbye\nNOP\n\n;==================================================SPACE SHUFFLE EVENT\n\nspaceshuffle:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(SpaceShuffle_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(SpaceShuffle_Message)\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 0 ; Fade type (out)\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLUI S5 hi(Player1Spaces_Array)\nADDIU S5 S5 lo(Player1Spaces_Array)\nLI S0 3 ; Start with Player 4\nspaceshuffleloop:\nBLTZ S0 spaceshuffleloop_exit ; exit once all player's positions are stored\nNOP \nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 S0 ; Player Index\n\nSLL T1 S0 0x0005 ; Multiply Player Index by 20 for alignment of Array\nADDU T1 T1 S5 ; Add to get the correct Array\n\nLBU T0 15(V0) ; Player's Current Chain Index\nSB T0 0(T1) ; Store in the Array\nLBU T0 16(V0) ; Player's Current Chain Space Index\nSB T0 1(T1) ; Store in the Array\nLBU T0 17(V0) ; Player's Next Chain Index\nSB T0 2(T1) ; Store in the Array\nLBU T0 18(V0) ; Player's Next Chain Space Index\nSB T0 3(T1) ; Store in the Array\nLBU T0 21(V0) ; Player's Previous Chain Index\nSB T0 4(T1) ; Store in the Array\nLBU T0 22(V0) ; Player's Previous Chain Space Index\nSB T0 5(T1) ; Store in the Array\n\nJ spaceshuffleloop\nADDIU S0 S0 -1 ; Subtract 1 to get the next player\n\nspaceshuffleloop_exit:\nLI S0 3 ; Start with Player 4\nLI S7 0xF ; 1111 Flag for players whose position isn't taken yet\nspaceshuffleloop2:\nBLTZ S0 spaceshuffleloop2_exit ; exit once all players are affected\nNOP\nLI T0 1\nBEQ S0 T0 spaceshuffleproblemcheck ; branch when it's Player 2's turn to check availability\nNOP\nspaceshufflerandomize:\nJAL GetRandomByte ; 0-255 Number at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide by 4 to get other player\nMFHI V0 ; Remainder of division at V0 (0-3)\nBEQ V0 S0 spaceshuffleloop2 ; If it's the current player, reroll\nNOP\nspaceshuffleskiprandomization:\nLI T0 1\nSLLV T0 T0 V0 ; Shift bit to the left by Player's Index\nAND T2 T0 S7 ; T2 = 1 if the chosen player's location is available\nBEQZ T2 spaceshuffleloop2 ; reroll if that player's location isn't available\nNOP\nSUBU S7 S7 T2 ; Turn flag off for that player's location\nSLL A1 V0 0x0005 ; Multiply Player Index by 20 for alignment of Array\n\nMOVE A0 S0 ; Player Index\nJAL SetPlayerOntoChainVisually\nADDU A1 A1 S5 ; Add to get the correct Array\n\nJ spaceshuffleloop2\nADDIU S0 S0 -1 ; Subtract 1 to warp the next player\n\nspaceshuffleproblemcheck:\nANDI T1 S7 1 ; T1 = 1 if Player 1's spot is available\nBNEZL T1 spaceshuffleskiprandomization ; If it's available, branch and choose Player 1\nLI V0 0 \nJ spaceshufflerandomize ; If not available, branch and randomize selection\nNOP\n\nspaceshuffleloop2_exit:\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 1 ; Fade type (In)\n\nJ goodbye\nNOP\n\n;===================================================ITEM SHUFFLE EVENT\n\nitemshuffle:\nJAL GetSumOfPlayerItems\nNOP\n\nBNEZ V0 itemshuffle2 ; If anything other than 0, continue\nNOP\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ noitemsforshuffle\nNOP\n\nitemshuffle2:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(ItemShuffle_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(ItemShuffle_Message)\n\nLUI S5 hi(ItemShuffle_Array)\nADDIU S5 S5 lo(ItemShuffle_Array)\nLI S0 3 ; Start with Player 4\nLI S3 0 ; Item Counter\nitemshuffleloop:\nBLTZ S0 itemshuffleloop_exit ; Exit once all player's items are gathered\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 S0 ; Player Index\n\nLI T0 0xFF ; No item\n\nLBU T2 24(V0) ; Item #1 Index\nSB T0 24(V0) ; Delete Item\nADDU T1 S5 S3 ; Add Item Counter to get the right spot in the Array\nSB T2 0(T1) ; Store in Array\nADDIU S3 S3 1 ; Add 1 to Item Counter\n\nLBU T2 25(V0) ; Item #2 Index\nSB T0 25(V0) ; Delete Item\nADDU T1 S5 S3 ; Add Item Counter to get the right spot in the Array\nSB T2 0(T1) ; Store in Array\nADDIU S3 S3 1 ; Add 1 to Item Counter\n\nLBU T2 26(V0) ; Item #3 Index\nSB T0 26(V0) ; Delete Item\nADDU T1 S5 S3 ; Add Item Counter to get the right spot in the Array\nSB T2 0(T1) ; Store in Array\nADDIU S3 S3 1 ; Add 1 to Item Counter\n\nJAL RefreshHUD\nMOVE A0 S0 ; Player Index\n\nJ itemshuffleloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player \n\nitemshuffleloop_exit:\nJAL PlaySound \nLI A0 0x367 ; Items Going in Sound Index\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound \nLI A0 0x320 ; Items Shuffle Sound Index\nJAL SleepProcess\nLI A0 60 ; Frames\n\n\nLI S7 0 ; bit flag for equal distribution\nMshuffleitemsloop2:\nLI S6 0 ; Counter for no items left\nLI T1 0xF ; All players given an item\nBEQL S7 T1 Mshuffleitemsloop2\nLI S7 0 ; Reset flag\nJAL GetRandomByte ; 0-255 at V0\nNOP \nLI T0 4 \nDIVU V0 T0 ; Divide by 4\nMFHI S0 ; Player's Index (0-3)\n\nLI T1 1 \nSLLV T2 T1 S0 ; Shift Left by Player Index \n\nAND V1 S7 T2 ; Compare Flag Value to Player Index\n; V1 returns 0 if player has not been given an item, 1 if they have.\nBNEZ V1 Mshuffleitemsloop2\nNOP\n\nMOVE T5 S5 ; Pass Array to T5\nMshuffleitemsloop3:\nLI T1 12 \nBEQ S6 T1 goodbye ; exit because there's no items left\nNOP\nLBU T3 0(T5) ; Load Item Index from Array\nLI T1 0xFF ; No Item\nADDIU T5 T5 1 ; add to check next spot in the array\nBEQL T3 T1 Mshuffleitemsloop3 ; \nADDIU S6 S6 1 ; Add 1 to counter\n\nMshuffleitemsloop4:\nJAL GetRandomByte ; 0-255 at V0\nNOP \nLI T0 12\nDIVU V0 T0 ; Divide by 12\nMFHI T6 ; 12 Item spots (0-11)\nADDU T1 S5 T6 ; Add to get correct space in the Array\nLBU S3 0(T1) ; Load Item Index from Array\nLI T3 0xFF ; No Item Index\nBEQ S3 T3 Mshuffleitemsloop4 ; loop if there's no item in that spot\nNOP\nSB T3 0(T1) ; Delete Item from the Array\n\nJAL GetPlayerStruct ; at V0\nMOVE A0 S0 ; Player Index\n\nMOVE S6 V0 ; Copy Struct to S6\n\nJAL PlayerHasEmptyItemSlot ; 0,1,2 at V0\nMOVE A0 S0 ; Player Index\n\nADDIU S6 S6 24 ; Item #1 Address\nADDU S6 S6 V0 ; Add to get correct Item Slot Address\nSB S3 0(S6) ; Give Item\n\nJAL PlaySound\nLI A0 25 ; Got Item Sound Index\nJAL SleepProcess\nLI A0 20 ; Frames\n\nLI T1 1 \nSLLV T2 T1 S0 ; Shift Left by Player Index \nJ Mshuffleitemsloop2\nADDU S7 S7 T2 ; Mark the player as given an item\n\n\n\n\ngoodbye:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Goodbye_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Goodbye_Message)\nJ exit\nNOP\n\nalreadycursed:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Cursed_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Cursed_Message)\n\nLUI A1 hi(AlreadyCursed_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(AlreadyCursed_Message)\nJ exit\nNOP\n\nnocoinsforrevolution:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Revolution_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Revolution_Message)\nJ nocoins\nNOP\n\nnocoinsforswap:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(CoinSwap_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(CoinSwap_Message)\n\nnocoins:\nLUI A1 hi(NoCoins_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(NoCoins_Message)\nJ exit\nNOP\n\nnoitemsforshuffle:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(ItemShuffle_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(ItemShuffle_Message)\n\nLUI A1 hi(NoItems_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(NoItems_Message)\n\n\n\nexit:\nLW S4 112(SP) ; Current Player's Struct\nLW S0 108(SP) ; Player Index for Loop Counter\nLW S3 104(SP) ; Equalized Coins / Chosen Player's Struct\nLW S1 100(SP) ; Player's Coins \nLW S5 96(SP) ; Current Player's Coins\nLW S7 92(SP) ; Flag Holder for Loops\nLW S6 88(SP) ; Counter for Loop\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n; A1 = Message to display (Pointer)\n.align 16\nShowMessage_Function:\nADDIU SP SP -80\nSW RA 76(SP)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Koopa Kid)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 = Player's Index\n; A1 = Happy/Sad Index\n.align 16\nSetBoardPlayerAnimationWithSound:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\nSW A1 68(SP)\n\nJAL GetPlayerStruct\nNOP\n\nLBU T0 3(V0) ; Character Index\n\nBNEZ A1 sad\nNOP\n\nhappy:\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 5 ; Happy Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ SetBoardAnimationWithSound_exit\nNOP\n\nsad:\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 60 ; Frames\n\nSetBoardAnimationWithSound_exit:\nLW A0 72(SP) ; Player Index\nLI A1 -1 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLW A1 68(SP)\nLW A0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nGetSumOfPlayerCoins:\nADDIU SP SP -80\nSW RA 76(SP)\n\nLI T0 0x800D1112 ; P1 Coins Address\nLHU V0 0(T0) ; P1 Coins Value to V0\n\nLI T0 0x800D114A ; P2 Coins Address\nLHU T1 0(T0) ; P2 Coins Value to T1\nADDU V0 V0 T1 ; Add P2's coins to P1\n\nLI T0 0x800D1182 ; P3 Coins Address\nLHU T1 0(T0) ; P3 Coins Value to T1\nADDU V0 V0 T1 ; Add P3's coins to total\n\nLI T0 0x800D11BA ; P4 Coins Address\nLHU T1 0(T0) ; P4 Coins Value to T1\nADDU V0 V0 T1 ; Add P4's coins to total\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 = Type of Fade\n; A1 = 0 - FadeOut, 1 - FadeIn\n.align 16\nInitFade:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\n\nBNEZ A1 fadein ; If 1, it's a fade in\nNOP\n; If 0, it's a fade out \nLW A0 72(SP) ; Fade Type\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJ InitFade_exit\nNOP\n\nfadein:\nLW A0 72(SP) ; Fade Type\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nInitFade_exit:\nJAL SleepProcess\nLI A0 16 ; Frames\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 32\nPlayer1Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 32\nPlayer2Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 32\nPlayer3Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 32\nPlayer4Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 16\nCurrentPlayerSpaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 16\nChosenPlayerSpaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 16\nSetPlayerOntoChainVisually:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP) ; Array Pointer\nSB A0 68(SP) ; Player's Index \n\nMOVE S0 A1 ; Copy Array Pointer to S0\n\nLBU A0 68(SP) ; Player Index\nLBU A1 0(S0) ; Assigns Chain Index to A1\nJAL SetPlayerOntoChain\nLBU A2 1(S0) ; Assigns Space Index to A2\n\nLBU A0 68(SP) ; Player Index\nLBU A1 2(S0) ; Assigns Chain Index to A1\nJAL SetNextChainAndSpace\nLBU A2 3(S0) ; Assigns Space Index to A2\n\nLBU A0 68(SP) ; Player Index\nLBU A1 4(S0) ; Assigns Chain Index to A1\nJAL SetPrevChainAndSpace\nLBU A2 5(S0) ; Assigns Space Index to A2\n\nLBU A0 0(S0) ; Assigns Chain Index to A1\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nLBU A1 1(S0) ; Assigns Space Index to A2\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nLW V1 8(V0) \nSW V1 64(SP) ; Store on the Stack\n\nLW V1 16(V0)\nSW V1 60(SP) ; Store on the Stack\n\nJAL GetPlayerStruct ; Player Struct at V0\nLBU A0 68(SP)  ; Player Index\n\nLW V1 0x24(V0) ; Load Offset 0x24 into V1\nADDIU V1 V1 0xC ; Add 0xC to get current player's X Coords\nLW T0 64(SP) ; Load Space X Coords from Stack\nSW T0 0(V1) \n\nADDIU V1 V1 8 ; This should load current player's Y Coords\nLW T1 60(SP) ; Load Space Y Coords from Stack\nSW T1 0(V1)\n\nLW S0 72(SP) ; Array Pointer\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nGetSumOfPlayerItems:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\n\nLI S0 3 ; Start with Player 4\nLI S1 0 ; Item Counter\nGetSumOfPlayerItems_loop:\nBLTZ S0 GetSumOfPlayerItems_exit\nNOP\n\nJAL PlayerHasEmptyItemSlot ; Empty Item Slot Index at V0 (0, 1, 2, -1)\nMOVE A0 S0 ; Player Index\n\nLI T0 -1 ; No Inventory Index\nBLTZL V0 GetSumOfPlayerItems_add\nLI V0 3 ; If no space, make it 3 items\n\nGetSumOfPlayerItems_add:\nADDU S1 S1 V0 ; Add to the Item Counter\nJ GetSumOfPlayerItems_loop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\n\nGetSumOfPlayerItems_exit:\nMOVE V0 S1 ; Move Item Counter to proper register\nLW S1 68(SP)\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nItemShuffle_Array:\n.byte 0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF\n\n.align 16\nIntro_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AGwa ha ha\\xC2 It\\x5Cs me\\xC2 Koopa Kid\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AHappy to see me\\xC3 I thought so\\xC2\\xFF\\x00\"\n\n.align 16\nIntro2_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1ALet\\x5Cs see how I can make your\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Alife miserable this time\\x85 Hm\\x85\\x85\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AOh\\x82 I know\\xC2\\xFF\\x00\"\n\n.align 16\nCursed_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AThis time\\x82 I\\x5Cm gonna \\x04curse\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Ayour next dice roll\\xC2\\xFF\\x00\"\n\n.align 16\nCurseExplanation_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AYou can only roll \\x051\\x08 to \\x053\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aon the next turn\\xC2\\xFF\\x00\"\n\n.align 16\nAlreadyCursed_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWait\\x82 you\\x5Cre already \\x04cursed\\x08\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI guess you\\x5Cre miserable enough\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ASee ya next time\\xC2 Gwa ha ha\\xC2\\xFF\\x00\"\n\n.align 16\nRevolution_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI feel generous\\xC2 I\\x5Cm gonna divide\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeveryone\\x5Cs \\x07coins\\x08 equally\\xC2\\xFF\\x00\"\n\n.align 16\nNoCoins_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWait\\x82 what\\xC3 No one has coins\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI guess you\\x5Cre miserable enough\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ASee ya next time\\xC2 Gwa ha ha\\xC2\\xFF\\x00\"\n\n.align 16\nCoinSwap_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cll swap your \\x07coins\\x08 with someone else\\xC2\\xFF\\x00\"\n\n.align 16\nSpaceSwap_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cm gonna swap your position\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Awith someone else\\xC2\\xFF\\x00\"\n\n.align 16\nSpaceShuffle_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cm gonna swap the position of\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeveryone this time\\xC2 Gwa ha ha\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AFear the power of Koopa Kid\\xC2\\xFF\\x00\"\n\n.align 16\nItemShuffle_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AThis time\\x82 I\\x5Cm gonna shuffle\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeveryone\\x5Cs \\x05items\\x08\\xC2\\xFF\\x00\"\n\n.align 16\nNoItems_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWait\\x82 what\\xC3 No one has items\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI guess you\\x5Cre miserable enough\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ASee ya next time\\xC2 Gwa ha ha\\xC2\\xFF\\x00\"\n\n.align 16\nGoodbye_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AGwa ha\\xC2 Another job well done\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI bet Mr\\x85 Bowser will totally\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Agive me a raise after this\\xC2\\xFF\\x00\"\n\n;=================================================================INFO\n\n; To change the sound indexes for Playsound, use the PartyPlanner\n; audio section to find the sound index you want, then use the\n; following link to match the correct Playsound index (left number):\n; https://pastebin.com/H1jxNFqr\n\n; If you want to know how to change the character portrait on the\n; message box, use the following link:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n\n; If you want to know how to put special characters on your message\n; or know what they mean, use the following link:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/String-Encoding\n;\n; Previously, special characters were put on messages as \".byte\" with\n; the special character index right after, but we've found that you \n; can actually put the special characters in the ascii by using \\x\n; So what used to be \".byte 0xC2\" for an exclamation mark, can now\n; be written as \\xC2 to save an entire line of code\\xC2 (get it?)"},"Bowser Space":{"language":0,"code":"; NAME: Bowser Space\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|EventIndex\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S4 112(SP) ; Current Player's Struct\nSW S0 108(SP) ; Player Index for Loop Counter\nSW S3 104(SP) ; Equalized Coins / Chosen Player's Struct\nSW S1 100(SP) ; Player's Coins \nSW S5 96(SP) ; Current Player's Coins\nSW S7 92(SP) ; Flag Holder for Loops\nSW S6 88(SP) ; Counter for Loop\n\n;====================================================================\n; IMPORTANT: This code is designed to replicate the Koopa Kid Space \n;            from Mario Party 7. If the EventIndex parameter is set to\n;            0, it will randomize 1 of the following 6 events:\n;\t\t\t (1) Turn player's next roll is cursed.\n;\t\t\t (2) Equalize all player's coins. (Bowser Revolution)\n;\t\t\t (3) Swap turn player's coins with a random player.\n;\t\t\t (4) Swap turn player's position with a random player.\n;\t\t\t (5) Shuffle the position of all players. (Bowser Shuffle)\n;\t\t\t (6) Shuffle all player's items \n;\t\t\t \n;            If you would rather use only 1 of these events, all you\n;            have to do is set the EventIndex parameter to the\n;            corresponding index listed in the parenthesis above.\n;            While this event is made to be a landing event, it should\n;            work fine as a passing event, too.\n;\t\t\t \n;\t\t\t At the bottom of the code you will find useful links and\n;\t\t\t explanations for some technical things in the code.\n;====================================================================\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle Animation\nJAL SetBoardPlayerAnimation ; in case some maniac wants to make this a passing event...\nLI A3 2 ; Loop\n\nJAL GetPlayerStruct ; Struct at V0\nLI A0 -1 ; Current Player\nMOVE S4 V0 ; Copy Struct to S4\n\nLUI A1 hi(Intro_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Intro_Message)\n\nLUI A1 hi(Intro2_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Intro2_Message)\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If 0, randomize which event happens\nNOP\nchooseevent:\nLI T1 1 ; Cursed Mushroom Event Index\nBEQ T0 T1 cursedmushroom ; If 1, give a cursed mushroom\nNOP\nLI T1 2 ; Revolution Event Index\nBEQ T0 T1 revolution ; If 2, coin revolution\nNOP\nLI T1 3 ; Coin Swap Event Index\nBEQ T0 T1 coinswap ; If 3, swap coins with someone else\nNOP\nLI T1 4 ; Space Swap Event Index\nBEQ T0 T1 spaceswap ; If 4, swap spaces with someone else\nNOP\nLI T1 5 ; Space Shuffle Event Index\nBEQ T0 T1 spaceshuffle ; If 5, shuffle everyone's position\nNOP\nJ itemshuffle ; If none of the others, shuffle everyone's items\nNOP\n\nrandomizeevent:\nJAL GetRandomByte ; Number from 0-255 at V0\nNOP\nLI T0 6 \nDIVU V0 T0 ; Divide by 6 events\nMFHI T0 ; Remainder of division (0-5)\nJ chooseevent\nADDIU T0 T0 1 ; Add 1 so it's 1-6\n\n;================================================CURSED MUSHROOM EVENT\n\ncursedmushroom:\nLI T0 0x800CD0AF ; Address of Cursed Dice Flags\nLBU T1 0(T0) ; Value of Cursed Dice Flags\nLBU T2 29(S4) ; Current Player's Index\nLI T3 1\nSLLV T3 T3 T2 ; Shift Left by Player's Index\nAND T4 T1 T3 ; T4 = 1 if player is cursed, 0 if not\nBEQZ T4 cursedmushroom2 ; If not cursed, continue\nNOP \n\nLI T5 EventIndex\nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ alreadycursed ; If set to curse only, generate message saying they're already cursed.\nNOP\n\ncursedmushroom2:\nADDU T1 T1 T3 ; Add player's curse flag\nSB T1 0(T0) ; Store the new flag value\nLBU T0 23(S4) ; Current Player's Status Flag\nADDIU T0 T0 2 ; Add Poison Mushroom Head Value\nSB T0 23(S4) ; Store new Status Flag\n\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Cursed_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Cursed_Message)\n\nJAL PlaySound\nLI A0 0xD ; Cursed Mushroom sfx\n\nLBU A0 29(S4) ; Current Player's Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; 0 = Happy, 1 = Sad\n\n\nLUI A1 hi(CurseExplanation_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(CurseExplanation_Message)\n\nJ goodbye\nNOP\n\n;=====================================================REVOLUTION EVENT\n\nrevolution:\nJAL GetSumOfPlayerCoins ; Total Coins at V0\nNOP\nMOVE S0 V0 ; Copy to S0\n\nBNEZ S0 revolution2 ; If there's at least 1 coin total, proceed\nNOP\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ nocoinsforrevolution\nNOP\n\nrevolution2:\n\nLUI A1 hi(Revolution_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Revolution_Message)\n\nLI T0 4 \nDIVU S0 T0 ; Divide by 4\nMFLO S3 ; Coins to give back\n\nLHU S5 10(S4) ; Current Player's Coins\n\nLI S0 3 ; Start with Player 4\nrevolutionloop:\nBLTZ S0 revolutionloop_exit ; exit loop once all players lose their coins\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 S0 ; Player Index\nLHU S1 10(V0) ; Coins\n\nMOVE A0 S0 ; Player's Index\nJAL AdjustPlayerCoinsGradual \nSUBU A1 R0 S1 ; Coins\n\nMOVE A0 S0 ; Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 S1 ; Coins\n\nJ revolutionloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\nrevolutionloop_exit:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLI S0 3 ; Start with Player 4\nrevolutionloop2:\nBLTZ S0 revolutionloop_exit2 ; exit loop once all players get their coins\nNOP\n\nMOVE A0 S0 ; Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S3 ; Coins\n\nMOVE A0 S0 ; Player Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S3 ; Coins\n\nJ revolutionloop2\nADDIU S0 S0 -1\n\nrevolutionloop_exit2:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nSLT T0 S3 S5 ; T0 = 1 if the amount of coins is now lower\nBNEZL T0 revolution3 ; If the player has less coins, sad animation\nLI A1 1 ; Sad Index\nLI A1 0 ; Happy animation if the player has more coins\n\nrevolution3:\nJAL SetBoardPlayerAnimationWithSound\nLBU A0 29(S4) ; Current Player's Index\n\nJ goodbye\nNOP\n\n;======================================================COIN SWAP EVENT\n\ncoinswap:\nJAL GetSumOfPlayerCoins ; Total at V0\nNOP\n\nBNEZ V0 coinswap2 ; If there's at least 1 coin, continue\nNOP\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ nocoinsforrevolution\nNOP\n\ncoinswap2:\n\nLUI A1 hi(CoinSwap_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(CoinSwap_Message)\n\ncoinswapreroll:\nJAL GetRandomByte ; 0-255 Number at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide by 4 to get other player\nMFHI V0 ; Remainder of division at V0 (0-3)\nLBU T0 29(S4) ; Current Player's Index\nBEQ V0 T0 coinswapreroll ; If it's the current player, reroll\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 V0 ; Chosen Player's Index\nMOVE S3 V0 ; Copy Struct to S3\n\nLHU T0 10(S4) ; Current Player's Coins\nSH T0 76(SP) ; Store in the Stack for future use\nLHU T1 10(S3) ; Chosen Player's Coins\nSH T1 72(SP) ; Store in the Stack for future use\n\nLBU A0 29(S4) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 T0 ; Subtract all Coins\n\nLHU T0 76(SP) ; Load Current Player's Coins from the Stack\nLBU A0 29(S4) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 T0 ; Subtract all Coins\n;====\nLHU T0 72(SP) ; Load Chosen Player's Coins from the Stack\nLBU A0 29(S3) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 T0 ; Subtract all Coins\n\nLHU T0 72(SP) ; Load Chosen Player's Coins from the Stack\nLBU A0 29(S3) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 T0 ; Subtract all Coins\n\nJAL SleepProcess \nLI A0 45 ; Sleeps for 45 frames\n;====\nLBU A0 29(S4) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nLHU A1 72(SP) ; Add chosen player's Coins\n\nLBU A0 29(S4) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLHU A1 72(SP) ; Add chosen player's Coins\n;====\nLBU A0 29(S3) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nLHU A1 76(SP) ; Add chosen player's Coins\n\nLBU A0 29(S3) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLHU A1 76(SP) ; Add chosen player's Coins\n\nJAL SleepProcess \nLI A0 30 ; Sleeps for 30 frames\n\nLHU T0 76(SP) ; Current Player's Original Coin Amount\nLHU T1 72(SP) ; Chosen Player's Original Coin amount\nSLT T2 T1 T0 ; T0 = 1 if the amount of coins is now lower\nBNEZL T2 coinswap3 ; If the player has less coins, sad animation\nLI A1 1 ; Sad Index\nLI A1 0 ; Happy animation if the player has more coins\n\ncoinswap3:\nJAL SetBoardPlayerAnimationWithSound\nLBU A0 29(S4) ; Current Player's Index\n\nJ goodbye\nNOP\n\n;=====================================================SPACE SWAP EVENT\n\nspaceswap:\n\nLUI A1 hi(SpaceSwap_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(SpaceSwap_Message)\n\nspaceswapreroll:\nJAL GetRandomByte ; 0-255 Number at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide by 4 to get other player\nMFHI V0 ; Remainder of division at V0 (0-3)\nLBU T0 29(S4) ; Current Player's Index\nBEQ V0 T0 spaceswapreroll ; If it's the current player, reroll\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 V0 ; Chosen Player's Index\nMOVE S3 V0 ; Copy Struct to S3\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 0 ; Fade type (out)\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLUI T1 hi(CurrentPlayerSpaces_Array)\nADDIU T1 T1 lo(CurrentPlayerSpaces_Array)\n\nLBU T0 15(S4) ; Current Player's Current Chain Index\nSB T0 0(T1) ; Store in the Array\nLBU T0 16(S4) ; Current Player's Current Chain Space Index\nSB T0 1(T1) ; Store in the Array\nLBU T0 17(S4) ; Current Player's Next Chain Index\nSB T0 2(T1) ; Store in the Array\nLBU T0 18(S4) ; Current Player's Next Chain Space Index\nSB T0 3(T1) ; Store in the Array\nLBU T0 21(S4) ; Current Player's Previous Chain Index\nSB T0 4(T1) ; Store in the Array\nLBU T0 22(S4) ; Current Player's Previous Chain Space Index\nSB T0 5(T1) ; Store in the Array\n\nLUI T1 hi(ChosenPlayerSpaces_Array)\nADDIU T1 T1 lo(ChosenPlayerSpaces_Array)\n\nLBU T0 15(S3) ; Chosen Player's Current Chain Index\nSB T0 0(T1) ; Store in the Array\nLBU T0 16(S3) ; Chosen Player's Current Chain Space Index\nSB T0 1(T1) ; Store in the Array\nLBU T0 17(S3) ; Chosen Player's Next Chain Index\nSB T0 2(T1) ; Store in the Array\nLBU T0 18(S3) ; Chosen Player's Next Chain Space Index\nSB T0 3(T1) ; Store in the Array\nLBU T0 21(S3) ; Chosen Player's Previous Chain Index\nSB T0 4(T1) ; Store in the Array\nLBU T0 22(S3) ; Chosen Player's Previous Chain Space Index\nSB T0 5(T1) ; Store in the Array\n\nLBU A0 29(S4) ; Current Player's Index\nLUI A1 hi(ChosenPlayerSpaces_Array)\nADDIU A1 A1 lo(ChosenPlayerSpaces_Array)\nJAL SetPlayerOntoChainVisually ; This sets the player visually and internally on the spaces\nNOP\n\nLBU A0 29(S3) ; Current Player's Index\nLUI A1 hi(CurrentPlayerSpaces_Array)\nADDIU A1 A1 lo(CurrentPlayerSpaces_Array)\nJAL SetPlayerOntoChainVisually ; This sets the player visually and internally on the spaces\nNOP\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 1 ; Fade type (In)\n\nJ goodbye\nNOP\n\n;==================================================SPACE SHUFFLE EVENT\n\nspaceshuffle:\n\nLUI A1 hi(SpaceShuffle_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(SpaceShuffle_Message)\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 0 ; Fade type (out)\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLUI S5 hi(Player1Spaces_Array)\nADDIU S5 S5 lo(Player1Spaces_Array)\nLI S0 3 ; Start with Player 4\nspaceshuffleloop:\nBLTZ S0 spaceshuffleloop_exit ; exit once all player's positions are stored\nNOP \nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 S0 ; Player Index\n\nSLL T1 S0 0x0005 ; Multiply Player Index by 20 for alignment of Array\nADDU T1 T1 S5 ; Add to get the correct Array\n\nLBU T0 15(V0) ; Player's Current Chain Index\nSB T0 0(T1) ; Store in the Array\nLBU T0 16(V0) ; Player's Current Chain Space Index\nSB T0 1(T1) ; Store in the Array\nLBU T0 17(V0) ; Player's Next Chain Index\nSB T0 2(T1) ; Store in the Array\nLBU T0 18(V0) ; Player's Next Chain Space Index\nSB T0 3(T1) ; Store in the Array\nLBU T0 21(V0) ; Player's Previous Chain Index\nSB T0 4(T1) ; Store in the Array\nLBU T0 22(V0) ; Player's Previous Chain Space Index\nSB T0 5(T1) ; Store in the Array\n\nJ spaceshuffleloop\nADDIU S0 S0 -1 ; Subtract 1 to get the next player\n\nspaceshuffleloop_exit:\nLI S0 3 ; Start with Player 4\nLI S7 0xF ; 1111 Flag for players whose position isn't taken yet\nspaceshuffleloop2:\nBLTZ S0 spaceshuffleloop2_exit ; exit once all players are affected\nNOP\nLI T0 1\nBEQ S0 T0 spaceshuffleproblemcheck ; branch when it's Player 2's turn to check availability\nNOP\nspaceshufflerandomize:\nJAL GetRandomByte ; 0-255 Number at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide by 4 to get other player\nMFHI V0 ; Remainder of division at V0 (0-3)\nBEQ V0 S0 spaceshuffleloop2 ; If it's the current player, reroll\nNOP\nspaceshuffleskiprandomization:\nLI T0 1\nSLLV T0 T0 V0 ; Shift bit to the left by Player's Index\nAND T2 T0 S7 ; T2 = 1 if the chosen player's location is available\nBEQZ T2 spaceshuffleloop2 ; reroll if that player's location isn't available\nNOP\nSUBU S7 S7 T2 ; Turn flag off for that player's location\nSLL A1 V0 0x0005 ; Multiply Player Index by 20 for alignment of Array\n\nMOVE A0 S0 ; Player Index\nJAL SetPlayerOntoChainVisually\nADDU A1 A1 S5 ; Add to get the correct Array\n\nJ spaceshuffleloop2\nADDIU S0 S0 -1 ; Subtract 1 to warp the next player\n\nspaceshuffleproblemcheck:\nANDI T1 S7 1 ; T1 = 1 if Player 1's spot is available\nBNEZL T1 spaceshuffleskiprandomization ; If it's available, branch and choose Player 1\nLI V0 0 \nJ spaceshufflerandomize ; If not available, branch and randomize selection\nNOP\n\nspaceshuffleloop2_exit:\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 1 ; Fade type (In)\n\nJ goodbye\nNOP\n\n;===================================================ITEM SHUFFLE EVENT\n\nitemshuffle:\nJAL GetSumOfPlayerItems\nNOP\n\nBNEZ V0 itemshuffle2 ; If anything other than 0, continue\nNOP\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ noitemsforshuffle\nNOP\n\nitemshuffle2:\n\nLUI A1 hi(ItemShuffle_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(ItemShuffle_Message)\n\nLUI S5 hi(ItemShuffle_Array)\nADDIU S5 S5 lo(ItemShuffle_Array)\nLI S0 3 ; Start with Player 4\nLI S3 0 ; Item Counter\nitemshuffleloop:\nBLTZ S0 itemshuffleloop_exit ; Exit once all player's items are gathered\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 S0 ; Player Index\n\nLI T0 0xFF ; No item\n\nLBU T2 24(V0) ; Item #1 Index\nSB T0 24(V0) ; Delete Item\nADDU T1 S5 S3 ; Add Item Counter to get the right spot in the Array\nSB T2 0(T1) ; Store in Array\nADDIU S3 S3 1 ; Add 1 to Item Counter\n\nLBU T2 25(V0) ; Item #2 Index\nSB T0 25(V0) ; Delete Item\nADDU T1 S5 S3 ; Add Item Counter to get the right spot in the Array\nSB T2 0(T1) ; Store in Array\nADDIU S3 S3 1 ; Add 1 to Item Counter\n\nLBU T2 26(V0) ; Item #3 Index\nSB T0 26(V0) ; Delete Item\nADDU T1 S5 S3 ; Add Item Counter to get the right spot in the Array\nSB T2 0(T1) ; Store in Array\nADDIU S3 S3 1 ; Add 1 to Item Counter\n\nJAL RefreshHUD\nMOVE A0 S0 ; Player Index\n\nJ itemshuffleloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player \n\nitemshuffleloop_exit:\nJAL PlaySound \nLI A0 0x367 ; Items Going in Sound Index\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound \nLI A0 0x320 ; Items Shuffle Sound Index\nJAL SleepProcess\nLI A0 60 ; Frames\n\n\nLI S7 0 ; bit flag for equal distribution\nMshuffleitemsloop2:\nLI S6 0 ; Counter for no items left\nLI T1 0xF ; All players given an item\nBEQL S7 T1 Mshuffleitemsloop2\nLI S7 0 ; Reset flag\nJAL GetRandomByte ; 0-255 at V0\nNOP \nLI T0 4 \nDIVU V0 T0 ; Divide by 4\nMFHI S0 ; Player's Index (0-3)\n\nLI T1 1 \nSLLV T2 T1 S0 ; Shift Left by Player Index \n\nAND V1 S7 T2 ; Compare Flag Value to Player Index\n; V1 returns 0 if player has not been given an item, 1 if they have.\nBNEZ V1 Mshuffleitemsloop2\nNOP\n\nMOVE T5 S5 ; Pass Array to T5\nMshuffleitemsloop3:\nLI T1 12 \nBEQ S6 T1 goodbye ; exit because there's no items left\nNOP\nLBU T3 0(T5) ; Load Item Index from Array\nLI T1 0xFF ; No Item\nADDIU T5 T5 1 ; add to check next spot in the array\nBEQL T3 T1 Mshuffleitemsloop3 ; \nADDIU S6 S6 1 ; Add 1 to counter\n\nMshuffleitemsloop4:\nJAL GetRandomByte ; 0-255 at V0\nNOP \nLI T0 12\nDIVU V0 T0 ; Divide by 12\nMFHI T6 ; 12 Item spots (0-11)\nADDU T1 S5 T6 ; Add to get correct space in the Array\nLBU S3 0(T1) ; Load Item Index from Array\nLI T3 0xFF ; No Item Index\nBEQ S3 T3 Mshuffleitemsloop4 ; loop if there's no item in that spot\nNOP\nSB T3 0(T1) ; Delete Item from the Array\n\nJAL GetPlayerStruct ; at V0\nMOVE A0 S0 ; Player Index\n\nMOVE S6 V0 ; Copy Struct to S6\n\nJAL PlayerHasEmptyItemSlot ; 0,1,2 at V0\nMOVE A0 S0 ; Player Index\n\nADDIU S6 S6 24 ; Item #1 Address\nADDU S6 S6 V0 ; Add to get correct Item Slot Address\nSB S3 0(S6) ; Give Item\n\nJAL PlaySound\nLI A0 25 ; Got Item Sound Index\nJAL SleepProcess\nLI A0 20 ; Frames\n\nLI T1 1 \nSLLV T2 T1 S0 ; Shift Left by Player Index \nJ Mshuffleitemsloop2\nADDU S7 S7 T2 ; Mark the player as given an item\n\n\n\n\ngoodbye:\n\nLUI A1 hi(Goodbye_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Goodbye_Message)\nJ exit\nNOP\n\nalreadycursed:\n\nLUI A1 hi(Cursed_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Cursed_Message)\n\nLUI A1 hi(AlreadyCursed_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(AlreadyCursed_Message)\nJ exit\nNOP\n\nnocoinsforrevolution:\n\nLUI A1 hi(Revolution_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Revolution_Message)\nJ nocoins\nNOP\n\nnocoinsforswap:\n\nLUI A1 hi(CoinSwap_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(CoinSwap_Message)\n\nnocoins:\nLUI A1 hi(NoCoins_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(NoCoins_Message)\nJ exit\nNOP\n\nnoitemsforshuffle:\n\nLUI A1 hi(ItemShuffle_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(ItemShuffle_Message)\n\nLUI A1 hi(NoItems_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(NoItems_Message)\n\n\n\nexit:\nLW S4 112(SP) ; Current Player's Struct\nLW S0 108(SP) ; Player Index for Loop Counter\nLW S3 104(SP) ; Equalized Coins / Chosen Player's Struct\nLW S1 100(SP) ; Player's Coins \nLW S5 96(SP) ; Current Player's Coins\nLW S7 92(SP) ; Flag Holder for Loops\nLW S6 88(SP) ; Counter for Loop\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n; A1 = Message to display (Pointer)\n.align 16\nShowMessage_Function:\nADDIU SP SP -80\nSW RA 76(SP)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 4 ; Character image (Bowser)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 = Player's Index\n; A1 = Happy/Sad Index\n.align 16\nSetBoardPlayerAnimationWithSound:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\nSW A1 68(SP)\n\nJAL GetPlayerStruct\nNOP\n\nLBU T0 3(V0) ; Character Index\n\nBNEZ A1 sad\nNOP\n\nhappy:\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 5 ; Happy Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ SetBoardAnimationWithSound_exit\nNOP\n\nsad:\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 60 ; Frames\n\nSetBoardAnimationWithSound_exit:\nLW A0 72(SP) ; Player Index\nLI A1 -1 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLW A1 68(SP)\nLW A0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nGetSumOfPlayerCoins:\nADDIU SP SP -80\nSW RA 76(SP)\n\nLI T0 0x800D1112 ; P1 Coins Address\nLHU V0 0(T0) ; P1 Coins Value to V0\n\nLI T0 0x800D114A ; P2 Coins Address\nLHU T1 0(T0) ; P2 Coins Value to T1\nADDU V0 V0 T1 ; Add P2's coins to P1\n\nLI T0 0x800D1182 ; P3 Coins Address\nLHU T1 0(T0) ; P3 Coins Value to T1\nADDU V0 V0 T1 ; Add P3's coins to total\n\nLI T0 0x800D11BA ; P4 Coins Address\nLHU T1 0(T0) ; P4 Coins Value to T1\nADDU V0 V0 T1 ; Add P4's coins to total\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 = Type of Fade\n; A1 = 0 - FadeOut, 1 - FadeIn\n.align 16\nInitFade:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\n\nBNEZ A1 fadein ; If 1, it's a fade in\nNOP\n; If 0, it's a fade out \nLW A0 72(SP) ; Fade Type\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJ InitFade_exit\nNOP\n\nfadein:\nLW A0 72(SP) ; Fade Type\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nInitFade_exit:\nJAL SleepProcess\nLI A0 16 ; Frames\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 32\nPlayer1Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 32\nPlayer2Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 32\nPlayer3Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 32\nPlayer4Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 16\nCurrentPlayerSpaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 16\nChosenPlayerSpaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 16\nSetPlayerOntoChainVisually:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP) ; Array Pointer\nSB A0 68(SP) ; Player's Index \n\nMOVE S0 A1 ; Copy Array Pointer to S0\n\nLBU A0 68(SP) ; Player Index\nLBU A1 0(S0) ; Assigns Chain Index to A1\nJAL SetPlayerOntoChain\nLBU A2 1(S0) ; Assigns Space Index to A2\n\nLBU A0 68(SP) ; Player Index\nLBU A1 2(S0) ; Assigns Chain Index to A1\nJAL SetNextChainAndSpace\nLBU A2 3(S0) ; Assigns Space Index to A2\n\nLBU A0 68(SP) ; Player Index\nLBU A1 4(S0) ; Assigns Chain Index to A1\nJAL SetPrevChainAndSpace\nLBU A2 5(S0) ; Assigns Space Index to A2\n\nLBU A0 0(S0) ; Assigns Chain Index to A1\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nLBU A1 1(S0) ; Assigns Space Index to A2\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nLW V1 8(V0) \nSW V1 64(SP) ; Store on the Stack\n\nLW V1 16(V0)\nSW V1 60(SP) ; Store on the Stack\n\nJAL GetPlayerStruct ; Player Struct at V0\nLBU A0 68(SP)  ; Player Index\n\nLW V1 0x24(V0) ; Load Offset 0x24 into V1\nADDIU V1 V1 0xC ; Add 0xC to get current player's X Coords\nLW T0 64(SP) ; Load Space X Coords from Stack\nSW T0 0(V1) \n\nADDIU V1 V1 8 ; This should load current player's Y Coords\nLW T1 60(SP) ; Load Space Y Coords from Stack\nSW T1 0(V1)\n\nLW S0 72(SP) ; Array Pointer\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nGetSumOfPlayerItems:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\n\nLI S0 3 ; Start with Player 4\nLI S1 0 ; Item Counter\nGetSumOfPlayerItems_loop:\nBLTZ S0 GetSumOfPlayerItems_exit\nNOP\n\nJAL PlayerHasEmptyItemSlot ; Empty Item Slot Index at V0 (0, 1, 2, -1)\nMOVE A0 S0 ; Player Index\n\nLI T0 -1 ; No Inventory Index\nBLTZL V0 GetSumOfPlayerItems_add\nLI V0 3 ; If no space, make it 3 items\n\nGetSumOfPlayerItems_add:\nADDU S1 S1 V0 ; Add to the Item Counter\nJ GetSumOfPlayerItems_loop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\n\nGetSumOfPlayerItems_exit:\nMOVE V0 S1 ; Move Item Counter to proper register\nLW S1 68(SP)\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nItemShuffle_Array:\n.byte 0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF\n\n.align 16\nIntro_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1ABWAHAHAHA\\xC2 Did you miss me\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ASo glad to hear it\\xC2\\xFF\\x00\"\n\n.align 16\nIntro2_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cm itching to ruin your\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aday today\\x85 Now\\x85\\x85\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ABWAHAHA\\x82 I KNOW\\xC2\\xC2\\xFF\\x00\"\n\n.align 16\nCursed_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1ABWAHAHA\\x82 I\\x5Cm gonna \\x04curse\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Ayour next dice roll\\xC2\\xFF\\x00\"\n\n.align 16\nCurseExplanation_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AYou can only roll \\x051\\x08 to \\x053\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aon the next turn\\xC2\\xFF\\x00\"\n\n.align 16\nAlreadyCursed_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWait\\x82 you\\x5Cre already \\x04cursed\\x08\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI guess you\\x5Cre miserable enough\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ASee ya next time\\xC2 BWAHAHA\\xC2\\xFF\\x00\"\n\n.align 16\nRevolution_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI feel generous\\xC2 I\\x5Cm gonna divide\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeveryone\\x5Cs \\x07coins\\x08 equally\\xC2\\xFF\\x00\"\n\n.align 16\nNoCoins_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWait\\x82 what\\xC3 No one has coins\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI guess you\\x5Cre miserable enough\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ASee ya next time\\xC2 BWAHAHA\\xC2\\xFF\\x00\"\n\n.align 16\nCoinSwap_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cll swap your \\x07coins\\x08 with someone else\\xC2\\xFF\\x00\"\n\n.align 16\nSpaceSwap_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cm gonna swap your position\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Awith someone else\\xC2\\xFF\\x00\"\n\n.align 16\nSpaceShuffle_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cm gonna swap the position of\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeveryone\\xC2 BWAHAHAHA\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ACower before LORD BOWSER\\xC2\\xFF\\x00\"\n\n.align 16\nItemShuffle_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1ABWAHAHA\\x82 I\\x5Cm gonna shuffle\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeveryone\\x5Cs \\x05items\\x08\\xC2\\xFF\\x00\"\n\n.align 16\nNoItems_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1ABro\\x82 what\\xC3 No one has items\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AGRRR\\xC2 GET LOST\\xC2\\xC2\\xFF\\x00\"\n\n.align 16\nGoodbye_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1ABWAHAHAHA\\xC2 Never doubt my malice\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ACome again\\x82 if you DARE\\xC2 BWAHAHA\\xC2\\xFF\\x00\"\n\n;=================================================================INFO\n\n; To change the sound indexes for Playsound, use the PartyPlanner\n; audio section to find the sound index you want, then use the\n; following link to match the correct Playsound index (left number):\n; https://pastebin.com/H1jxNFqr\n\n; If you want to know how to change the character portrait on the\n; message box, use the following link:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n\n; If you want to know how to put special characters on your message\n; or know what they mean, use the following link:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/String-Encoding\n;\n; Previously, special characters were put on messages as \".byte\" with\n; the special character index right after, but we've found that you \n; can actually put the special characters in the ascii by using \\x\n; So what used to be \".byte 0xC2\" for an exclamation mark, can now\n; be written as \\xC2 to save an entire line of code\\xC2 (get it?)"}},"audioType":1,"bg":{"width":1152,"height":864,"src":"data:image/png;base64,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","fov":15,"scaleFactor":0.1,"cameraEyePosX":0,"cameraEyePosY":300,"cameraEyePosZ":300,"lookatPointX":0,"lookatPointY":0,"lookatPointZ":0},"audioIndex":41,"otherbg":{"boardselect":"data:image/png;base64,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","boardlogo":"data:image/png;base64,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","boardlogotext":"data:image/png;base64,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"},"boardevents":[{"id":"Magic 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","soundbankIndex":5}]}