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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 \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(1stPlace_Array)\nADDIU S2 S2 lo(1stPlace_Array)\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\nLI T0 8 ; 8 Outcomes total\nDIVU V0 T0\nMFHI V0 ; 0-8 \nADDU T2 S2 V0 ; Add to get correct Array spot\nLBU S1 0(T2) ; Index of option to put on Roulette\n\nLI T1 7 ; Item Bag\nBNE S1 T1 loadroulettearray ; If it's not an Item Bag, Ignore\nNOP\n; It is an Item Bag, check item slots\nJAL PlayerHasEmptyItemSlot ; -1 if no available slots\nLBU A0 29(S4) ; Player Index\n\nBLTZ V0 outcomeloop ; If it's -1, loop back\nNOP\n; It's not -1, so they have open slots\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 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\nBEQ 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"},"Mansion Trade (MP3)":{"language":0,"code":"; NAME: Mansion Trade (MP3)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|Flower\n; PARAM: Space|PiranhaSpace\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; S0 = Current Player Struct\n; S1 = Prompt Choice\n; S2 = Flower Owner Address (0x800CD098-0x800CD0A5)\n; S3 = Flower Owner Value / Player Index / Player Struct\n; S4 = Current Player's Stars\n; S5 = Strawberry Seed Price\n; S6 = Current Player Index Address\n\n;===Nighttime Check===\n; 4 turns day, 2 turns night\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T0 0(T0)\n\nLI T1 6\nDIVU T0 T1\nMFHI T2\n\nLI T3 5\nBEQ T2 T3 ContinueNight\nNOP\n\nBEQZ T2 ContinueNight\nNOP\n\nJ DaytimeFlow\nNOP\n\nContinueNight:\n\n\n;===Nighttime Entry — Get Player Struct===\nJAL GetPlayerStruct\nLI A0 -1                ; Get current player struct at V0\nMOVE S0 V0              ; S0 = current player struct\n\n;===Nighttime — Get Flower Address and Owner===\nLUI S2 0x800C\nORI S2 S2 0xD098\nADDIU S2 S2 Flower      ; S2 = address of this flower's owner byte\nLBU S3 0(S2)            ; S3 = raw owner value\n\n;===Nighttime — Check if Flower is Unowned===\nBEQZ S3 NightUnowned    ; owner == 0 → nobody owns it\nNOP\n\n;===Nighttime — Decode Owner Index (mirrors daytime CheckOwner)===\nSRA S3 S3 1             ; decode raw bitfield → owner index\nSLTI T0 S3 3\nBNEZ T0 NightCheckSelf\nNOP\nADDIU S3 S3 -1          ; correct for P4\n\nNightCheckSelf:\nLBU T0 0x1D(S0)         ; current player index\nBEQ T0 S3 NightSelfOwned ; player already owns it\nNOP\n\n;===Nighttime — Prompt (steal costs 40 coins)===\nLBU A0 0x1D(S0)\nJAL PlayerHasCoins\nLI A1 40                ; need 40 coins to steal\nBEQZ V0 NightNoCoins    ; not enough coins\nNOP\n\n; Show the steal prompt\nSW R0 16(SP)            ; A4\nSW R0 20(SP)            ; A5\nSW R0 24(SP)            ; A6\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightPrompt)\nADDIU A1 A1 lo(NightPrompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S1 V0              ; S1 = choice index\n\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBEQZ S1 NightDoSteal    ; 0 = Yes, steal\nNOP\n; else 1 = No, leave\nJ NightLeave\nNOP\n\n;===Nighttime — Do Steal===\nNightDoSteal:\nLBU A0 0x1D(S0)\nJAL AdjustPlayerCoinsGradual\nLI A1 -40               ; deduct 40 coins\n\nLBU A0 0x1D(S0)\nJAL ShowPlayerCoinChange\nLI A1 -40               ; show -40\n\nJAL SleepProcess\nLI A0 30                ; wait for coin change animation\n\n;===Nighttime — Update Ownership Bitfield===\n; Mirrors the daytime BuySeed encoding exactly:\n;   daytime does: ADDIU S3 S3 1  (S3 was 0, now 1)\n;                 SLLV  S3 S3 T0 (shift left by player index)\n; P1 index=0 → stored=1, P2 index=1 → stored=2, P3=4, P4=8\nLI S3 1                 ; base value 1, same as daytime \"ADDIU S3 R0+0 1\"\nLBU T0 0x1D(S0)         ; current player index into T0\nSLLV S3 S3 T0           ; shift left by player index → correct bitfield value\nSB S3 0(S2)             ; overwrite flower owner byte with new owner\n\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightSuccessMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightSuccessMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Not Enough Coins===\nNightNoCoins:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightNoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightNoCoinsMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Flower is Unowned===\nNightUnowned:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightUnownedMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightUnownedMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Player Declined===\nNightLeave:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightLeaveMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightLeaveMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Player Owns This Already===\nNightSelfOwned:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(OwnerMessage) ; Reuse existing daytime OwnerMessage\nJAL CallMessage\nADDIU A1 A1 lo(OwnerMessage)\n\nJ exit\nNOP\n\n;===Daytime Flow (unmodified from original)===\nDaytimeFlow:\n;===Face PiranhaSpace===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotatePlayerModel\nLI A2 PiranhaSpace ; Face PiranhaSpace\n\n;===Get Current Player Struct===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Get Flower Number and Address===\nLUI S2 0x800C ; 0x800C0000\nORI S2 S2 0xD098 ; 0x800CD098\nADDIU S2 S2 Flower ; Add flower number (0-13)\nLBU S3 0(S2) ; Load flower owner value into S3\nBNEZ S3 CheckOwner ; If flower is owned, check owner\nNOP\n; else, flower is unowned\n\n;===Check Last 5 Turns Ruleset===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A8 ; 0x800CD0A8, Custom Rules Flag Address\nLBU T0 0(T0) ; Load Custom Rules Flag into T0\nSLTI T1 T0 18 ; If T0 < 18, T1 = 1 (Strawberry Seed Discount OFF)\nBNEZ T1 CheckPlayerCoins ; If discount is OFF, check player coins\nLI S5 30 ; Check for 30 coins\n; else, Strawberry Seed Discount is ON\nLI S5 15 ; Check for 15 coins\n\n;===Check Player Coins===\nCheckPlayerCoins:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL PlayerHasCoins\nMOVE A1 S5 ; Check for coins\n\nBEQZ V0 NoCoins ; If player doesn't have 30 coins, go to NoCoins\nNOP\n; else, player can buy a Strawberry Seed\n\n;===Strawberry Seed Prompt===\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nStartPrompt:\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 S5 ; Convert price to text string\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x2 ; Character image (-1 for none, 0x2 for Koopa)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(SeedPrompt)\nADDIU A1 A1 lo(SeedPrompt) ; Display SeedPrompt\nLUI A2 hi(CoinString)\nADDIU A2 A2 lo(CoinString) ; String #1 (Seed Price)\nJAL ShowMessage\nLI A3 0\n\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the outcome based on the choice.\nBEQZ S1 BuySeed\nNOP\nLI T0 1\nBEQ S1 T0 SayNo\nNOP\n; else pick \"View map\"\n\nJAL ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Buy Seed===\nBuySeed:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S5 ; Lose coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S5 ; Lose coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Screen Fade-out===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel ; Load Piranha Plant model\nNOP\n\n;===Screen Fade-in===\nFadeIn:\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Chomp and Bought Message===\nJAL PlaySound\nLI A0 0x353 ; Chomp\n\nLI A0 0x3D ; Monty Mole image\nLUI A1 hi(ChompMessage)\nJAL CallMessage\nADDIU A1 A1 lo(ChompMessage) ; Display ChompMessage\n\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x2 ; Koopa image\nLUI A1 hi(BoughtMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BoughtMessage) ; Display BoughtMessage\n\n;===Set Flower Owner===\nADDIU S3 S3 1 ; Begin flower owner value at 0001\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nSLLV S3 S3 T0 ; Shift left by player index (0x for P1, 1x for P2, etc.)\nSB S3 0(S2) ; Store flower owner value into address\n\nJ exit\nNOP\n\n;===Say No===\nSayNo:\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x2 ; Koopa image\nLUI A1 hi(NoMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoMessage) ; Display NoMessage\n\nJ exit\nNOP\n\n;===No CoinsMessage===\nNoCoins:\nLI A0 2 ; No character image\nLUI A1 hi(NoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoCoinsMessage) ; Display NoCoinsMessage\n\nJ exit\nNOP\n\n;===Check Flower Owner===\nCheckOwner:\nSRA S3 S3 1 ; Shift flower owner value right by 1\nSLTI T0 S3 3 ; If S3 < 3, T0 = 1\nBNEZ T0 CheckOwnerAndPlayer ; If T0 = 1, check owner and player\nNOP\n; else, correct for P4's index\nADDIU S3 S3 -1 ; Correct from 4 to 3\n\nCheckOwnerAndPlayer:\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nBEQ T0 S3 PlayerIsOwner\nNOP\n; else, player is not owner\n\n;===Check Player Stars===\nLBU S4 0xE(S0) ; Load player stars from offset of player struct\nBEQZ S4 NoStars ; If player has no stars, go to NoStars\nNOP\n; else, player loses a star\n\n;===Piranha Plant Bite Effects===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel\nNOP\n\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for sound\n\n;===Play Sad Voice and Animation===\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; 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 4 ; Set dizzy animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nLI A0 -1 ; Set current player\nLI A1 1 ; Rotate in 1 frame\nJAL RotatePlayerModel\nMOVE A2 V0 ; Face current space (south)\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames for sound\n\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Bitten Message===\nLI A0 0x3D ; No character image\nLUI A1 hi(BittenMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BittenMessage) ; Display BittenMessage\n\nADDIU S4 S4 -1 ; Subtract 1 star\nSB S4 0xE(S0) ; Store player stars into offset of player struct\n\n;===Give Owner a Star===\nLUI S6 hi(current_player_index)\nADDIU S6 S6 lo(current_player_index)\nSB S3 0(S6) ; Set owner as current player\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for camera reset\n\nJAL GetPlayerStruct\nMOVE A0 S3 ; Get owner player struct at V0\n\nLBU A0 0xF(V0) ; Pass owner current chain index on A0\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 0x10(V0) ; Pass owner current chain space index on A1\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get abs space data at V0\n\nLW T0 8(V0) ; Load x pos of the space\nLW T1 12(V0) ; Load y pos of the space\nLW T2 16(V0) ; Load z pos of the space\n\nLUI A0 hi(StarCoords)\nADDIU A0 A0 lo(StarCoords) ; Load pointer to star coords\n\nSW T0 12(A0) ; Store x coords\nSW T1 16(A0) ; Store y coords\nJAL 0x80106A9C ; GetStar\nSW T2 20(A0) ; Store z coords\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames to get star\n\nLBU T3 0x1D(S0) ; Get current player index at T3\nSB T3 0(S6) ; Set current player as current player\n\n;===Lose Star Fanfare===\nJAL PlayMusic\nLI A0 0x71 ; Fail music\n\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; Add character value to Mario's sad voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice\n\nLI A0 -1 ; Set current player\nLI A1 3 ; Set lose animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 80 ; Wait 80 frames for music\n\nJAL GetBoardAudioIndex ; Get original board audio index at V0\nNOP\nJAL PlayMusic\nMOVE A0 V0 ; Play original board music\n\nJ exit\nNOP\n\n;===No Stars Message===\nNoStars:\nLI A0 0x3D ; No character image\nLUI A1 hi(NoStarsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoStarsMessage)\n\nJ exit\nNOP\n\n;===Player is Owner Message===\nPlayerIsOwner:\nLI A0 0x3D ; No character image\nLUI A1 hi(OwnerMessage)\nJAL CallMessage\nADDIU A1 A1 lo(OwnerMessage) ; Display OwnerMessage\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;===Star Coords===\n.align 32\nStarCoords:\n.word 0x8012EA10 ; Star model\n.word 0x80134E20 ; Star model\n.word 0x0A020008 ; Star model\n.word 0x00000000 ; X coords\n.word 0x00000000 ; Y coords\n.word 0x00000000 ; Z coords\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Character image\n; A1 = Message Address\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\n; Pass character image on A0\n; Character image (-1 for none, 0x6 for Goomba, 0x1E for Piranha Plant)\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\n; Pass message address on A1\nLI A2 0\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)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Load Piranha Plant Model===\n.align 4\nLoadPiranhaModel:\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; S0 = Piranha Model Pointer\n; S1 = Piranha Space Data\n; S2 = Current Space Data\n; 32(SP) = Midpoint Coords\n\n;===Check to Load Models===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A6 ; 0x800CD0A6, Load Models Flag\nLBU T0 0(T0) ; Check if Load Models Flag is ON or OFF\nBEQZ T0 ModelExit ; If Load Models Flag is OFF, exit\nNOP\n; else, load Piranha Plant model\n\n;===Get Plant Model Pointer===\nLUI A0 0x000A ; 0x000A0000, model directory 10\nORI A0 A0 0x0147 ; 0x000A0147, Piranha Plant model no. 327\nLI A1 9 ; Shadow model\nLI A2 1063675494 ; 0.9f float\nLI A3 1061997773 ; 0.8f float\nJAL 0x800D912C ; LoadGlobalModel\nSW R0 16(SP) ; A4\n\nMOVE S0 V0 ; Copy V0 to S0\nLUI T0 0x8009 ; 0x80090000\nORI T0 T0 0x9000 ; 0x80099000\nSW V0 0(T0) ; Store model pointer in 0x80099000 (unused font)\n\n;===Get Space Data===\nJAL GetSpaceData\nLI A0 PiranhaSpace ; Get PiranhaSpace data at V0\nMOVE S1 V0 ; Copy V0 to S1\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get current space data at V0\nMOVE S2 V0 ; Copy V0 to S2\n\n;===Get Midpoint===\nADDIU A0 SP 32 ; Store midpoint xyz coords in 32(SP)?\nADDIU A1 S2 8 ; Current space coords\nJAL midpoint\nADDIU A2 S1 8 ; PiranhaSpace coords\n\nJAL 0x800D88E8 ; SpaceAngleHelper\nADDIU A0 SP 32 ; Fix-up midpoint coords?\n\n;===Put Piranha Plant Model on Space===\nADDIU A0 S0 0x18 ; Pass model x2 coord on A0\nJAL 0x80089A20 ; StoreCoords (to face)\nADDIU A1 SP 32 ; Pass midpoint coords on A1\n\nADDIU A0 S0 0x0C ; Pass model x coord on A0\nJAL 0x80089A20 ; StoreCoords (to stand)\nADDIU A1 S1 8 ; PiranhaSpace coords\n\nModelExit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 64\n\n;===Message Text===\n.align 16\nSeedPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Hello there\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve got \"\n.byte 0x03 ; Red font\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.ascii \" Coins\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"You wanna buy this mansion behind me\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"It\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s worth a ton\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes\"\n.byte 0x1A,0x29,0x3E ; Tab, Coin icon, Multiply (x)\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"No\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"See Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nChompMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m the rent collector\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I will collect and deliver\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"all the rent you earn\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBoughtMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Isn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t it HUGE\"\n.byte 0xC3 ; Question mark (?)\n.byte 0xFF ; Wait, press A to confirm\n.byte 0x0B ; Feed old text away\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh and if anyone sticks around\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"too long\" \n; .byte 0x82 ; Comma (,)\n.ascii \" then worry not\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"They SHALL pay you rent\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Alright then\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I need to get this place sold\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh hi um\"\n.byte 0x82 ; Comma (,)\n.ascii \" you needn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t bother to\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \" buy this mansion\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Keep walking\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBittenMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Rent is due\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Pay up\"\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoStarsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Rent is due\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" I only take stars\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + Character image Padding\n.ascii \"And you do not have that\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nOwnerMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"You are the \"\n.byte 0x04 ; Purple font\n.ascii \" owner\"\n.byte 0x08 ; White font\n.ascii \" of this property\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n;===Nighttime Dialogue Blocks===\n\n.align 16\nNightPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Psst\"\n.byte 0x85                          ; Period (.)\n.ascii \" It\"\n.byte 0x5C                          ; Apostrophe (')\n.ascii \"s me\"\n.byte 0x82                          ; Comma (,)\n.ascii \" Monty\"\n.byte 0x85                          ; Period (.)\n.ascii \" The seller is gone\"\n.byte 0x85,0x85,0x85                ; Periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A    ; New line + character image padding\n.ascii \"For \"\n.byte 0x03                          ; Red font\n.ascii \"40 Coins\"\n.byte 0x08                          ; White font\n.ascii \" I can make that mansion\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A    ; New line + character image padding\n.ascii \"disappear and reappear in your name\"\n.byte 0xC2                          ; Exclamation mark (!)\n.byte 0x0A,0x0A                     ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C                          ; Start option\n.ascii \"Do it\"\n.byte 0x1A,0x29,0x3D               ; Tab, Coin icon, Minus (-)\n.ascii \"40\"\n.byte 0x0D                          ; End option\n.byte 0x0A                          ; New line\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C                          ; Start option\n.ascii \"No thanks\"\n.byte 0x0D                          ; End option\n.byte 0                             ; End Prompt\n\n.align 16\nNightLeaveMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Dang\"\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"Never saw me\"\n.byte 0x82                         ; Comma (,)\n.ascii \" never spoke\"\n.byte 0x82                         ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"got it\"\n.byte 0xC3                         ; Question mark (?)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightSuccessMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Heheh\"\n.byte 0x82                         ; Comma (,)\n.ascii \" pleasure doing business\"\n.byte 0x85                         ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"That mansion\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"s yours now\"\n.byte 0x82                         ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"Don\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"t tell the Koopa\"\n.byte 0xC2                         ; Exclamation mark (!)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"This mole is off duty\"\n.byte 0xC2                         ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A\n.ascii \"Come back when you\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"ve got \"\n.byte 0x03                         ; Red font\n.ascii \"40 Coins\"\n.byte 0x08                         ; White font\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightUnownedMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"It seems the seller is asleep\"\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\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"},"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"},"Statue Trade (MP3)":{"language":0,"code":"; NAME: Statue Trade (MP3)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|Flower\n; PARAM: Space|PiranhaSpace\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; S0 = Current Player Struct\n; S1 = Prompt Choice\n; S2 = Flower Owner Address (0x800CD098-0x800CD0A5)\n; S3 = Flower Owner Value / Player Index / Player Struct\n; S4 = Current Player's Stars\n; S5 = Strawberry Seed Price\n; S6 = Current Player Index Address\n\n;===Nighttime Check===\n; 4 turns day, 2 turns night\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T0 0(T0)\n\nLI T1 6\nDIVU T0 T1\nMFHI T2\n\nLI T3 5\nBEQ T2 T3 ContinueNight\nNOP\n\nBEQZ T2 ContinueNight\nNOP\n\nJ DaytimeFlow\nNOP\n\nContinueNight:\n\n\n;===Nighttime Entry — Get Player Struct===\nJAL GetPlayerStruct\nLI A0 -1                ; Get current player struct at V0\nMOVE S0 V0              ; S0 = current player struct\n\n;===Nighttime — Get Flower Address and Owner===\nLUI S2 0x800C\nORI S2 S2 0xD098\nADDIU S2 S2 Flower      ; S2 = address of this flower's owner byte\nLBU S3 0(S2)            ; S3 = raw owner value\n\n;===Nighttime — Check if Flower is Unowned===\nBEQZ S3 NightUnowned    ; owner == 0 → nobody owns it\nNOP\n\n;===Nighttime — Decode Owner Index (mirrors daytime CheckOwner)===\nSRA S3 S3 1             ; decode raw bitfield → owner index\nSLTI T0 S3 3\nBNEZ T0 NightCheckSelf\nNOP\nADDIU S3 S3 -1          ; correct for P4\n\nNightCheckSelf:\nLBU T0 0x1D(S0)         ; current player index\nBEQ T0 S3 NightSelfOwned ; player already owns it\nNOP\n\n;===Nighttime — Prompt (steal costs 40 coins)===\nLBU A0 0x1D(S0)\nJAL PlayerHasCoins\nLI A1 40                ; need 40 coins to steal\nBEQZ V0 NightNoCoins    ; not enough coins\nNOP\n\n; Show the steal prompt\nSW R0 16(SP)            ; A4\nSW R0 20(SP)            ; A5\nSW R0 24(SP)            ; A6\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightPrompt)\nADDIU A1 A1 lo(NightPrompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S1 V0              ; S1 = choice index\n\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBEQZ S1 NightDoSteal    ; 0 = Yes, steal\nNOP\n; else 1 = No, leave\nJ NightLeave\nNOP\n\n;===Nighttime — Do Steal===\nNightDoSteal:\nLBU A0 0x1D(S0)\nJAL AdjustPlayerCoinsGradual\nLI A1 -40               ; deduct 40 coins\n\nLBU A0 0x1D(S0)\nJAL ShowPlayerCoinChange\nLI A1 -40               ; show -40\n\nJAL SleepProcess\nLI A0 30                ; wait for coin change animation\n\n;===Nighttime — Update Ownership Bitfield===\n; Mirrors the daytime BuySeed encoding exactly:\n;   daytime does: ADDIU S3 S3 1  (S3 was 0, now 1)\n;                 SLLV  S3 S3 T0 (shift left by player index)\n; P1 index=0 → stored=1, P2 index=1 → stored=2, P3=4, P4=8\nLI S3 1                 ; base value 1, same as daytime \"ADDIU S3 R0+0 1\"\nLBU T0 0x1D(S0)         ; current player index into T0\nSLLV S3 S3 T0           ; shift left by player index → correct bitfield value\nSB S3 0(S2)             ; overwrite flower owner byte with new owner\n\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightSuccessMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightSuccessMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Not Enough Coins===\nNightNoCoins:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightNoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightNoCoinsMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Flower is Unowned===\nNightUnowned:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightUnownedMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightUnownedMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Player Declined===\nNightLeave:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightLeaveMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightLeaveMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Player Owns This Already===\nNightSelfOwned:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(OwnerMessage) ; Reuse existing daytime OwnerMessage\nJAL CallMessage\nADDIU A1 A1 lo(OwnerMessage)\n\nJ exit\nNOP\n\n;===Daytime Flow (unmodified from original)===\nDaytimeFlow:\n;===Face PiranhaSpace===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotatePlayerModel\nLI A2 PiranhaSpace ; Face PiranhaSpace\n\n;===Get Current Player Struct===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Get Flower Number and Address===\nLUI S2 0x800C ; 0x800C0000\nORI S2 S2 0xD098 ; 0x800CD098\nADDIU S2 S2 Flower ; Add flower number (0-13)\nLBU S3 0(S2) ; Load flower owner value into S3\nBNEZ S3 CheckOwner ; If flower is owned, check owner\nNOP\n; else, flower is unowned\n\n;===Check Last 5 Turns Ruleset===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A8 ; 0x800CD0A8, Custom Rules Flag Address\nLBU T0 0(T0) ; Load Custom Rules Flag into T0\nSLTI T1 T0 18 ; If T0 < 18, T1 = 1 (Strawberry Seed Discount OFF)\nBNEZ T1 CheckPlayerCoins ; If discount is OFF, check player coins\nLI S5 20 ; Check for 30 coins\n; else, Strawberry Seed Discount is ON\nLI S5 15 ; Check for 15 coins\n\n;===Check Player Coins===\nCheckPlayerCoins:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL PlayerHasCoins\nMOVE A1 S5 ; Check for coins\n\nBEQZ V0 NoCoins ; If player doesn't have 30 coins, go to NoCoins\nNOP\n; else, player can buy a Strawberry Seed\n\n;===Strawberry Seed Prompt===\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nStartPrompt:\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 S5 ; Convert price to text string\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x2 ; Character image (-1 for none, 0x2 for Koopa)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(SeedPrompt)\nADDIU A1 A1 lo(SeedPrompt) ; Display SeedPrompt\nLUI A2 hi(CoinString)\nADDIU A2 A2 lo(CoinString) ; String #1 (Seed Price)\nJAL ShowMessage\nLI A3 0\n\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the outcome based on the choice.\nBEQZ S1 BuySeed\nNOP\nLI T0 1\nBEQ S1 T0 SayNo\nNOP\n; else pick \"View map\"\n\nJAL ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Buy Seed===\nBuySeed:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S5 ; Lose coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S5 ; Lose coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Screen Fade-out===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel ; Load Piranha Plant model\nNOP\n\n;===Screen Fade-in===\nFadeIn:\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Chomp and Bought Message===\nJAL PlaySound\nLI A0 0x353 ; Chomp\n\nLI A0 0x3D ; Monty Mole image\nLUI A1 hi(ChompMessage)\nJAL CallMessage\nADDIU A1 A1 lo(ChompMessage) ; Display ChompMessage\n\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x2 ; Koopa image\nLUI A1 hi(BoughtMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BoughtMessage) ; Display BoughtMessage\n\n;===Set Flower Owner===\nADDIU S3 S3 1 ; Begin flower owner value at 0001\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nSLLV S3 S3 T0 ; Shift left by player index (0x for P1, 1x for P2, etc.)\nSB S3 0(S2) ; Store flower owner value into address\n\nJ exit\nNOP\n\n;===Say No===\nSayNo:\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x2 ; Koopa image\nLUI A1 hi(NoMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoMessage) ; Display NoMessage\n\nJ exit\nNOP\n\n;===No CoinsMessage===\nNoCoins:\nLI A0 2 ; No character image\nLUI A1 hi(NoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoCoinsMessage) ; Display NoCoinsMessage\n\nJ exit\nNOP\n\n;===Check Flower Owner===\nCheckOwner:\nSRA S3 S3 1 ; Shift flower owner value right by 1\nSLTI T0 S3 3 ; If S3 < 3, T0 = 1\nBNEZ T0 CheckOwnerAndPlayer ; If T0 = 1, check owner and player\nNOP\n; else, correct for P4's index\nADDIU S3 S3 -1 ; Correct from 4 to 3\n\nCheckOwnerAndPlayer:\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nBEQ T0 S3 PlayerIsOwner\nNOP\n; else, player is not owner\n\n;===Check Player Stars===\nLBU S4 0xE(S0) ; Load player stars from offset of player struct\nBEQZ S4 NoStars ; If player has no stars, go to NoStars\nNOP\n; else, player loses a star\n\n;===Piranha Plant Bite Effects===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel\nNOP\n\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for sound\n\n;===Play Sad Voice and Animation===\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; 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 4 ; Set dizzy animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nLI A0 -1 ; Set current player\nLI A1 1 ; Rotate in 1 frame\nJAL RotatePlayerModel\nMOVE A2 V0 ; Face current space (south)\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames for sound\n\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Bitten Message===\nLI A0 0x3D ; No character image\nLUI A1 hi(BittenMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BittenMessage) ; Display BittenMessage\n\nADDIU S4 S4 -1 ; Subtract 1 star\nSB S4 0xE(S0) ; Store player stars into offset of player struct\n\n;===Give Owner a Star===\nLUI S6 hi(current_player_index)\nADDIU S6 S6 lo(current_player_index)\nSB S3 0(S6) ; Set owner as current player\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for camera reset\n\nJAL GetPlayerStruct\nMOVE A0 S3 ; Get owner player struct at V0\n\nLBU A0 0xF(V0) ; Pass owner current chain index on A0\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 0x10(V0) ; Pass owner current chain space index on A1\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get abs space data at V0\n\nLW T0 8(V0) ; Load x pos of the space\nLW T1 12(V0) ; Load y pos of the space\nLW T2 16(V0) ; Load z pos of the space\n\nLUI A0 hi(StarCoords)\nADDIU A0 A0 lo(StarCoords) ; Load pointer to star coords\n\nSW T0 12(A0) ; Store x coords\nSW T1 16(A0) ; Store y coords\nJAL 0x80106A9C ; GetStar\nSW T2 20(A0) ; Store z coords\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames to get star\n\nLBU T3 0x1D(S0) ; Get current player index at T3\nSB T3 0(S6) ; Set current player as current player\n\n;===Lose Star Fanfare===\nJAL PlayMusic\nLI A0 0x71 ; Fail music\n\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; Add character value to Mario's sad voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice\n\nLI A0 -1 ; Set current player\nLI A1 3 ; Set lose animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 80 ; Wait 80 frames for music\n\nJAL GetBoardAudioIndex ; Get original board audio index at V0\nNOP\nJAL PlayMusic\nMOVE A0 V0 ; Play original board music\n\nJ exit\nNOP\n\n;===No Stars Message===\nNoStars:\nLI A0 0x3D ; No character image\nLUI A1 hi(NoStarsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoStarsMessage)\n\nJ exit\nNOP\n\n;===Player is Owner Message===\nPlayerIsOwner:\nLI A0 0x3D ; No character image\nLUI A1 hi(OwnerMessage)\nJAL CallMessage\nADDIU A1 A1 lo(OwnerMessage) ; Display OwnerMessage\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;===Star Coords===\n.align 32\nStarCoords:\n.word 0x8012EA10 ; Star model\n.word 0x80134E20 ; Star model\n.word 0x0A020008 ; Star model\n.word 0x00000000 ; X coords\n.word 0x00000000 ; Y coords\n.word 0x00000000 ; Z coords\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Character image\n; A1 = Message Address\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\n; Pass character image on A0\n; Character image (-1 for none, 0x6 for Goomba, 0x1E for Piranha Plant)\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\n; Pass message address on A1\nLI A2 0\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)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Load Piranha Plant Model===\n.align 4\nLoadPiranhaModel:\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; S0 = Piranha Model Pointer\n; S1 = Piranha Space Data\n; S2 = Current Space Data\n; 32(SP) = Midpoint Coords\n\n;===Check to Load Models===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A6 ; 0x800CD0A6, Load Models Flag\nLBU T0 0(T0) ; Check if Load Models Flag is ON or OFF\nBEQZ T0 ModelExit ; If Load Models Flag is OFF, exit\nNOP\n; else, load Piranha Plant model\n\n;===Get Plant Model Pointer===\nLUI A0 0x000A ; 0x000A0000, model directory 10\nORI A0 A0 0x0147 ; 0x000A0147, Piranha Plant model no. 327\nLI A1 9 ; Shadow model\nLI A2 1063675494 ; 0.9f float\nLI A3 1061997773 ; 0.8f float\nJAL 0x800D912C ; LoadGlobalModel\nSW R0 16(SP) ; A4\n\nMOVE S0 V0 ; Copy V0 to S0\nLUI T0 0x8009 ; 0x80090000\nORI T0 T0 0x9000 ; 0x80099000\nSW V0 0(T0) ; Store model pointer in 0x80099000 (unused font)\n\n;===Get Space Data===\nJAL GetSpaceData\nLI A0 PiranhaSpace ; Get PiranhaSpace data at V0\nMOVE S1 V0 ; Copy V0 to S1\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get current space data at V0\nMOVE S2 V0 ; Copy V0 to S2\n\n;===Get Midpoint===\nADDIU A0 SP 32 ; Store midpoint xyz coords in 32(SP)?\nADDIU A1 S2 8 ; Current space coords\nJAL midpoint\nADDIU A2 S1 8 ; PiranhaSpace coords\n\nJAL 0x800D88E8 ; SpaceAngleHelper\nADDIU A0 SP 32 ; Fix-up midpoint coords?\n\n;===Put Piranha Plant Model on Space===\nADDIU A0 S0 0x18 ; Pass model x2 coord on A0\nJAL 0x80089A20 ; StoreCoords (to face)\nADDIU A1 SP 32 ; Pass midpoint coords on A1\n\nADDIU A0 S0 0x0C ; Pass model x coord on A0\nJAL 0x80089A20 ; StoreCoords (to stand)\nADDIU A1 S1 8 ; PiranhaSpace coords\n\nModelExit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 64\n\n;===Message Text===\n.align 16\nSeedPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Hello there\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve got \"\n.byte 0x03 ; Red font\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.ascii \" Coins\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"You wanna buy this Luigi statue\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"It\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s worth a ton\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes\"\n.byte 0x1A,0x29,0x3E ; Tab, Coin icon, Multiply (x)\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"No\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"See Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nChompMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m the rent collector\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I will collect and deliver\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"all the rent you earn\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBoughtMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Isn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t it HUGE\"\n.byte 0xC3 ; Question mark (?)\n.byte 0xFF ; Wait, press A to confirm\n.byte 0x0B ; Feed old text away\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh and if anyone tries to\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"take it\" \n; .byte 0x82 ; Comma (,)\n.ascii \" then worry not\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"They SHALL pay you rent\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Alright then\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I need to get this statue sold\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh hi um\"\n.byte 0x82 ; Comma (,)\n.ascii \" you needn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t bother to\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \" buy this statue\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Keep walking\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBittenMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Rent is due\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Pay up\"\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoStarsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Rent is due\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" I only take stars\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + Character image Padding\n.ascii \"And you do not have that\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nOwnerMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"You are the \"\n.byte 0x04 ; Purple font\n.ascii \" owner\"\n.byte 0x08 ; White font\n.ascii \" of this property\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n;===Nighttime Dialogue Blocks===\n\n.align 16\nNightPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Psst\"\n.byte 0x85                          ; Period (.)\n.ascii \" It\"\n.byte 0x5C                          ; Apostrophe (')\n.ascii \"s me\"\n.byte 0x82                          ; Comma (,)\n.ascii \" Monty\"\n.byte 0x85                          ; Period (.)\n.ascii \" The seller is gone\"\n.byte 0x85,0x85,0x85                ; Periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A    ; New line + character image padding\n.ascii \"For \"\n.byte 0x03                          ; Red font\n.ascii \"40 Coins\"\n.byte 0x08                          ; White font\n.ascii \" I can make that statue\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A    ; New line + character image padding\n.ascii \"disappear and reappear in your name\"\n.byte 0xC2                          ; Exclamation mark (!)\n.byte 0x0A,0x0A                     ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C                          ; Start option\n.ascii \"Do it\"\n.byte 0x1A,0x29,0x3D               ; Tab, Coin icon, Minus (-)\n.ascii \"40\"\n.byte 0x0D                          ; End option\n.byte 0x0A                          ; New line\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C                          ; Start option\n.ascii \"No thanks\"\n.byte 0x0D                          ; End option\n.byte 0                             ; End Prompt\n\n.align 16\nNightLeaveMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Dang\"\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"Never saw me\"\n.byte 0x82                         ; Comma (,)\n.ascii \" never spoke\"\n.byte 0x82                         ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"got it\"\n.byte 0xC3                         ; Question mark (?)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightSuccessMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Heheh\"\n.byte 0x82                         ; Comma (,)\n.ascii \" pleasure doing business\"\n.byte 0x85                         ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"That statue\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"s yours now\"\n.byte 0x82                         ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"Don\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"t tell the Koopa\"\n.byte 0xC2                         ; Exclamation mark (!)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"This mole is off duty\"\n.byte 0xC2                         ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A\n.ascii \"Come back when you\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"ve got \"\n.byte 0x03                         ; Red font\n.ascii \"40 Coins\"\n.byte 0x08                         ; White font\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightUnownedMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"It seems the seller is asleep\"\n.byte 0x85,0x85,0x85               ; Periods (...)\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"},"Luigi's Mansion Trade (MP3)":{"language":0,"code":"; NAME: Luigi's Mansion Trade (MP3)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|Flower\n; PARAM: Space|PiranhaSpace\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; S0 = Current Player Struct\n; S1 = Prompt Choice\n; S2 = Flower Owner Address (0x800CD098-0x800CD0A5)\n; S3 = Flower Owner Value / Player Index / Player Struct\n; S4 = Current Player's Stars\n; S5 = Strawberry Seed Price\n; S6 = Current Player Index Address\n\n;===Nighttime Check===\n; 4 turns day, 2 turns night\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T0 0(T0)\n\nLI T1 6\nDIVU T0 T1\nMFHI T2\n\nLI T3 5\nBEQ T2 T3 ContinueNight\nNOP\n\nBEQZ T2 ContinueNight\nNOP\n\nJ DaytimeFlow\nNOP\n\nContinueNight:\n\n\n;===Nighttime Entry — Get Player Struct===\nJAL GetPlayerStruct\nLI A0 -1                ; Get current player struct at V0\nMOVE S0 V0              ; S0 = current player struct\n\n;===Nighttime — Get Flower Address and Owner===\nLUI S2 0x800C\nORI S2 S2 0xD098\nADDIU S2 S2 Flower      ; S2 = address of this flower's owner byte\nLBU S3 0(S2)            ; S3 = raw owner value\n\n;===Nighttime — Check if Flower is Unowned===\nBEQZ S3 NightUnowned    ; owner == 0 → nobody owns it\nNOP\n\n;===Nighttime — Decode Owner Index (mirrors daytime CheckOwner)===\nSRA S3 S3 1             ; decode raw bitfield → owner index\nSLTI T0 S3 3\nBNEZ T0 NightCheckSelf\nNOP\nADDIU S3 S3 -1          ; correct for P4\n\nNightCheckSelf:\nLBU T0 0x1D(S0)         ; current player index\nBEQ T0 S3 NightSelfOwned ; player already owns it\nNOP\n\n;===Nighttime — Prompt (steal costs 40 coins)===\nLBU A0 0x1D(S0)\nJAL PlayerHasCoins\nLI A1 40                ; need 40 coins to steal\nBEQZ V0 NightNoCoins    ; not enough coins\nNOP\n\n; Show the steal prompt\nSW R0 16(SP)            ; A4\nSW R0 20(SP)            ; A5\nSW R0 24(SP)            ; A6\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightPrompt)\nADDIU A1 A1 lo(NightPrompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S1 V0              ; S1 = choice index\n\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBEQZ S1 NightDoSteal    ; 0 = Yes, steal\nNOP\n; else 1 = No, leave\nJ NightLeave\nNOP\n\n;===Nighttime — Do Steal===\nNightDoSteal:\nLBU A0 0x1D(S0)\nJAL AdjustPlayerCoinsGradual\nLI A1 -40               ; deduct 40 coins\n\nLBU A0 0x1D(S0)\nJAL ShowPlayerCoinChange\nLI A1 -40               ; show -40\n\nJAL SleepProcess\nLI A0 30                ; wait for coin change animation\n\n;===Nighttime — Update Ownership Bitfield===\n; Mirrors the daytime BuySeed encoding exactly:\n;   daytime does: ADDIU S3 S3 1  (S3 was 0, now 1)\n;                 SLLV  S3 S3 T0 (shift left by player index)\n; P1 index=0 → stored=1, P2 index=1 → stored=2, P3=4, P4=8\nLI S3 1                 ; base value 1, same as daytime \"ADDIU S3 R0+0 1\"\nLBU T0 0x1D(S0)         ; current player index into T0\nSLLV S3 S3 T0           ; shift left by player index → correct bitfield value\nSB S3 0(S2)             ; overwrite flower owner byte with new owner\n\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightSuccessMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightSuccessMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Not Enough Coins===\nNightNoCoins:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightNoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightNoCoinsMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Flower is Unowned===\nNightUnowned:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightUnownedMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightUnownedMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Player Declined===\nNightLeave:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightLeaveMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightLeaveMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Player Owns This Already===\nNightSelfOwned:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(OwnerMessage) ; Reuse existing daytime OwnerMessage\nJAL CallMessage\nADDIU A1 A1 lo(OwnerMessage)\n\nJ exit\nNOP\n\n;===Daytime Flow (unmodified from original)===\nDaytimeFlow:\n;===Face PiranhaSpace===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotatePlayerModel\nLI A2 PiranhaSpace ; Face PiranhaSpace\n\n;===Get Current Player Struct===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Get Flower Number and Address===\nLUI S2 0x800C ; 0x800C0000\nORI S2 S2 0xD098 ; 0x800CD098\nADDIU S2 S2 Flower ; Add flower number (0-13)\nLBU S3 0(S2) ; Load flower owner value into S3\nBNEZ S3 CheckOwner ; If flower is owned, check owner\nNOP\n; else, flower is unowned\n\n;===Check Last 5 Turns Ruleset===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A8 ; 0x800CD0A8, Custom Rules Flag Address\nLBU T0 0(T0) ; Load Custom Rules Flag into T0\nSLTI T1 T0 18 ; If T0 < 18, T1 = 1 (Strawberry Seed Discount OFF)\nBNEZ T1 CheckPlayerCoins ; If discount is OFF, check player coins\nLI S5 30 ; Check for 30 coins\n; else, Strawberry Seed Discount is ON\nLI S5 15 ; Check for 15 coins\n\n;===Check Player Coins===\nCheckPlayerCoins:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL PlayerHasCoins\nMOVE A1 S5 ; Check for coins\n\nBEQZ V0 NoCoins ; If player doesn't have 30 coins, go to NoCoins\nNOP\n; else, player can buy a Strawberry Seed\n\n;===Strawberry Seed Prompt===\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nStartPrompt:\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 S5 ; Convert price to text string\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x2 ; Character image (-1 for none, 0x2 for Koopa)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(SeedPrompt)\nADDIU A1 A1 lo(SeedPrompt) ; Display SeedPrompt\nLUI A2 hi(CoinString)\nADDIU A2 A2 lo(CoinString) ; String #1 (Seed Price)\nJAL ShowMessage\nLI A3 0\n\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the outcome based on the choice.\nBEQZ S1 BuySeed\nNOP\nLI T0 1\nBEQ S1 T0 SayNo\nNOP\n; else pick \"View map\"\n\nJAL ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Buy Seed===\nBuySeed:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S5 ; Lose coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S5 ; Lose coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Screen Fade-out===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel ; Load Piranha Plant model\nNOP\n\n;===Screen Fade-in===\nFadeIn:\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Chomp and Bought Message===\nJAL PlaySound\nLI A0 0x353 ; Chomp\n\nLI A0 0x3D ; Monty Mole image\nLUI A1 hi(ChompMessage)\nJAL CallMessage\nADDIU A1 A1 lo(ChompMessage) ; Display ChompMessage\n\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x2 ; Koopa image\nLUI A1 hi(BoughtMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BoughtMessage) ; Display BoughtMessage\n\n;===Set Flower Owner===\nADDIU S3 S3 1 ; Begin flower owner value at 0001\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nSLLV S3 S3 T0 ; Shift left by player index (0x for P1, 1x for P2, etc.)\nSB S3 0(S2) ; Store flower owner value into address\n\nJ exit\nNOP\n\n;===Say No===\nSayNo:\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x2 ; Koopa image\nLUI A1 hi(NoMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoMessage) ; Display NoMessage\n\nJ exit\nNOP\n\n;===No CoinsMessage===\nNoCoins:\nLI A0 2 ; No character image\nLUI A1 hi(NoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoCoinsMessage) ; Display NoCoinsMessage\n\nJ exit\nNOP\n\n;===Check Flower Owner===\nCheckOwner:\nSRA S3 S3 1 ; Shift flower owner value right by 1\nSLTI T0 S3 3 ; If S3 < 3, T0 = 1\nBNEZ T0 CheckOwnerAndPlayer ; If T0 = 1, check owner and player\nNOP\n; else, correct for P4's index\nADDIU S3 S3 -1 ; Correct from 4 to 3\n\nCheckOwnerAndPlayer:\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nBEQ T0 S3 PlayerIsOwner\nNOP\n; else, player is not owner\n\n;===Check Player Stars===\nLBU S4 0xE(S0) ; Load player stars from offset of player struct\nBEQZ S4 NoStars ; If player has no stars, go to NoStars\nNOP\n; else, player loses a star\n\n;===Piranha Plant Bite Effects===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel\nNOP\n\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for sound\n\n;===Play Sad Voice and Animation===\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; 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 4 ; Set dizzy animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nLI A0 -1 ; Set current player\nLI A1 1 ; Rotate in 1 frame\nJAL RotatePlayerModel\nMOVE A2 V0 ; Face current space (south)\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames for sound\n\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Bitten Message===\nLI A0 0x3D ; No character image\nLUI A1 hi(BittenMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BittenMessage) ; Display BittenMessage\n\nADDIU S4 S4 -1 ; Subtract 1 star\nSB S4 0xE(S0) ; Store player stars into offset of player struct\n\n;===Give Owner a Star===\nLUI S6 hi(current_player_index)\nADDIU S6 S6 lo(current_player_index)\nSB S3 0(S6) ; Set owner as current player\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for camera reset\n\nJAL GetPlayerStruct\nMOVE A0 S3 ; Get owner player struct at V0\n\nLBU A0 0xF(V0) ; Pass owner current chain index on A0\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 0x10(V0) ; Pass owner current chain space index on A1\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get abs space data at V0\n\nLW T0 8(V0) ; Load x pos of the space\nLW T1 12(V0) ; Load y pos of the space\nLW T2 16(V0) ; Load z pos of the space\n\nLUI A0 hi(StarCoords)\nADDIU A0 A0 lo(StarCoords) ; Load pointer to star coords\n\nSW T0 12(A0) ; Store x coords\nSW T1 16(A0) ; Store y coords\nJAL 0x80106A9C ; GetStar\nSW T2 20(A0) ; Store z coords\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames to get star\n\nLBU T3 0x1D(S0) ; Get current player index at T3\nSB T3 0(S6) ; Set current player as current player\n\n;===Lose Star Fanfare===\nJAL PlayMusic\nLI A0 0x71 ; Fail music\n\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; Add character value to Mario's sad voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice\n\nLI A0 -1 ; Set current player\nLI A1 3 ; Set lose animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 80 ; Wait 80 frames for music\n\nJAL GetBoardAudioIndex ; Get original board audio index at V0\nNOP\nJAL PlayMusic\nMOVE A0 V0 ; Play original board music\n\nJ exit\nNOP\n\n;===No Stars Message===\nNoStars:\nLI A0 0x3D ; No character image\nLUI A1 hi(NoStarsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoStarsMessage)\n\nJ exit\nNOP\n\n;===Player is Owner Message===\nPlayerIsOwner:\nLI A0 0x3D ; No character image\nLUI A1 hi(OwnerMessage)\nJAL CallMessage\nADDIU A1 A1 lo(OwnerMessage) ; Display OwnerMessage\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;===Star Coords===\n.align 32\nStarCoords:\n.word 0x8012EA10 ; Star model\n.word 0x80134E20 ; Star model\n.word 0x0A020008 ; Star model\n.word 0x00000000 ; X coords\n.word 0x00000000 ; Y coords\n.word 0x00000000 ; Z coords\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Character image\n; A1 = Message Address\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\n; Pass character image on A0\n; Character image (-1 for none, 0x6 for Goomba, 0x1E for Piranha Plant)\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\n; Pass message address on A1\nLI A2 0\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)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Load Piranha Plant Model===\n.align 4\nLoadPiranhaModel:\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; S0 = Piranha Model Pointer\n; S1 = Piranha Space Data\n; S2 = Current Space Data\n; 32(SP) = Midpoint Coords\n\n;===Check to Load Models===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A6 ; 0x800CD0A6, Load Models Flag\nLBU T0 0(T0) ; Check if Load Models Flag is ON or OFF\nBEQZ T0 ModelExit ; If Load Models Flag is OFF, exit\nNOP\n; else, load Piranha Plant model\n\n;===Get Plant Model Pointer===\nLUI A0 0x000A ; 0x000A0000, model directory 10\nORI A0 A0 0x0147 ; 0x000A0147, Piranha Plant model no. 327\nLI A1 9 ; Shadow model\nLI A2 1063675494 ; 0.9f float\nLI A3 1061997773 ; 0.8f float\nJAL 0x800D912C ; LoadGlobalModel\nSW R0 16(SP) ; A4\n\nMOVE S0 V0 ; Copy V0 to S0\nLUI T0 0x8009 ; 0x80090000\nORI T0 T0 0x9000 ; 0x80099000\nSW V0 0(T0) ; Store model pointer in 0x80099000 (unused font)\n\n;===Get Space Data===\nJAL GetSpaceData\nLI A0 PiranhaSpace ; Get PiranhaSpace data at V0\nMOVE S1 V0 ; Copy V0 to S1\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get current space data at V0\nMOVE S2 V0 ; Copy V0 to S2\n\n;===Get Midpoint===\nADDIU A0 SP 32 ; Store midpoint xyz coords in 32(SP)?\nADDIU A1 S2 8 ; Current space coords\nJAL midpoint\nADDIU A2 S1 8 ; PiranhaSpace coords\n\nJAL 0x800D88E8 ; SpaceAngleHelper\nADDIU A0 SP 32 ; Fix-up midpoint coords?\n\n;===Put Piranha Plant Model on Space===\nADDIU A0 S0 0x18 ; Pass model x2 coord on A0\nJAL 0x80089A20 ; StoreCoords (to face)\nADDIU A1 SP 32 ; Pass midpoint coords on A1\n\nADDIU A0 S0 0x0C ; Pass model x coord on A0\nJAL 0x80089A20 ; StoreCoords (to stand)\nADDIU A1 S1 8 ; PiranhaSpace coords\n\nModelExit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 64\n\n;===Message Text===\n.align 16\nSeedPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Hello there\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve got \"\n.byte 0x03 ; Red font\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.ascii \" Coins\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"You wanna buy this famous mansion\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"It\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s worth a ton\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes\"\n.byte 0x1A,0x29,0x3E ; Tab, Coin icon, Multiply (x)\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"No\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"See Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nChompMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m the rent collector\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I will collect and deliver\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"all the rent you earn\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBoughtMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Isn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t it FANCY\"\n.byte 0xC3 ; Question mark (?)\n.byte 0xFF ; Wait, press A to confirm\n.byte 0x0B ; Feed old text away\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh and if anyone sticks around\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"too long\" \n; .byte 0x82 ; Comma (,)\n.ascii \" then worry not\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"They SHALL pay you rent\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Alright then\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I need to get this place sold\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh hi um\"\n.byte 0x82 ; Comma (,)\n.ascii \" you needn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t bother to\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \" buy this mansion\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Keep walking\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBittenMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Rent is due\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Pay up\"\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoStarsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Rent is due\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" I only take stars\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + Character image Padding\n.ascii \"And you do not have that\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nOwnerMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"You are the \"\n.byte 0x04 ; Purple font\n.ascii \" owner\"\n.byte 0x08 ; White font\n.ascii \" of this property\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n;===Nighttime Dialogue Blocks===\n\n.align 16\nNightPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Psst\"\n.byte 0x85                          ; Period (.)\n.ascii \" It\"\n.byte 0x5C                          ; Apostrophe (')\n.ascii \"s me\"\n.byte 0x82                          ; Comma (,)\n.ascii \" Monty\"\n.byte 0x85                          ; Period (.)\n.ascii \" The seller is gone\"\n.byte 0x85,0x85,0x85                ; Periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A    ; New line + character image padding\n.ascii \"For \"\n.byte 0x03                          ; Red font\n.ascii \"40 Coins\"\n.byte 0x08                          ; White font\n.ascii \" I can make that mansion\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A    ; New line + character image padding\n.ascii \"disappear and reappear in your name\"\n.byte 0xC2                          ; Exclamation mark (!)\n.byte 0x0A,0x0A                     ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C                          ; Start option\n.ascii \"Do it\"\n.byte 0x1A,0x29,0x3D               ; Tab, Coin icon, Minus (-)\n.ascii \"40\"\n.byte 0x0D                          ; End option\n.byte 0x0A                          ; New line\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C                          ; Start option\n.ascii \"No thanks\"\n.byte 0x0D                          ; End option\n.byte 0                             ; End Prompt\n\n.align 16\nNightLeaveMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Dang\"\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"Never saw me\"\n.byte 0x82                         ; Comma (,)\n.ascii \" never spoke\"\n.byte 0x82                         ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"got it\"\n.byte 0xC3                         ; Question mark (?)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightSuccessMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Heheh\"\n.byte 0x82                         ; Comma (,)\n.ascii \" pleasure doing business\"\n.byte 0x85                         ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"That mansion\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"s yours now\"\n.byte 0x82                         ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"Don\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"t tell the Koopa\"\n.byte 0xC2                         ; Exclamation mark (!)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"This mole is off duty\"\n.byte 0xC2                         ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A\n.ascii \"Come back when you\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"ve got \"\n.byte 0x03                         ; Red font\n.ascii \"40 Coins\"\n.byte 0x08                         ; White font\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightUnownedMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"It seems the seller is asleep\"\n.byte 0x85,0x85,0x85               ; Periods (...)\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"},"Kart Trade (MP3)":{"language":0,"code":"; NAME: Kart Trade (MP3)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|Flower\n; PARAM: Space|PiranhaSpace\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; S0 = Current Player Struct\n; S1 = Prompt Choice\n; S2 = Flower Owner Address (0x800CD098-0x800CD0A5)\n; S3 = Flower Owner Value / Player Index / Player Struct\n; S4 = Current Player's Stars\n; S5 = Strawberry Seed Price\n; S6 = Current Player Index Address\n\n;===Nighttime Check===\n; 4 turns day, 2 turns night\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T0 0(T0)\n\nLI T1 6\nDIVU T0 T1\nMFHI T2\n\nLI T3 5\nBEQ T2 T3 ContinueNight\nNOP\n\nBEQZ T2 ContinueNight\nNOP\n\nJ DaytimeFlow\nNOP\n\nContinueNight:\n\n\n;===Nighttime Entry — Get Player Struct===\nJAL GetPlayerStruct\nLI A0 -1                ; Get current player struct at V0\nMOVE S0 V0              ; S0 = current player struct\n\n;===Nighttime — Get Flower Address and Owner===\nLUI S2 0x800C\nORI S2 S2 0xD098\nADDIU S2 S2 Flower      ; S2 = address of this flower's owner byte\nLBU S3 0(S2)            ; S3 = raw owner value\n\n;===Nighttime — Check if Flower is Unowned===\nBEQZ S3 NightUnowned    ; owner == 0 → nobody owns it\nNOP\n\n;===Nighttime — Decode Owner Index (mirrors daytime CheckOwner)===\nSRA S3 S3 1             ; decode raw bitfield → owner index\nSLTI T0 S3 3\nBNEZ T0 NightCheckSelf\nNOP\nADDIU S3 S3 -1          ; correct for P4\n\nNightCheckSelf:\nLBU T0 0x1D(S0)         ; current player index\nBEQ T0 S3 NightSelfOwned ; player already owns it\nNOP\n\n;===Nighttime — Prompt (steal costs 40 coins)===\nLBU A0 0x1D(S0)\nJAL PlayerHasCoins\nLI A1 40                ; need 40 coins to steal\nBEQZ V0 NightNoCoins    ; not enough coins\nNOP\n\n; Show the steal prompt\nSW R0 16(SP)            ; A4\nSW R0 20(SP)            ; A5\nSW R0 24(SP)            ; A6\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightPrompt)\nADDIU A1 A1 lo(NightPrompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S1 V0              ; S1 = choice index\n\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBEQZ S1 NightDoSteal    ; 0 = Yes, steal\nNOP\n; else 1 = No, leave\nJ NightLeave\nNOP\n\n;===Nighttime — Do Steal===\nNightDoSteal:\nLBU A0 0x1D(S0)\nJAL AdjustPlayerCoinsGradual\nLI A1 -40               ; deduct 40 coins\n\nLBU A0 0x1D(S0)\nJAL ShowPlayerCoinChange\nLI A1 -40               ; show -40\n\nJAL SleepProcess\nLI A0 30                ; wait for coin change animation\n\n;===Nighttime — Update Ownership Bitfield===\n; Mirrors the daytime BuySeed encoding exactly:\n;   daytime does: ADDIU S3 S3 1  (S3 was 0, now 1)\n;                 SLLV  S3 S3 T0 (shift left by player index)\n; P1 index=0 → stored=1, P2 index=1 → stored=2, P3=4, P4=8\nLI S3 1                 ; base value 1, same as daytime \"ADDIU S3 R0+0 1\"\nLBU T0 0x1D(S0)         ; current player index into T0\nSLLV S3 S3 T0           ; shift left by player index → correct bitfield value\nSB S3 0(S2)             ; overwrite flower owner byte with new owner\n\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightSuccessMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightSuccessMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Not Enough Coins===\nNightNoCoins:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightNoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightNoCoinsMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Flower is Unowned===\nNightUnowned:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightUnownedMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightUnownedMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Player Declined===\nNightLeave:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightLeaveMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightLeaveMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Player Owns This Already===\nNightSelfOwned:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(OwnerMessage) ; Reuse existing daytime OwnerMessage\nJAL CallMessage\nADDIU A1 A1 lo(OwnerMessage)\n\nJ exit\nNOP\n\n;===Daytime Flow (unmodified from original)===\nDaytimeFlow:\n;===Face PiranhaSpace===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotatePlayerModel\nLI A2 PiranhaSpace ; Face PiranhaSpace\n\n;===Get Current Player Struct===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Get Flower Number and Address===\nLUI S2 0x800C ; 0x800C0000\nORI S2 S2 0xD098 ; 0x800CD098\nADDIU S2 S2 Flower ; Add flower number (0-13)\nLBU S3 0(S2) ; Load flower owner value into S3\nBNEZ S3 CheckOwner ; If flower is owned, check owner\nNOP\n; else, flower is unowned\n\n;===Check Last 5 Turns Ruleset===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A8 ; 0x800CD0A8, Custom Rules Flag Address\nLBU T0 0(T0) ; Load Custom Rules Flag into T0\nSLTI T1 T0 18 ; If T0 < 18, T1 = 1 (Strawberry Seed Discount OFF)\nBNEZ T1 CheckPlayerCoins ; If discount is OFF, check player coins\nLI S5 20 ; Check for 20 coins\n; else, Strawberry Seed Discount is ON\nLI S5 15 ; Check for 15 coins\n\n;===Check Player Coins===\nCheckPlayerCoins:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL PlayerHasCoins\nMOVE A1 S5 ; Check for coins\n\nBEQZ V0 NoCoins ; If player doesn't have 30 coins, go to NoCoins\nNOP\n; else, player can buy a Strawberry Seed\n\n;===Strawberry Seed Prompt===\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nStartPrompt:\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 S5 ; Convert price to text string\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x2 ; Character image (-1 for none, 0x2 for Koopa)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(SeedPrompt)\nADDIU A1 A1 lo(SeedPrompt) ; Display SeedPrompt\nLUI A2 hi(CoinString)\nADDIU A2 A2 lo(CoinString) ; String #1 (Seed Price)\nJAL ShowMessage\nLI A3 0\n\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the outcome based on the choice.\nBEQZ S1 BuySeed\nNOP\nLI T0 1\nBEQ S1 T0 SayNo\nNOP\n; else pick \"View map\"\n\nJAL ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Buy Seed===\nBuySeed:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S5 ; Lose coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S5 ; Lose coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Screen Fade-out===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel ; Load Piranha Plant model\nNOP\n\n;===Screen Fade-in===\nFadeIn:\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Chomp and Bought Message===\nJAL PlaySound\nLI A0 0x353 ; Chomp\n\nLI A0 0x3D ; Monty Mole image\nLUI A1 hi(ChompMessage)\nJAL CallMessage\nADDIU A1 A1 lo(ChompMessage) ; Display ChompMessage\n\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x2 ; Koopa image\nLUI A1 hi(BoughtMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BoughtMessage) ; Display BoughtMessage\n\n;===Set Flower Owner===\nADDIU S3 S3 1 ; Begin flower owner value at 0001\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nSLLV S3 S3 T0 ; Shift left by player index (0x for P1, 1x for P2, etc.)\nSB S3 0(S2) ; Store flower owner value into address\n\nJ exit\nNOP\n\n;===Say No===\nSayNo:\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x2 ; Koopa image\nLUI A1 hi(NoMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoMessage) ; Display NoMessage\n\nJ exit\nNOP\n\n;===No CoinsMessage===\nNoCoins:\nLI A0 2 ; No character image\nLUI A1 hi(NoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoCoinsMessage) ; Display NoCoinsMessage\n\nJ exit\nNOP\n\n;===Check Flower Owner===\nCheckOwner:\nSRA S3 S3 1 ; Shift flower owner value right by 1\nSLTI T0 S3 3 ; If S3 < 3, T0 = 1\nBNEZ T0 CheckOwnerAndPlayer ; If T0 = 1, check owner and player\nNOP\n; else, correct for P4's index\nADDIU S3 S3 -1 ; Correct from 4 to 3\n\nCheckOwnerAndPlayer:\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nBEQ T0 S3 PlayerIsOwner\nNOP\n; else, player is not owner\n\n;===Check Player Stars===\nLBU S4 0xE(S0) ; Load player stars from offset of player struct\nBEQZ S4 NoStars ; If player has no stars, go to NoStars\nNOP\n; else, player loses a star\n\n;===Piranha Plant Bite Effects===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel\nNOP\n\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for sound\n\n;===Play Sad Voice and Animation===\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; 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 4 ; Set dizzy animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nLI A0 -1 ; Set current player\nLI A1 1 ; Rotate in 1 frame\nJAL RotatePlayerModel\nMOVE A2 V0 ; Face current space (south)\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames for sound\n\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Bitten Message===\nLI A0 0x3D ; No character image\nLUI A1 hi(BittenMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BittenMessage) ; Display BittenMessage\n\nADDIU S4 S4 -1 ; Subtract 1 star\nSB S4 0xE(S0) ; Store player stars into offset of player struct\n\n;===Give Owner a Star===\nLUI S6 hi(current_player_index)\nADDIU S6 S6 lo(current_player_index)\nSB S3 0(S6) ; Set owner as current player\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for camera reset\n\nJAL GetPlayerStruct\nMOVE A0 S3 ; Get owner player struct at V0\n\nLBU A0 0xF(V0) ; Pass owner current chain index on A0\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 0x10(V0) ; Pass owner current chain space index on A1\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get abs space data at V0\n\nLW T0 8(V0) ; Load x pos of the space\nLW T1 12(V0) ; Load y pos of the space\nLW T2 16(V0) ; Load z pos of the space\n\nLUI A0 hi(StarCoords)\nADDIU A0 A0 lo(StarCoords) ; Load pointer to star coords\n\nSW T0 12(A0) ; Store x coords\nSW T1 16(A0) ; Store y coords\nJAL 0x80106A9C ; GetStar\nSW T2 20(A0) ; Store z coords\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames to get star\n\nLBU T3 0x1D(S0) ; Get current player index at T3\nSB T3 0(S6) ; Set current player as current player\n\n;===Lose Star Fanfare===\nJAL PlayMusic\nLI A0 0x71 ; Fail music\n\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; Add character value to Mario's sad voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice\n\nLI A0 -1 ; Set current player\nLI A1 3 ; Set lose animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 80 ; Wait 80 frames for music\n\nJAL GetBoardAudioIndex ; Get original board audio index at V0\nNOP\nJAL PlayMusic\nMOVE A0 V0 ; Play original board music\n\nJ exit\nNOP\n\n;===No Stars Message===\nNoStars:\nLI A0 0x3D ; No character image\nLUI A1 hi(NoStarsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoStarsMessage)\n\nJ exit\nNOP\n\n;===Player is Owner Message===\nPlayerIsOwner:\nLI A0 0x3D ; No character image\nLUI A1 hi(OwnerMessage)\nJAL CallMessage\nADDIU A1 A1 lo(OwnerMessage) ; Display OwnerMessage\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;===Star Coords===\n.align 32\nStarCoords:\n.word 0x8012EA10 ; Star model\n.word 0x80134E20 ; Star model\n.word 0x0A020008 ; Star model\n.word 0x00000000 ; X coords\n.word 0x00000000 ; Y coords\n.word 0x00000000 ; Z coords\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Character image\n; A1 = Message Address\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\n; Pass character image on A0\n; Character image (-1 for none, 0x6 for Goomba, 0x1E for Piranha Plant)\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\n; Pass message address on A1\nLI A2 0\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)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Load Piranha Plant Model===\n.align 4\nLoadPiranhaModel:\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; S0 = Piranha Model Pointer\n; S1 = Piranha Space Data\n; S2 = Current Space Data\n; 32(SP) = Midpoint Coords\n\n;===Check to Load Models===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A6 ; 0x800CD0A6, Load Models Flag\nLBU T0 0(T0) ; Check if Load Models Flag is ON or OFF\nBEQZ T0 ModelExit ; If Load Models Flag is OFF, exit\nNOP\n; else, load Piranha Plant model\n\n;===Get Plant Model Pointer===\nLUI A0 0x000A ; 0x000A0000, model directory 10\nORI A0 A0 0x0147 ; 0x000A0147, Piranha Plant model no. 327\nLI A1 9 ; Shadow model\nLI A2 1063675494 ; 0.9f float\nLI A3 1061997773 ; 0.8f float\nJAL 0x800D912C ; LoadGlobalModel\nSW R0 16(SP) ; A4\n\nMOVE S0 V0 ; Copy V0 to S0\nLUI T0 0x8009 ; 0x80090000\nORI T0 T0 0x9000 ; 0x80099000\nSW V0 0(T0) ; Store model pointer in 0x80099000 (unused font)\n\n;===Get Space Data===\nJAL GetSpaceData\nLI A0 PiranhaSpace ; Get PiranhaSpace data at V0\nMOVE S1 V0 ; Copy V0 to S1\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get current space data at V0\nMOVE S2 V0 ; Copy V0 to S2\n\n;===Get Midpoint===\nADDIU A0 SP 32 ; Store midpoint xyz coords in 32(SP)?\nADDIU A1 S2 8 ; Current space coords\nJAL midpoint\nADDIU A2 S1 8 ; PiranhaSpace coords\n\nJAL 0x800D88E8 ; SpaceAngleHelper\nADDIU A0 SP 32 ; Fix-up midpoint coords?\n\n;===Put Piranha Plant Model on Space===\nADDIU A0 S0 0x18 ; Pass model x2 coord on A0\nJAL 0x80089A20 ; StoreCoords (to face)\nADDIU A1 SP 32 ; Pass midpoint coords on A1\n\nADDIU A0 S0 0x0C ; Pass model x coord on A0\nJAL 0x80089A20 ; StoreCoords (to stand)\nADDIU A1 S1 8 ; PiranhaSpace coords\n\nModelExit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 64\n\n;===Message Text===\n.align 16\nSeedPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Hello there\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve got \"\n.byte 0x03 ; Red font\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.ascii \" Coins\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"You wanna buy this cool car\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"It\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s worth a ton\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes\"\n.byte 0x1A,0x29,0x3E ; Tab, Coin icon, Multiply (x)\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"No\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"See Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nChompMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m the rent collector\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I will collect and deliver\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"all the rent you earn\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBoughtMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Isn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t it SLICK\"\n.byte 0xC3 ; Question mark (?)\n.byte 0xFF ; Wait, press A to confirm\n.byte 0x0B ; Feed old text away\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh and if anyone tries to\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"take it\" \n; .byte 0x82 ; Comma (,)\n.ascii \" then worry not\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"They SHALL pay you rent\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Alright then\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I need to get this car sold\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh hi um\"\n.byte 0x82 ; Comma (,)\n.ascii \" you needn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t bother to\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \" buy this car\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Keep walking\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBittenMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Rent is due\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Pay up\"\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoStarsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Rent is due\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" I only take stars\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + Character image Padding\n.ascii \"And you do not have that\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nOwnerMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"You are the \"\n.byte 0x04 ; Purple font\n.ascii \" owner\"\n.byte 0x08 ; White font\n.ascii \" of this property\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n;===Nighttime Dialogue Blocks===\n\n.align 16\nNightPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Psst\"\n.byte 0x85                          ; Period (.)\n.ascii \" It\"\n.byte 0x5C                          ; Apostrophe (')\n.ascii \"s me\"\n.byte 0x82                          ; Comma (,)\n.ascii \" Monty\"\n.byte 0x85                          ; Period (.)\n.ascii \" The seller is gone\"\n.byte 0x85,0x85,0x85                ; Periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A    ; New line + character image padding\n.ascii \"For \"\n.byte 0x03                          ; Red font\n.ascii \"40 Coins\"\n.byte 0x08                          ; White font\n.ascii \" I can make that kart\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A    ; New line + character image padding\n.ascii \"disappear and reappear in your name\"\n.byte 0xC2                          ; Exclamation mark (!)\n.byte 0x0A,0x0A                     ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C                          ; Start option\n.ascii \"Do it\"\n.byte 0x1A,0x29,0x3D               ; Tab, Coin icon, Minus (-)\n.ascii \"40\"\n.byte 0x0D                          ; End option\n.byte 0x0A                          ; New line\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C                          ; Start option\n.ascii \"No thanks\"\n.byte 0x0D                          ; End option\n.byte 0                             ; End Prompt\n\n.align 16\nNightLeaveMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Dang\"\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"Never saw me\"\n.byte 0x82                         ; Comma (,)\n.ascii \" never spoke\"\n.byte 0x82                         ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"got it\"\n.byte 0xC3                         ; Question mark (?)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightSuccessMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Heheh\"\n.byte 0x82                         ; Comma (,)\n.ascii \" pleasure doing business\"\n.byte 0x85                         ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"That kart\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"s yours now\"\n.byte 0x82                         ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"Don\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"t tell the Koopa\"\n.byte 0xC2                         ; Exclamation mark (!)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"This mole is off duty\"\n.byte 0xC2                         ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A\n.ascii \"Come back when you\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"ve got \"\n.byte 0x03                         ; Red font\n.ascii \"40 Coins\"\n.byte 0x08                         ; White font\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightUnownedMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"It seems the seller is asleep\"\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0xFF,0                       ; Wait, press A to confirm\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"},"Star Trophy Trade (MP3)":{"language":0,"code":"; NAME: Star Trophy Trade (MP3)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|Flower\n; PARAM: Space|PiranhaSpace\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; S0 = Current Player Struct\n; S1 = Prompt Choice\n; S2 = Flower Owner Address (0x800CD098-0x800CD0A5)\n; S3 = Flower Owner Value / Player Index / Player Struct\n; S4 = Current Player's Stars\n; S5 = Strawberry Seed Price\n; S6 = Current Player Index Address\n\n;===Nighttime Check===\n; 4 turns day, 2 turns night\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T0 0(T0)\n\nLI T1 6\nDIVU T0 T1\nMFHI T2\n\nLI T3 5\nBEQ T2 T3 ContinueNight\nNOP\n\nBEQZ T2 ContinueNight\nNOP\n\nJ DaytimeFlow\nNOP\n\nContinueNight:\n\n\n;===Nighttime Entry — Get Player Struct===\nJAL GetPlayerStruct\nLI A0 -1                ; Get current player struct at V0\nMOVE S0 V0              ; S0 = current player struct\n\n;===Nighttime — Get Flower Address and Owner===\nLUI S2 0x800C\nORI S2 S2 0xD098\nADDIU S2 S2 Flower      ; S2 = address of this flower's owner byte\nLBU S3 0(S2)            ; S3 = raw owner value\n\n;===Nighttime — Check if Flower is Unowned===\nBEQZ S3 NightUnowned    ; owner == 0 → nobody owns it\nNOP\n\n;===Nighttime — Decode Owner Index (mirrors daytime CheckOwner)===\nSRA S3 S3 1             ; decode raw bitfield → owner index\nSLTI T0 S3 3\nBNEZ T0 NightCheckSelf\nNOP\nADDIU S3 S3 -1          ; correct for P4\n\nNightCheckSelf:\nLBU T0 0x1D(S0)         ; current player index\nBEQ T0 S3 NightSelfOwned ; player already owns it\nNOP\n\n;===Nighttime — Prompt (steal costs 40 coins)===\nLBU A0 0x1D(S0)\nJAL PlayerHasCoins\nLI A1 40                ; need 40 coins to steal\nBEQZ V0 NightNoCoins    ; not enough coins\nNOP\n\n; Show the steal prompt\nSW R0 16(SP)            ; A4\nSW R0 20(SP)            ; A5\nSW R0 24(SP)            ; A6\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightPrompt)\nADDIU A1 A1 lo(NightPrompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S1 V0              ; S1 = choice index\n\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBEQZ S1 NightDoSteal    ; 0 = Yes, steal\nNOP\n; else 1 = No, leave\nJ NightLeave\nNOP\n\n;===Nighttime — Do Steal===\nNightDoSteal:\nLBU A0 0x1D(S0)\nJAL AdjustPlayerCoinsGradual\nLI A1 -40               ; deduct 40 coins\n\nLBU A0 0x1D(S0)\nJAL ShowPlayerCoinChange\nLI A1 -40               ; show -40\n\nJAL SleepProcess\nLI A0 30                ; wait for coin change animation\n\n;===Nighttime — Update Ownership Bitfield===\n; Mirrors the daytime BuySeed encoding exactly:\n;   daytime does: ADDIU S3 S3 1  (S3 was 0, now 1)\n;                 SLLV  S3 S3 T0 (shift left by player index)\n; P1 index=0 → stored=1, P2 index=1 → stored=2, P3=4, P4=8\nLI S3 1                 ; base value 1, same as daytime \"ADDIU S3 R0+0 1\"\nLBU T0 0x1D(S0)         ; current player index into T0\nSLLV S3 S3 T0           ; shift left by player index → correct bitfield value\nSB S3 0(S2)             ; overwrite flower owner byte with new owner\n\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightSuccessMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightSuccessMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Not Enough Coins===\nNightNoCoins:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightNoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightNoCoinsMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Flower is Unowned===\nNightUnowned:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightUnownedMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightUnownedMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Player Declined===\nNightLeave:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightLeaveMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightLeaveMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Player Owns This Already===\nNightSelfOwned:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(OwnerMessage) ; Reuse existing daytime OwnerMessage\nJAL CallMessage\nADDIU A1 A1 lo(OwnerMessage)\n\nJ exit\nNOP\n\n;===Daytime Flow (unmodified from original)===\nDaytimeFlow:\n;===Face PiranhaSpace===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotatePlayerModel\nLI A2 PiranhaSpace ; Face PiranhaSpace\n\n;===Get Current Player Struct===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Get Flower Number and Address===\nLUI S2 0x800C ; 0x800C0000\nORI S2 S2 0xD098 ; 0x800CD098\nADDIU S2 S2 Flower ; Add flower number (0-13)\nLBU S3 0(S2) ; Load flower owner value into S3\nBNEZ S3 CheckOwner ; If flower is owned, check owner\nNOP\n; else, flower is unowned\n\n;===Check Last 5 Turns Ruleset===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A8 ; 0x800CD0A8, Custom Rules Flag Address\nLBU T0 0(T0) ; Load Custom Rules Flag into T0\nSLTI T1 T0 18 ; If T0 < 18, T1 = 1 (Strawberry Seed Discount OFF)\nBNEZ T1 CheckPlayerCoins ; If discount is OFF, check player coins\nLI S5 15 ; Check for 30 coins\n; else, Strawberry Seed Discount is ON\nLI S5 10 ; Check for 15 coins\n\n;===Check Player Coins===\nCheckPlayerCoins:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL PlayerHasCoins\nMOVE A1 S5 ; Check for coins\n\nBEQZ V0 NoCoins ; If player doesn't have 30 coins, go to NoCoins\nNOP\n; else, player can buy a Strawberry Seed\n\n;===Strawberry Seed Prompt===\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nStartPrompt:\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 S5 ; Convert price to text string\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x2 ; Character image (-1 for none, 0x2 for Koopa)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(SeedPrompt)\nADDIU A1 A1 lo(SeedPrompt) ; Display SeedPrompt\nLUI A2 hi(CoinString)\nADDIU A2 A2 lo(CoinString) ; String #1 (Seed Price)\nJAL ShowMessage\nLI A3 0\n\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the outcome based on the choice.\nBEQZ S1 BuySeed\nNOP\nLI T0 1\nBEQ S1 T0 SayNo\nNOP\n; else pick \"View map\"\n\nJAL ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Buy Seed===\nBuySeed:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S5 ; Lose coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S5 ; Lose coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Screen Fade-out===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel ; Load Piranha Plant model\nNOP\n\n;===Screen Fade-in===\nFadeIn:\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Chomp and Bought Message===\nJAL PlaySound\nLI A0 0x353 ; Chomp\n\nLI A0 0x3D ; Monty Mole image\nLUI A1 hi(ChompMessage)\nJAL CallMessage\nADDIU A1 A1 lo(ChompMessage) ; Display ChompMessage\n\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x2 ; Koopa image\nLUI A1 hi(BoughtMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BoughtMessage) ; Display BoughtMessage\n\n;===Set Flower Owner===\nADDIU S3 S3 1 ; Begin flower owner value at 0001\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nSLLV S3 S3 T0 ; Shift left by player index (0x for P1, 1x for P2, etc.)\nSB S3 0(S2) ; Store flower owner value into address\n\nJ exit\nNOP\n\n;===Say No===\nSayNo:\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x2 ; Koopa image\nLUI A1 hi(NoMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoMessage) ; Display NoMessage\n\nJ exit\nNOP\n\n;===No CoinsMessage===\nNoCoins:\nLI A0 2 ; No character image\nLUI A1 hi(NoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoCoinsMessage) ; Display NoCoinsMessage\n\nJ exit\nNOP\n\n;===Check Flower Owner===\nCheckOwner:\nSRA S3 S3 1 ; Shift flower owner value right by 1\nSLTI T0 S3 3 ; If S3 < 3, T0 = 1\nBNEZ T0 CheckOwnerAndPlayer ; If T0 = 1, check owner and player\nNOP\n; else, correct for P4's index\nADDIU S3 S3 -1 ; Correct from 4 to 3\n\nCheckOwnerAndPlayer:\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nBEQ T0 S3 PlayerIsOwner\nNOP\n; else, player is not owner\n\n;===Check Player Stars===\nLBU S4 0xE(S0) ; Load player stars from offset of player struct\nBEQZ S4 NoStars ; If player has no stars, go to NoStars\nNOP\n; else, player loses a star\n\n;===Piranha Plant Bite Effects===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel\nNOP\n\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for sound\n\n;===Play Sad Voice and Animation===\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; 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 4 ; Set dizzy animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nLI A0 -1 ; Set current player\nLI A1 1 ; Rotate in 1 frame\nJAL RotatePlayerModel\nMOVE A2 V0 ; Face current space (south)\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames for sound\n\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Bitten Message===\nLI A0 0x3D ; No character image\nLUI A1 hi(BittenMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BittenMessage) ; Display BittenMessage\n\nADDIU S4 S4 -1 ; Subtract 1 star\nSB S4 0xE(S0) ; Store player stars into offset of player struct\n\n;===Give Owner a Star===\nLUI S6 hi(current_player_index)\nADDIU S6 S6 lo(current_player_index)\nSB S3 0(S6) ; Set owner as current player\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for camera reset\n\nJAL GetPlayerStruct\nMOVE A0 S3 ; Get owner player struct at V0\n\nLBU A0 0xF(V0) ; Pass owner current chain index on A0\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 0x10(V0) ; Pass owner current chain space index on A1\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get abs space data at V0\n\nLW T0 8(V0) ; Load x pos of the space\nLW T1 12(V0) ; Load y pos of the space\nLW T2 16(V0) ; Load z pos of the space\n\nLUI A0 hi(StarCoords)\nADDIU A0 A0 lo(StarCoords) ; Load pointer to star coords\n\nSW T0 12(A0) ; Store x coords\nSW T1 16(A0) ; Store y coords\nJAL 0x80106A9C ; GetStar\nSW T2 20(A0) ; Store z coords\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames to get star\n\nLBU T3 0x1D(S0) ; Get current player index at T3\nSB T3 0(S6) ; Set current player as current player\n\n;===Lose Star Fanfare===\nJAL PlayMusic\nLI A0 0x71 ; Fail music\n\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; Add character value to Mario's sad voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice\n\nLI A0 -1 ; Set current player\nLI A1 3 ; Set lose animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 80 ; Wait 80 frames for music\n\nJAL GetBoardAudioIndex ; Get original board audio index at V0\nNOP\nJAL PlayMusic\nMOVE A0 V0 ; Play original board music\n\nJ exit\nNOP\n\n;===No Stars Message===\nNoStars:\nLI A0 0x3D ; No character image\nLUI A1 hi(NoStarsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoStarsMessage)\n\nJ exit\nNOP\n\n;===Player is Owner Message===\nPlayerIsOwner:\nLI A0 0x3D ; No character image\nLUI A1 hi(OwnerMessage)\nJAL CallMessage\nADDIU A1 A1 lo(OwnerMessage) ; Display OwnerMessage\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;===Star Coords===\n.align 32\nStarCoords:\n.word 0x8012EA10 ; Star model\n.word 0x80134E20 ; Star model\n.word 0x0A020008 ; Star model\n.word 0x00000000 ; X coords\n.word 0x00000000 ; Y coords\n.word 0x00000000 ; Z coords\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Character image\n; A1 = Message Address\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\n; Pass character image on A0\n; Character image (-1 for none, 0x6 for Goomba, 0x1E for Piranha Plant)\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\n; Pass message address on A1\nLI A2 0\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)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Load Piranha Plant Model===\n.align 4\nLoadPiranhaModel:\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; S0 = Piranha Model Pointer\n; S1 = Piranha Space Data\n; S2 = Current Space Data\n; 32(SP) = Midpoint Coords\n\n;===Check to Load Models===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A6 ; 0x800CD0A6, Load Models Flag\nLBU T0 0(T0) ; Check if Load Models Flag is ON or OFF\nBEQZ T0 ModelExit ; If Load Models Flag is OFF, exit\nNOP\n; else, load Piranha Plant model\n\n;===Get Plant Model Pointer===\nLUI A0 0x000A ; 0x000A0000, model directory 10\nORI A0 A0 0x0147 ; 0x000A0147, Piranha Plant model no. 327\nLI A1 9 ; Shadow model\nLI A2 1063675494 ; 0.9f float\nLI A3 1061997773 ; 0.8f float\nJAL 0x800D912C ; LoadGlobalModel\nSW R0 16(SP) ; A4\n\nMOVE S0 V0 ; Copy V0 to S0\nLUI T0 0x8009 ; 0x80090000\nORI T0 T0 0x9000 ; 0x80099000\nSW V0 0(T0) ; Store model pointer in 0x80099000 (unused font)\n\n;===Get Space Data===\nJAL GetSpaceData\nLI A0 PiranhaSpace ; Get PiranhaSpace data at V0\nMOVE S1 V0 ; Copy V0 to S1\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get current space data at V0\nMOVE S2 V0 ; Copy V0 to S2\n\n;===Get Midpoint===\nADDIU A0 SP 32 ; Store midpoint xyz coords in 32(SP)?\nADDIU A1 S2 8 ; Current space coords\nJAL midpoint\nADDIU A2 S1 8 ; PiranhaSpace coords\n\nJAL 0x800D88E8 ; SpaceAngleHelper\nADDIU A0 SP 32 ; Fix-up midpoint coords?\n\n;===Put Piranha Plant Model on Space===\nADDIU A0 S0 0x18 ; Pass model x2 coord on A0\nJAL 0x80089A20 ; StoreCoords (to face)\nADDIU A1 SP 32 ; Pass midpoint coords on A1\n\nADDIU A0 S0 0x0C ; Pass model x coord on A0\nJAL 0x80089A20 ; StoreCoords (to stand)\nADDIU A1 S1 8 ; PiranhaSpace coords\n\nModelExit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 64\n\n;===Message Text===\n.align 16\nSeedPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Hello there\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve got \"\n.byte 0x03 ; Red font\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.ascii \" Coins\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"You wanna buy this star trophy\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"It\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s worth a ton\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes\"\n.byte 0x1A,0x29,0x3E ; Tab, Coin icon, Multiply (x)\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"No\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"See Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nChompMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m the rent collector\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I will collect and deliver\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"all the rent you earn\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBoughtMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Isn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t it GRAND\"\n.byte 0xC3 ; Question mark (?)\n.byte 0xFF ; Wait, press A to confirm\n.byte 0x0B ; Feed old text away\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh and if anyone tries to\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"take it\" \n; .byte 0x82 ; Comma (,)\n.ascii \" then worry not\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"They SHALL pay you rent\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Alright then\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I need to get this trophy sold\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh hi um\"\n.byte 0x82 ; Comma (,)\n.ascii \" you needn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t bother to\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \" buy this trophy\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Keep walking\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBittenMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Rent is due\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Pay up\"\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoStarsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Rent is due\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" I only take stars\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + Character image Padding\n.ascii \"And you do not have that\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nOwnerMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"You are the \"\n.byte 0x04 ; Purple font\n.ascii \" owner\"\n.byte 0x08 ; White font\n.ascii \" of this property\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n;===Nighttime Dialogue Blocks===\n\n.align 16\nNightPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Psst\"\n.byte 0x85                          ; Period (.)\n.ascii \" It\"\n.byte 0x5C                          ; Apostrophe (')\n.ascii \"s me\"\n.byte 0x82                          ; Comma (,)\n.ascii \" Monty\"\n.byte 0x85                          ; Period (.)\n.ascii \" The seller is gone\"\n.byte 0x85,0x85,0x85                ; Periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A    ; New line + character image padding\n.ascii \"For \"\n.byte 0x03                          ; Red font\n.ascii \"40 Coins\"\n.byte 0x08                          ; White font\n.ascii \" I can make that trophy\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A    ; New line + character image padding\n.ascii \"disappear and reappear in your name\"\n.byte 0xC2                          ; Exclamation mark (!)\n.byte 0x0A,0x0A                     ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C                          ; Start option\n.ascii \"Do it\"\n.byte 0x1A,0x29,0x3D               ; Tab, Coin icon, Minus (-)\n.ascii \"40\"\n.byte 0x0D                          ; End option\n.byte 0x0A                          ; New line\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C                          ; Start option\n.ascii \"No thanks\"\n.byte 0x0D                          ; End option\n.byte 0                             ; End Prompt\n\n.align 16\nNightLeaveMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Dang\"\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"Never saw me\"\n.byte 0x82                         ; Comma (,)\n.ascii \" never spoke\"\n.byte 0x82                         ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"got it\"\n.byte 0xC3                         ; Question mark (?)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightSuccessMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Heheh\"\n.byte 0x82                         ; Comma (,)\n.ascii \" pleasure doing business\"\n.byte 0x85                         ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"That trophy\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"s yours now\"\n.byte 0x82                         ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"Don\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"t tell the Koopa\"\n.byte 0xC2                         ; Exclamation mark (!)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"This mole is off duty\"\n.byte 0xC2                         ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A\n.ascii \"Come back when you\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"ve got \"\n.byte 0x03                         ; Red font\n.ascii \"40 Coins\"\n.byte 0x08                         ; White font\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightUnownedMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"It seems the seller is asleep\"\n.byte 0x85,0x85,0x85               ; Periods (...)\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"},"? Block Trade (MP3)":{"language":0,"code":"; NAME: ? Block Trade (MP3)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|Flower\n; PARAM: Space|PiranhaSpace\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; S0 = Current Player Struct\n; S1 = Prompt Choice\n; S2 = Flower Owner Address (0x800CD098-0x800CD0A5)\n; S3 = Flower Owner Value / Player Index / Player Struct\n; S4 = Current Player's Stars\n; S5 = Strawberry Seed Price\n; S6 = Current Player Index Address\n\n;===Nighttime Check===\n; 4 turns day, 2 turns night\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T0 0(T0)\n\nLI T1 6\nDIVU T0 T1\nMFHI T2\n\nLI T3 5\nBEQ T2 T3 ContinueNight\nNOP\n\nBEQZ T2 ContinueNight\nNOP\n\nJ DaytimeFlow\nNOP\n\nContinueNight:\n\n\n;===Nighttime Entry — Get Player Struct===\nJAL GetPlayerStruct\nLI A0 -1                ; Get current player struct at V0\nMOVE S0 V0              ; S0 = current player struct\n\n;===Nighttime — Get Flower Address and Owner===\nLUI S2 0x800C\nORI S2 S2 0xD098\nADDIU S2 S2 Flower      ; S2 = address of this flower's owner byte\nLBU S3 0(S2)            ; S3 = raw owner value\n\n;===Nighttime — Check if Flower is Unowned===\nBEQZ S3 NightUnowned    ; owner == 0 → nobody owns it\nNOP\n\n;===Nighttime — Decode Owner Index (mirrors daytime CheckOwner)===\nSRA S3 S3 1             ; decode raw bitfield → owner index\nSLTI T0 S3 3\nBNEZ T0 NightCheckSelf\nNOP\nADDIU S3 S3 -1          ; correct for P4\n\nNightCheckSelf:\nLBU T0 0x1D(S0)         ; current player index\nBEQ T0 S3 NightSelfOwned ; player already owns it\nNOP\n\n;===Nighttime — Prompt (steal costs 40 coins)===\nLBU A0 0x1D(S0)\nJAL PlayerHasCoins\nLI A1 40                ; need 40 coins to steal\nBEQZ V0 NightNoCoins    ; not enough coins\nNOP\n\n; Show the steal prompt\nSW R0 16(SP)            ; A4\nSW R0 20(SP)            ; A5\nSW R0 24(SP)            ; A6\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightPrompt)\nADDIU A1 A1 lo(NightPrompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S1 V0              ; S1 = choice index\n\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBEQZ S1 NightDoSteal    ; 0 = Yes, steal\nNOP\n; else 1 = No, leave\nJ NightLeave\nNOP\n\n;===Nighttime — Do Steal===\nNightDoSteal:\nLBU A0 0x1D(S0)\nJAL AdjustPlayerCoinsGradual\nLI A1 -40               ; deduct 40 coins\n\nLBU A0 0x1D(S0)\nJAL ShowPlayerCoinChange\nLI A1 -40               ; show -40\n\nJAL SleepProcess\nLI A0 30                ; wait for coin change animation\n\n;===Nighttime — Update Ownership Bitfield===\n; Mirrors the daytime BuySeed encoding exactly:\n;   daytime does: ADDIU S3 S3 1  (S3 was 0, now 1)\n;                 SLLV  S3 S3 T0 (shift left by player index)\n; P1 index=0 → stored=1, P2 index=1 → stored=2, P3=4, P4=8\nLI S3 1                 ; base value 1, same as daytime \"ADDIU S3 R0+0 1\"\nLBU T0 0x1D(S0)         ; current player index into T0\nSLLV S3 S3 T0           ; shift left by player index → correct bitfield value\nSB S3 0(S2)             ; overwrite flower owner byte with new owner\n\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightSuccessMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightSuccessMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Not Enough Coins===\nNightNoCoins:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightNoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightNoCoinsMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Flower is Unowned===\nNightUnowned:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightUnownedMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightUnownedMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Player Declined===\nNightLeave:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightLeaveMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightLeaveMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Player Owns This Already===\nNightSelfOwned:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(OwnerMessage) ; Reuse existing daytime OwnerMessage\nJAL CallMessage\nADDIU A1 A1 lo(OwnerMessage)\n\nJ exit\nNOP\n\n;===Daytime Flow (unmodified from original)===\nDaytimeFlow:\n;===Face PiranhaSpace===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotatePlayerModel\nLI A2 PiranhaSpace ; Face PiranhaSpace\n\n;===Get Current Player Struct===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Get Flower Number and Address===\nLUI S2 0x800C ; 0x800C0000\nORI S2 S2 0xD098 ; 0x800CD098\nADDIU S2 S2 Flower ; Add flower number (0-13)\nLBU S3 0(S2) ; Load flower owner value into S3\nBNEZ S3 CheckOwner ; If flower is owned, check owner\nNOP\n; else, flower is unowned\n\n;===Check Last 5 Turns Ruleset===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A8 ; 0x800CD0A8, Custom Rules Flag Address\nLBU T0 0(T0) ; Load Custom Rules Flag into T0\nSLTI T1 T0 18 ; If T0 < 18, T1 = 1 (Strawberry Seed Discount OFF)\nBNEZ T1 CheckPlayerCoins ; If discount is OFF, check player coins\nLI S5 15 ; Check for 15 coins\n; else, Strawberry Seed Discount is ON\nLI S5 10 ; Check for 10 coins\n\n;===Check Player Coins===\nCheckPlayerCoins:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL PlayerHasCoins\nMOVE A1 S5 ; Check for coins\n\nBEQZ V0 NoCoins ; If player doesn't have 30 coins, go to NoCoins\nNOP\n; else, player can buy a Strawberry Seed\n\n;===Strawberry Seed Prompt===\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nStartPrompt:\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 S5 ; Convert price to text string\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x2 ; Character image (-1 for none, 0x2 for Koopa)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(SeedPrompt)\nADDIU A1 A1 lo(SeedPrompt) ; Display SeedPrompt\nLUI A2 hi(CoinString)\nADDIU A2 A2 lo(CoinString) ; String #1 (Seed Price)\nJAL ShowMessage\nLI A3 0\n\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the outcome based on the choice.\nBEQZ S1 BuySeed\nNOP\nLI T0 1\nBEQ S1 T0 SayNo\nNOP\n; else pick \"View map\"\n\nJAL ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Buy Seed===\nBuySeed:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S5 ; Lose coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S5 ; Lose coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Screen Fade-out===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel ; Load Piranha Plant model\nNOP\n\n;===Screen Fade-in===\nFadeIn:\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Chomp and Bought Message===\nJAL PlaySound\nLI A0 0x353 ; Chomp\n\nLI A0 0x3D ; Monty Mole image\nLUI A1 hi(ChompMessage)\nJAL CallMessage\nADDIU A1 A1 lo(ChompMessage) ; Display ChompMessage\n\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x2 ; Koopa image\nLUI A1 hi(BoughtMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BoughtMessage) ; Display BoughtMessage\n\n;===Set Flower Owner===\nADDIU S3 S3 1 ; Begin flower owner value at 0001\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nSLLV S3 S3 T0 ; Shift left by player index (0x for P1, 1x for P2, etc.)\nSB S3 0(S2) ; Store flower owner value into address\n\nJ exit\nNOP\n\n;===Say No===\nSayNo:\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x2 ; Koopa image\nLUI A1 hi(NoMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoMessage) ; Display NoMessage\n\nJ exit\nNOP\n\n;===No CoinsMessage===\nNoCoins:\nLI A0 2 ; No character image\nLUI A1 hi(NoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoCoinsMessage) ; Display NoCoinsMessage\n\nJ exit\nNOP\n\n;===Check Flower Owner===\nCheckOwner:\nSRA S3 S3 1 ; Shift flower owner value right by 1\nSLTI T0 S3 3 ; If S3 < 3, T0 = 1\nBNEZ T0 CheckOwnerAndPlayer ; If T0 = 1, check owner and player\nNOP\n; else, correct for P4's index\nADDIU S3 S3 -1 ; Correct from 4 to 3\n\nCheckOwnerAndPlayer:\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nBEQ T0 S3 PlayerIsOwner\nNOP\n; else, player is not owner\n\n;===Check Player Stars===\nLBU S4 0xE(S0) ; Load player stars from offset of player struct\nBEQZ S4 NoStars ; If player has no stars, go to NoStars\nNOP\n; else, player loses a star\n\n;===Piranha Plant Bite Effects===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel\nNOP\n\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for sound\n\n;===Play Sad Voice and Animation===\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; 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 4 ; Set dizzy animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nLI A0 -1 ; Set current player\nLI A1 1 ; Rotate in 1 frame\nJAL RotatePlayerModel\nMOVE A2 V0 ; Face current space (south)\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames for sound\n\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Bitten Message===\nLI A0 0x3D ; No character image\nLUI A1 hi(BittenMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BittenMessage) ; Display BittenMessage\n\nADDIU S4 S4 -1 ; Subtract 1 star\nSB S4 0xE(S0) ; Store player stars into offset of player struct\n\n;===Give Owner a Star===\nLUI S6 hi(current_player_index)\nADDIU S6 S6 lo(current_player_index)\nSB S3 0(S6) ; Set owner as current player\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for camera reset\n\nJAL GetPlayerStruct\nMOVE A0 S3 ; Get owner player struct at V0\n\nLBU A0 0xF(V0) ; Pass owner current chain index on A0\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 0x10(V0) ; Pass owner current chain space index on A1\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get abs space data at V0\n\nLW T0 8(V0) ; Load x pos of the space\nLW T1 12(V0) ; Load y pos of the space\nLW T2 16(V0) ; Load z pos of the space\n\nLUI A0 hi(StarCoords)\nADDIU A0 A0 lo(StarCoords) ; Load pointer to star coords\n\nSW T0 12(A0) ; Store x coords\nSW T1 16(A0) ; Store y coords\nJAL 0x80106A9C ; GetStar\nSW T2 20(A0) ; Store z coords\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames to get star\n\nLBU T3 0x1D(S0) ; Get current player index at T3\nSB T3 0(S6) ; Set current player as current player\n\n;===Lose Star Fanfare===\nJAL PlayMusic\nLI A0 0x71 ; Fail music\n\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; Add character value to Mario's sad voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice\n\nLI A0 -1 ; Set current player\nLI A1 3 ; Set lose animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 80 ; Wait 80 frames for music\n\nJAL GetBoardAudioIndex ; Get original board audio index at V0\nNOP\nJAL PlayMusic\nMOVE A0 V0 ; Play original board music\n\nJ exit\nNOP\n\n;===No Stars Message===\nNoStars:\nLI A0 0x3D ; No character image\nLUI A1 hi(NoStarsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoStarsMessage)\n\nJ exit\nNOP\n\n;===Player is Owner Message===\nPlayerIsOwner:\nLI A0 0x3D ; No character image\nLUI A1 hi(OwnerMessage)\nJAL CallMessage\nADDIU A1 A1 lo(OwnerMessage) ; Display OwnerMessage\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;===Star Coords===\n.align 32\nStarCoords:\n.word 0x8012EA10 ; Star model\n.word 0x80134E20 ; Star model\n.word 0x0A020008 ; Star model\n.word 0x00000000 ; X coords\n.word 0x00000000 ; Y coords\n.word 0x00000000 ; Z coords\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Character image\n; A1 = Message Address\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\n; Pass character image on A0\n; Character image (-1 for none, 0x6 for Goomba, 0x1E for Piranha Plant)\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\n; Pass message address on A1\nLI A2 0\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)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Load Piranha Plant Model===\n.align 4\nLoadPiranhaModel:\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; S0 = Piranha Model Pointer\n; S1 = Piranha Space Data\n; S2 = Current Space Data\n; 32(SP) = Midpoint Coords\n\n;===Check to Load Models===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A6 ; 0x800CD0A6, Load Models Flag\nLBU T0 0(T0) ; Check if Load Models Flag is ON or OFF\nBEQZ T0 ModelExit ; If Load Models Flag is OFF, exit\nNOP\n; else, load Piranha Plant model\n\n;===Get Plant Model Pointer===\nLUI A0 0x000A ; 0x000A0000, model directory 10\nORI A0 A0 0x0147 ; 0x000A0147, Piranha Plant model no. 327\nLI A1 9 ; Shadow model\nLI A2 1063675494 ; 0.9f float\nLI A3 1061997773 ; 0.8f float\nJAL 0x800D912C ; LoadGlobalModel\nSW R0 16(SP) ; A4\n\nMOVE S0 V0 ; Copy V0 to S0\nLUI T0 0x8009 ; 0x80090000\nORI T0 T0 0x9000 ; 0x80099000\nSW V0 0(T0) ; Store model pointer in 0x80099000 (unused font)\n\n;===Get Space Data===\nJAL GetSpaceData\nLI A0 PiranhaSpace ; Get PiranhaSpace data at V0\nMOVE S1 V0 ; Copy V0 to S1\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get current space data at V0\nMOVE S2 V0 ; Copy V0 to S2\n\n;===Get Midpoint===\nADDIU A0 SP 32 ; Store midpoint xyz coords in 32(SP)?\nADDIU A1 S2 8 ; Current space coords\nJAL midpoint\nADDIU A2 S1 8 ; PiranhaSpace coords\n\nJAL 0x800D88E8 ; SpaceAngleHelper\nADDIU A0 SP 32 ; Fix-up midpoint coords?\n\n;===Put Piranha Plant Model on Space===\nADDIU A0 S0 0x18 ; Pass model x2 coord on A0\nJAL 0x80089A20 ; StoreCoords (to face)\nADDIU A1 SP 32 ; Pass midpoint coords on A1\n\nADDIU A0 S0 0x0C ; Pass model x coord on A0\nJAL 0x80089A20 ; StoreCoords (to stand)\nADDIU A1 S1 8 ; PiranhaSpace coords\n\nModelExit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 64\n\n;===Message Text===\n.align 16\nSeedPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Hello there\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve got \"\n.byte 0x03 ; Red font\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.ascii \" Coins\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"You wanna buy this vintage \"\n.byte 0xC3 ; Question mark (?)\n.ascii \" block\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"It\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s worth a ton\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes\"\n.byte 0x1A,0x29,0x3E ; Tab, Coin icon, Multiply (x)\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"No\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"See Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nChompMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m the rent collector\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I will collect and deliver\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"all the rent you earn\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBoughtMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Isn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t it COOL\"\n.byte 0xC3 ; Question mark (?)\n.byte 0xFF ; Wait, press A to confirm\n.byte 0x0B ; Feed old text away\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh and if anyone tries to\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"take it\" \n; .byte 0x82 ; Comma (,)\n.ascii \" then worry not\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"They SHALL pay you rent\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Alright then\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I need to get this block sold\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh hi um\"\n.byte 0x82 ; Comma (,)\n.ascii \" you needn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t bother to\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \" buy this block\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Keep walking\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBittenMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Rent is due\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Pay up\"\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoStarsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Rent is due\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" I only take stars\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + Character image Padding\n.ascii \"And you do not have that\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nOwnerMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"You are the \"\n.byte 0x04 ; Purple font\n.ascii \" owner\"\n.byte 0x08 ; White font\n.ascii \" of this property\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n;===Nighttime Dialogue Blocks===\n\n.align 16\nNightPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Psst\"\n.byte 0x85                          ; Period (.)\n.ascii \" It\"\n.byte 0x5C                          ; Apostrophe (')\n.ascii \"s me\"\n.byte 0x82                          ; Comma (,)\n.ascii \" Monty\"\n.byte 0x85                          ; Period (.)\n.ascii \" The seller is gone\"\n.byte 0x85,0x85,0x85                ; Periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A    ; New line + character image padding\n.ascii \"For \"\n.byte 0x03                          ; Red font\n.ascii \"40 Coins\"\n.byte 0x08                          ; White font\n.ascii \" I can make that block\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A    ; New line + character image padding\n.ascii \"disappear and reappear in your name\"\n.byte 0xC2                          ; Exclamation mark (!)\n.byte 0x0A,0x0A                     ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C                          ; Start option\n.ascii \"Do it\"\n.byte 0x1A,0x29,0x3D               ; Tab, Coin icon, Minus (-)\n.ascii \"40\"\n.byte 0x0D                          ; End option\n.byte 0x0A                          ; New line\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C                          ; Start option\n.ascii \"No thanks\"\n.byte 0x0D                          ; End option\n.byte 0                             ; End Prompt\n\n.align 16\nNightLeaveMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Dang\"\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"Never saw me\"\n.byte 0x82                         ; Comma (,)\n.ascii \" never spoke\"\n.byte 0x82                         ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"got it\"\n.byte 0xC3                         ; Question mark (?)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightSuccessMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Heheh\"\n.byte 0x82                         ; Comma (,)\n.ascii \" pleasure doing business\"\n.byte 0x85                         ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"That block\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"s yours now\"\n.byte 0x82                         ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"Don\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"t tell the Koopa\"\n.byte 0xC2                         ; Exclamation mark (!)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"This mole is off duty\"\n.byte 0xC2                         ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A\n.ascii \"Come back when you\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"ve got \"\n.byte 0x03                         ; Red font\n.ascii \"40 Coins\"\n.byte 0x08                         ; White font\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightUnownedMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"It seems the seller is asleep\"\n.byte 0x85,0x85,0x85               ; Periods (...)\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"},"Crown Jewel Trade (MP3)":{"language":0,"code":"; NAME: Crown Jewel Trade (MP3)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|Flower\n; PARAM: Space|PiranhaSpace\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; S0 = Current Player Struct\n; S1 = Prompt Choice\n; S2 = Flower Owner Address (0x800CD098-0x800CD0A5)\n; S3 = Flower Owner Value / Player Index / Player Struct\n; S4 = Current Player's Stars\n; S5 = Strawberry Seed Price\n; S6 = Current Player Index Address\n\n;===Nighttime Check===\n; 4 turns day, 2 turns night\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T0 0(T0)\n\nLI T1 6\nDIVU T0 T1\nMFHI T2\n\nLI T3 5\nBEQ T2 T3 ContinueNight\nNOP\n\nBEQZ T2 ContinueNight\nNOP\n\nJ DaytimeFlow\nNOP\n\nContinueNight:\n\n\n;===Nighttime Entry — Get Player Struct===\nJAL GetPlayerStruct\nLI A0 -1                ; Get current player struct at V0\nMOVE S0 V0              ; S0 = current player struct\n\n;===Nighttime — Get Flower Address and Owner===\nLUI S2 0x800C\nORI S2 S2 0xD098\nADDIU S2 S2 Flower      ; S2 = address of this flower's owner byte\nLBU S3 0(S2)            ; S3 = raw owner value\n\n;===Nighttime — Check if Flower is Unowned===\nBEQZ S3 NightUnowned    ; owner == 0 → nobody owns it\nNOP\n\n;===Nighttime — Decode Owner Index (mirrors daytime CheckOwner)===\nSRA S3 S3 1             ; decode raw bitfield → owner index\nSLTI T0 S3 3\nBNEZ T0 NightCheckSelf\nNOP\nADDIU S3 S3 -1          ; correct for P4\n\nNightCheckSelf:\nLBU T0 0x1D(S0)         ; current player index\nBEQ T0 S3 NightSelfOwned ; player already owns it\nNOP\n\n;===Nighttime — Prompt (steal costs 40 coins)===\nLBU A0 0x1D(S0)\nJAL PlayerHasCoins\nLI A1 40                ; need 40 coins to steal\nBEQZ V0 NightNoCoins    ; not enough coins\nNOP\n\n; Show the steal prompt\nSW R0 16(SP)            ; A4\nSW R0 20(SP)            ; A5\nSW R0 24(SP)            ; A6\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightPrompt)\nADDIU A1 A1 lo(NightPrompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S1 V0              ; S1 = choice index\n\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBEQZ S1 NightDoSteal    ; 0 = Yes, steal\nNOP\n; else 1 = No, leave\nJ NightLeave\nNOP\n\n;===Nighttime — Do Steal===\nNightDoSteal:\nLBU A0 0x1D(S0)\nJAL AdjustPlayerCoinsGradual\nLI A1 -40               ; deduct 40 coins\n\nLBU A0 0x1D(S0)\nJAL ShowPlayerCoinChange\nLI A1 -40               ; show -40\n\nJAL SleepProcess\nLI A0 30                ; wait for coin change animation\n\n;===Nighttime — Update Ownership Bitfield===\n; Mirrors the daytime BuySeed encoding exactly:\n;   daytime does: ADDIU S3 S3 1  (S3 was 0, now 1)\n;                 SLLV  S3 S3 T0 (shift left by player index)\n; P1 index=0 → stored=1, P2 index=1 → stored=2, P3=4, P4=8\nLI S3 1                 ; base value 1, same as daytime \"ADDIU S3 R0+0 1\"\nLBU T0 0x1D(S0)         ; current player index into T0\nSLLV S3 S3 T0           ; shift left by player index → correct bitfield value\nSB S3 0(S2)             ; overwrite flower owner byte with new owner\n\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightSuccessMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightSuccessMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Not Enough Coins===\nNightNoCoins:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightNoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightNoCoinsMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Flower is Unowned===\nNightUnowned:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightUnownedMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightUnownedMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Player Declined===\nNightLeave:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(NightLeaveMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NightLeaveMessage)\n\nJ exit\nNOP\n\n;===Nighttime — Player Owns This Already===\nNightSelfOwned:\nLI A0 0x3D              ; Monty Mole image\nLUI A1 hi(OwnerMessage) ; Reuse existing daytime OwnerMessage\nJAL CallMessage\nADDIU A1 A1 lo(OwnerMessage)\n\nJ exit\nNOP\n\n;===Daytime Flow (unmodified from original)===\nDaytimeFlow:\n;===Face PiranhaSpace===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotatePlayerModel\nLI A2 PiranhaSpace ; Face PiranhaSpace\n\n;===Get Current Player Struct===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Get Flower Number and Address===\nLUI S2 0x800C ; 0x800C0000\nORI S2 S2 0xD098 ; 0x800CD098\nADDIU S2 S2 Flower ; Add flower number (0-13)\nLBU S3 0(S2) ; Load flower owner value into S3\nBNEZ S3 CheckOwner ; If flower is owned, check owner\nNOP\n; else, flower is unowned\n\n;===Check Last 5 Turns Ruleset===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A8 ; 0x800CD0A8, Custom Rules Flag Address\nLBU T0 0(T0) ; Load Custom Rules Flag into T0\nSLTI T1 T0 18 ; If T0 < 18, T1 = 1 (Strawberry Seed Discount OFF)\nBNEZ T1 CheckPlayerCoins ; If discount is OFF, check player coins\nLI S5 20 ; Check for 20 coins\n; else, Strawberry Seed Discount is ON\nLI S5 15 ; Check for 15 coins\n\n;===Check Player Coins===\nCheckPlayerCoins:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL PlayerHasCoins\nMOVE A1 S5 ; Check for coins\n\nBEQZ V0 NoCoins ; If player doesn't have 30 coins, go to NoCoins\nNOP\n; else, player can buy a Strawberry Seed\n\n;===Strawberry Seed Prompt===\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nStartPrompt:\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 S5 ; Convert price to text string\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x2 ; Character image (-1 for none, 0x2 for Koopa)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(SeedPrompt)\nADDIU A1 A1 lo(SeedPrompt) ; Display SeedPrompt\nLUI A2 hi(CoinString)\nADDIU A2 A2 lo(CoinString) ; String #1 (Seed Price)\nJAL ShowMessage\nLI A3 0\n\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the outcome based on the choice.\nBEQZ S1 BuySeed\nNOP\nLI T0 1\nBEQ S1 T0 SayNo\nNOP\n; else pick \"View map\"\n\nJAL ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Buy Seed===\nBuySeed:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S5 ; Lose coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S5 ; Lose coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Screen Fade-out===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel ; Load Piranha Plant model\nNOP\n\n;===Screen Fade-in===\nFadeIn:\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Chomp and Bought Message===\nJAL PlaySound\nLI A0 0x353 ; Chomp\n\nLI A0 0x3D ; Monty Mole image\nLUI A1 hi(ChompMessage)\nJAL CallMessage\nADDIU A1 A1 lo(ChompMessage) ; Display ChompMessage\n\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x2 ; Koopa image\nLUI A1 hi(BoughtMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BoughtMessage) ; Display BoughtMessage\n\n;===Set Flower Owner===\nADDIU S3 S3 1 ; Begin flower owner value at 0001\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nSLLV S3 S3 T0 ; Shift left by player index (0x for P1, 1x for P2, etc.)\nSB S3 0(S2) ; Store flower owner value into address\n\nJ exit\nNOP\n\n;===Say No===\nSayNo:\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x2 ; Koopa image\nLUI A1 hi(NoMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoMessage) ; Display NoMessage\n\nJ exit\nNOP\n\n;===No CoinsMessage===\nNoCoins:\nLI A0 2 ; No character image\nLUI A1 hi(NoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoCoinsMessage) ; Display NoCoinsMessage\n\nJ exit\nNOP\n\n;===Check Flower Owner===\nCheckOwner:\nSRA S3 S3 1 ; Shift flower owner value right by 1\nSLTI T0 S3 3 ; If S3 < 3, T0 = 1\nBNEZ T0 CheckOwnerAndPlayer ; If T0 = 1, check owner and player\nNOP\n; else, correct for P4's index\nADDIU S3 S3 -1 ; Correct from 4 to 3\n\nCheckOwnerAndPlayer:\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nBEQ T0 S3 PlayerIsOwner\nNOP\n; else, player is not owner\n\n;===Check Player Stars===\nLBU S4 0xE(S0) ; Load player stars from offset of player struct\nBEQZ S4 NoStars ; If player has no stars, go to NoStars\nNOP\n; else, player loses a star\n\n;===Piranha Plant Bite Effects===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel\nNOP\n\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for sound\n\n;===Play Sad Voice and Animation===\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; 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 4 ; Set dizzy animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nLI A0 -1 ; Set current player\nLI A1 1 ; Rotate in 1 frame\nJAL RotatePlayerModel\nMOVE A2 V0 ; Face current space (south)\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames for sound\n\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Bitten Message===\nLI A0 0x3D ; No character image\nLUI A1 hi(BittenMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BittenMessage) ; Display BittenMessage\n\nADDIU S4 S4 -1 ; Subtract 1 star\nSB S4 0xE(S0) ; Store player stars into offset of player struct\n\n;===Give Owner a Star===\nLUI S6 hi(current_player_index)\nADDIU S6 S6 lo(current_player_index)\nSB S3 0(S6) ; Set owner as current player\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for camera reset\n\nJAL GetPlayerStruct\nMOVE A0 S3 ; Get owner player struct at V0\n\nLBU A0 0xF(V0) ; Pass owner current chain index on A0\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 0x10(V0) ; Pass owner current chain space index on A1\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get abs space data at V0\n\nLW T0 8(V0) ; Load x pos of the space\nLW T1 12(V0) ; Load y pos of the space\nLW T2 16(V0) ; Load z pos of the space\n\nLUI A0 hi(StarCoords)\nADDIU A0 A0 lo(StarCoords) ; Load pointer to star coords\n\nSW T0 12(A0) ; Store x coords\nSW T1 16(A0) ; Store y coords\nJAL 0x80106A9C ; GetStar\nSW T2 20(A0) ; Store z coords\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames to get star\n\nLBU T3 0x1D(S0) ; Get current player index at T3\nSB T3 0(S6) ; Set current player as current player\n\n;===Lose Star Fanfare===\nJAL PlayMusic\nLI A0 0x71 ; Fail music\n\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; Add character value to Mario's sad voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice\n\nLI A0 -1 ; Set current player\nLI A1 3 ; Set lose animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 80 ; Wait 80 frames for music\n\nJAL GetBoardAudioIndex ; Get original board audio index at V0\nNOP\nJAL PlayMusic\nMOVE A0 V0 ; Play original board music\n\nJ exit\nNOP\n\n;===No Stars Message===\nNoStars:\nLI A0 0x3D ; No character image\nLUI A1 hi(NoStarsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoStarsMessage)\n\nJ exit\nNOP\n\n;===Player is Owner Message===\nPlayerIsOwner:\nLI A0 0x3D ; No character image\nLUI A1 hi(OwnerMessage)\nJAL CallMessage\nADDIU A1 A1 lo(OwnerMessage) ; Display OwnerMessage\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;===Star Coords===\n.align 32\nStarCoords:\n.word 0x8012EA10 ; Star model\n.word 0x80134E20 ; Star model\n.word 0x0A020008 ; Star model\n.word 0x00000000 ; X coords\n.word 0x00000000 ; Y coords\n.word 0x00000000 ; Z coords\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Character image\n; A1 = Message Address\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\n; Pass character image on A0\n; Character image (-1 for none, 0x6 for Goomba, 0x1E for Piranha Plant)\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\n; Pass message address on A1\nLI A2 0\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)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Load Piranha Plant Model===\n.align 4\nLoadPiranhaModel:\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; S0 = Piranha Model Pointer\n; S1 = Piranha Space Data\n; S2 = Current Space Data\n; 32(SP) = Midpoint Coords\n\n;===Check to Load Models===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A6 ; 0x800CD0A6, Load Models Flag\nLBU T0 0(T0) ; Check if Load Models Flag is ON or OFF\nBEQZ T0 ModelExit ; If Load Models Flag is OFF, exit\nNOP\n; else, load Piranha Plant model\n\n;===Get Plant Model Pointer===\nLUI A0 0x000A ; 0x000A0000, model directory 10\nORI A0 A0 0x0147 ; 0x000A0147, Piranha Plant model no. 327\nLI A1 9 ; Shadow model\nLI A2 1063675494 ; 0.9f float\nLI A3 1061997773 ; 0.8f float\nJAL 0x800D912C ; LoadGlobalModel\nSW R0 16(SP) ; A4\n\nMOVE S0 V0 ; Copy V0 to S0\nLUI T0 0x8009 ; 0x80090000\nORI T0 T0 0x9000 ; 0x80099000\nSW V0 0(T0) ; Store model pointer in 0x80099000 (unused font)\n\n;===Get Space Data===\nJAL GetSpaceData\nLI A0 PiranhaSpace ; Get PiranhaSpace data at V0\nMOVE S1 V0 ; Copy V0 to S1\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get current space data at V0\nMOVE S2 V0 ; Copy V0 to S2\n\n;===Get Midpoint===\nADDIU A0 SP 32 ; Store midpoint xyz coords in 32(SP)?\nADDIU A1 S2 8 ; Current space coords\nJAL midpoint\nADDIU A2 S1 8 ; PiranhaSpace coords\n\nJAL 0x800D88E8 ; SpaceAngleHelper\nADDIU A0 SP 32 ; Fix-up midpoint coords?\n\n;===Put Piranha Plant Model on Space===\nADDIU A0 S0 0x18 ; Pass model x2 coord on A0\nJAL 0x80089A20 ; StoreCoords (to face)\nADDIU A1 SP 32 ; Pass midpoint coords on A1\n\nADDIU A0 S0 0x0C ; Pass model x coord on A0\nJAL 0x80089A20 ; StoreCoords (to stand)\nADDIU A1 S1 8 ; PiranhaSpace coords\n\nModelExit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 64\n\n;===Message Text===\n.align 16\nSeedPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Hello there\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve got \"\n.byte 0x03 ; Red font\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.ascii \" Coins\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"You wanna buy these crown jewels\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"It\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s worth a ton\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes\"\n.byte 0x1A,0x29,0x3E ; Tab, Coin icon, Multiply (x)\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"No\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"See Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nChompMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m the rent collector\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I will collect and deliver\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"all the rent you earn\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBoughtMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Isn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t it SHINY\"\n.byte 0xC3 ; Question mark (?)\n.byte 0xFF ; Wait, press A to confirm\n.byte 0x0B ; Feed old text away\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh and if anyone tries to\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"take it\" \n; .byte 0x82 ; Comma (,)\n.ascii \" then worry not\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"They SHALL pay you rent\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Alright then\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I need to get this crown sold\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh hi um\"\n.byte 0x82 ; Comma (,)\n.ascii \" you needn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t bother to\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \" buy this crown\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Keep walking\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBittenMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Rent is due\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Pay up\"\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoStarsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Rent is due\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" I only take stars\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + Character image Padding\n.ascii \"And you do not have that\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nOwnerMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"You are the \"\n.byte 0x04 ; Purple font\n.ascii \" owner\"\n.byte 0x08 ; White font\n.ascii \" of this property\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n;===Nighttime Dialogue Blocks===\n\n.align 16\nNightPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Psst\"\n.byte 0x85                          ; Period (.)\n.ascii \" It\"\n.byte 0x5C                          ; Apostrophe (')\n.ascii \"s me\"\n.byte 0x82                          ; Comma (,)\n.ascii \" Monty\"\n.byte 0x85                          ; Period (.)\n.ascii \" The seller is gone\"\n.byte 0x85,0x85,0x85                ; Periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A    ; New line + character image padding\n.ascii \"For \"\n.byte 0x03                          ; Red font\n.ascii \"40 Coins\"\n.byte 0x08                          ; White font\n.ascii \" I can make that crown\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A    ; New line + character image padding\n.ascii \"disappear and reappear in your name\"\n.byte 0xC2                          ; Exclamation mark (!)\n.byte 0x0A,0x0A                     ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C                          ; Start option\n.ascii \"Do it\"\n.byte 0x1A,0x29,0x3D               ; Tab, Coin icon, Minus (-)\n.ascii \"40\"\n.byte 0x0D                          ; End option\n.byte 0x0A                          ; New line\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C                          ; Start option\n.ascii \"No thanks\"\n.byte 0x0D                          ; End option\n.byte 0                             ; End Prompt\n\n.align 16\nNightLeaveMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Dang\"\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"Never saw me\"\n.byte 0x82                         ; Comma (,)\n.ascii \" never spoke\"\n.byte 0x82                         ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"got it\"\n.byte 0xC3                         ; Question mark (?)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightSuccessMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"Heheh\"\n.byte 0x82                         ; Comma (,)\n.ascii \" pleasure doing business\"\n.byte 0x85                         ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"That crown\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"s yours now\"\n.byte 0x82                         ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A   ; New line + character image padding\n.ascii \"Don\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"t tell the Koopa\"\n.byte 0xC2                         ; Exclamation mark (!)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"This mole is off duty\"\n.byte 0xC2                         ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A\n.ascii \"Come back when you\"\n.byte 0x5C                         ; Apostrophe (')\n.ascii \"ve got \"\n.byte 0x03                         ; Red font\n.ascii \"40 Coins\"\n.byte 0x08                         ; White font\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0xFF,0                       ; Wait, press A to confirm\n\n.align 16\nNightUnownedMessage:\n.byte 0x1A,0x1A,0x1A,0x1A         ; Padding for character image\n.ascii \"It seems the seller is asleep\"\n.byte 0x85,0x85,0x85               ; Periods (...)\n.byte 0xFF,0                       ; Wait, press A to confirm\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"},"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"},"Visit Koopa (MP3) v2.3":{"language":0,"code":"; NAME: Visit Koopa (MP3) v2.3\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|KoopaSpace\n; PARAM: Boolean|CountVisits\n; PARAM: Boolean|KoopaKard\n; PARAM: Number|KoopaKardCoins\n\n; This code is designed to mimic the \"Visit Koopa\" event from MP1.\n; Koopa gives 10 coins upon passing/landing, or 20 coins during the\n; Last 5 Turns. Set the parameter \"CountTurns\" to \"true\" if you want\n; Koopa to award extra coins to every 10th player to pass by before\n; the last 5 turns. He gives 20 coins to the 10th player, 30 coins\n; for the 20th player, and so on, capping at 50 coins.\n\n; Use in conjunction with the \"Model View Koopa\" event to actively\n; load the Koopa model on the board! The parameter \"KoopaSpace\" is\n; the space the player will face during the event, which should also\n; be where Koopa is standing.\n\n; Set the parameter \"KoopaKard\" to \"true\" if you want Koopa to check\n; for a Koopa Kard in the player's inventory and exchange any for\n; coins. The number of coins is decided by the parameter\n; \"KoopaKardCoins\".\n\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; S0 = Current Player Struct\n; S1 = Coins to Gain\n; S2 = Koopa Count\n\n;===Hide Dice Roll===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\nJAL 0x800DBEC0 ; HideDiceRoll\nLBU A0 0x1D(S0) ; Pass current player index on A0\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate Toward KoopaSpace===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotatePlayerModel\nLI A2 KoopaSpace ; Face KoopaSpace\n\n;===Add to Koopa Count===\nLI T0 CountVisits\nBEQZ T0 CheckTurns ; If CountVisits is OFF, check turns\nNOP\n; else, count Koopa visits\n\nLUI T2 0x800C ; 0x800C0000\nORI T2 T2 0xD096 ; 0x800CD096, Koopa Count Address\nLBU S2 0(T2) ; Load Koopa count into S2\nADDIU S2 S2 1 ; Add 1 to Koopa count\nSB S2 0(T2) ; Store new Koopa count\n\n;===Check Turn Count===\nCheckTurns:\nLUI T0 hi(total_turns)\nADDIU T0 T0 lo(total_turns)\nLBU T1 0(T0) ; Load total turns into T1\nLBU T0 1(T0) ; Load current turn into T0\n\nSUBU T2 T1 T0 ; Subtract current turn from total turns\nSLTI T3 T2 5 ; If T2 < 5, in the last 5 turns, T3 = 1\nBNEZ T3 LastTurns ; If T3 = 1, go to LastTurns\nNOP\n; else, check if it's the 10th player\n\n;===Check for 10th Visit===\nLI T0 CountVisits\nBEQZ T0 Get10Coins ; If CountVisits is OFF, get 10 coins\nNOP\nLI T2 10 ; Check for every 10th visit\nDIVU S2 T2 ; Divide S2 by T2\nMFHI T0 ; Move remainder into T0\nBNEZ T0 Get10Coins ; If remainder isn't 0, get 10 coins\nNOP\n; else, visit is multiple of 10\n\n;===Prepare 10th Visit Message===\nLUI A0 hi(CountString)\nADDIU A0 A0 lo(CountString) ; Parse destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String formatter\nJAL sprintf\nMOVE A2 S2 ; Convert Koopa count to text string\n\nADDIU S1 S2 10 ; Add 10 coin bonus for 10th visit\nLI T1 50 ; Max 50 coins\nSLT T2 T1 S1 ; If 50 < coin bonus, T2 = 1\nBNEZL T2 PrepareCoinString ; If T2 = 1, prepare coin string\nLI S1 50 ; Cap at 50 coins\n\nPrepareCoinString:\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 S1 ; Convert coins to text string\n\n;===10th Visit Message===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; String #1 (Coins to Gain)\nLUI A1 hi(10thMessage)\nADDIU A1 A1 lo(10thMessage) ; Display 10thMessage\nLUI A2 hi(CountString)\nJAL CallMessage\nADDIU A2 A2 lo(CountString) ; String #2 (Visit Count)\n\nJ GetCoins\nNOP\n\n;===Koopa Message===\nGet10Coins:\nLI A0 0 ; No string\nLUI A1 hi(KoopaMessage)\nADDIU A1 A1 lo(KoopaMessage) ; Display KoopaMessage\nJAL CallMessage\nLI A2 0 ; No string\n\nJ GetCoins\nLI S1 10 ; Get 10 coins\n\n;===Last 5 Turns Message===\nLastTurns:\nLI A0 0 ; No string\nLUI A1 hi(LastTurnsMessage)\nADDIU A1 A1 lo(LastTurnsMessage) ; Display LastTurnsMessage\nJAL CallMessage\nLI A2 0 ; No string\n\nLI S1 20 ; Get 20 coins\n\n;===Get Coins===\nGetCoins:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S1 ; Gain coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nMOVE A1 S1 ; Gain coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\nJAL HappyVoice\nMOVE A0 S0 ; Pass current player struct on A0\n\n;===Check for Koopa Kards===\nLI T0 KoopaKard\nBEQZ T0 exit ; If KoopaKard is OFF, exit\nNOP\n; else, check for Koopa Kards\n\nLI S1 0 ; Reset bonus to 0\nKoopaKardLoop:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL PlayerHasItem\nLI A1 0x0F ; Check for Koopa Kard\n\nBLTZ V0 CheckKards ; If no Koopa Kard, check Koopa Kards\nNOP\nADDU T0 S0 V0 ; Add item slot offset to player struct\nLI T1 0xFF ; No item index\nSB T1 0x18(T0) ; Store no item into item slot offset of player struct\nJ KoopaKardLoop\nADDIU S1 S1 KoopaKardCoins ; Add coins bonus per Koopa Kard\n\nCheckKards:\nBEQZ S1 exit ; If no Koopa Kards found, exit\nNOP\n; else, player has 1 or more Koopa Kards\n\n;===Prepare Koopa Kard 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 S1 ; Convert coins to text string\n\n;===Koopa Kard Message===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; String #1 (Coins to Gain)\nLUI A1 hi(KoopaKardMessage)\nADDIU A1 A1 lo(KoopaKardMessage) ; Display KoopaKardMessage\nJAL CallMessage\nLI A2 0 ; No string\n\n;===Remove Koopa Kards from 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\nJ GetCoins ; Get coins\nNOP\n\nexit:\nJAL 0x800DB884 ; ShowDiceRoll\nLBU A0 0x1D(S0) ; Pass current player index on A0\n\nJAL SleepProcess\nLI A0 10 ; Wait 10 frames for dice roll to show\n\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(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.align 16\nCountString:\n.fill 8\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; A0 / S0 = String #1\n; A1 / S1 = Message Address\n; A2 / S2 = String #2\n\nMOVE S0 A0 ; Copy A0 to S0\nMOVE S1 A1 ; Copy A1 to S1\nMOVE S2 A2 ; Copy A2 to S2\n\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x2 ; Character image (-1 for none, 0x2 for Koopa)\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 S1 ; Pass message address on A1\nMOVE A2 S0 ; Pass String #1 on A2\nJAL ShowMessage\nMOVE A3 S2 ; Pass String #2 on A3\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 64\n\n;===Mini Func to Play Happy Voice and Animation===\n.align 4\nHappyVoice:\nADDIU SP SP -32\nSW RA 28(SP)\n\n; A0 = Current Player Struct\n\nLBU A0 3(A0) ; 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\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Message Text===\n.align 16\nKoopaMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Nice work\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Take this\"\n.byte 0x06 ; Blue font\n.ascii \" 10 Coin\"\n.byte 0x08 ; White font\n.ascii \" Bonus\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Use it wisely\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\n10thMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Since you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re the \"\n.byte 0x12 ; String #2 stored on A3 (CountString)\n.ascii \"th person\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"to pass here\"\n.byte 0x82 ; Comma (,)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll give you a\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"special present of \"\n.byte 0x06,0x11 ; Blue font, String #1 stored on A2 (CoinString)\n.ascii \" Coins\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nLastTurnsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Nice work\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Take this\"\n.byte 0x06 ; Blue font\n.ascii \" 20 Coin\"\n.byte 0x08 ; White font\n.ascii \" Bonus\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Just a little bit longer\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nKoopaKardMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Do I spy a shiny\"\n.byte 0x07 ; Yellow font\n.ascii \" Koopa Kard\"\n.byte 0x08,0xC3 ; White font, Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Let me take that off your hands\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Of course\"\n.byte 0x82 ; Comma (,)\n.ascii \" you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll be compensated\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Take this \"\n.byte 0x06,0x11 ; Blue font, String #1 stored on A2 (CoinString)\n.ascii \" Coin\"\n.byte 0x08 ; White font\n.ascii \" Bonus\"\n.byte 0xC2 ; Exclamation mark (!)\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"},"Tricktrade Town Intro":{"language":0,"code":"; NAME: Tricktrade Town Intro\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -120\nSW S3 100(SP)\nSW S2 104(SP)\nSW S0 108(SP)\nSW S5 112(SP)\nSW RA 116(SP)\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T0 0(T0)\nLI T1 1\n\nBNE T0 T1 exit ; If it's not Turn 1, close\nNOP\n\nJAL GetCurrentPlayerIndex\nNOP\n\nBNE V0 R0 exit ; If it's not P1, close\nNOP\n\nLI S0 0 ; Player Index\nfindhumanplayerloop:\nJAL PlayerIsCPU ; 1 if CPU\nMOVE A0 S0\n\nBNEZL V0 findhumanplayerloop ; If it's a CPU, check next player\nADDIU S0 S0 1 ; Add 1 to search next player\n\nLI T0 0x800CD067 ; Current Player Index\nSB S0 0(T0) ; Change active player to a human player\n\n; ===Page 1: Welcome / Is this your first time?===\ndisplaymessage:\nSW R0 24(SP)\nLI A0 -1 ; (No character image)\nLUI A1 hi(Intro_Prompt)\nADDIU A1 A1 lo(Intro_Prompt)\nLI A2 0\nLI A3 0\nSW R0 16(SP)\nJAL ShowMessage\nSW R0 20(SP)\n\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0\nMOVE S0 V0 ; S0 now has the chosen option index\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBNEZ S0 lastmessage ; If \"No\", skip to final message\nNOP\n\n; ===Page 2: Properties===\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI A0 -1\nLUI A1 hi(RulesPage1_Message)\nADDIU A1 A1 lo(RulesPage1_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; ===Page 3: Star Rent===\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI A0 -1\nLUI A1 hi(RulesPage2_Message)\nADDIU A1 A1 lo(RulesPage2_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; ===Page 4: Night Cycle===\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI A0 -1\nLUI A1 hi(RulesPage3_Message)\nADDIU A1 A1 lo(RulesPage3_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; ===Page 5: Night Takeover===\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI A0 -1\nLUI A1 hi(RulesPage4_Message)\nADDIU A1 A1 lo(RulesPage4_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; ===Final Message: Good luck!===\nlastmessage:\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI A0 -1\nLUI A1 hi(IntroFinal_Message)\nADDIU A1 A1 lo(IntroFinal_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL SleepProcess\nLI A0 30\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI T0 0x800CD067 ; Current Player Index\nSB R0 0(T0) ; Return Current Player Index to P1\n\nexit:\nLW S3 100(SP)\nLW S2 104(SP)\nLW S0 108(SP)\nLW S5 112(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n.align 16\npercent_d:\n.asciiz \"%d\"\n\n.align 16\ncoin_string_loc:\n.fill 8\n\n; ===================================================================\n; MESSAGES\n; ===================================================================\n\n.align 16\nIntro_Prompt:\n.ascii \"Welcome to \\x07Tricktrade Town\\x08\\x85\\x0A\"\n.ascii \"Is this your first time here\\xC3\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x0CYes\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0CNo\\x0D\\x00\"\n\n.align 16\nRulesPage1_Message:\n.ascii \"There are \\x077 properties\\x08 hidden around\\x0A\"\n.ascii \"the board\\x85 Two \\x07Mansions\\x08\\x82 a \\x07Statue\\x08\\x82\\x0A\"\n.ascii \"a \\x07Trophy\\x08\\x82 a \\x07Car\\x08\\x82 a \\x07\\xC3 Block\\x08\\x82\\x0A\"\n.ascii \"and \\x07King Boo\\x5Cs Crown\\x08\\x85\\xFF\\x00\"\n\n.align 16\nRulesPage2_Message:\n.ascii \"Each property costs \\x07\\x2915 to \\x2930\\x08\\x0A\"\n.ascii \"to buy\\x85 The rarer the property\\x82 the\\x0A\"\n.ascii \"pricier it is\\x85\\x0A\\x0A\"\n.ascii \"Land on a property you don\\x5Ct own\\x85 and\\x0A\"\n.ascii \"you owe the owner \\x07one star\\x08 as rent\\x85\\xFF\\x00\"\n\n.align 16\nRulesPage3_Message:\n.ascii \"Every \\x074 turns\\x08 it becomes \\x03nighttime\\x08\\x0A\"\n.ascii \"for \\x072 turns\\x08\\x85\\x0A\\x0A\"\n.ascii \"During the night\\x82 properties \\x03cannot\\x0A\"\n.ascii \"be bought\\x08 through normal means\\x85\\xFF\\x00\"\n\n.align 16\nRulesPage4_Message:\n.ascii \"But the rent collector is \\x07off\\x3Dduty\\x08\\x0A\"\n.ascii \"at night\\x85\\x0A\\x0A\"\n.ascii \"If you have \\x07\\x2940 coins\\x08\\x82 you can pay\\x0A\"\n.ascii \"to transfer any owned property\\x0A\"\n.ascii \"directly \\x07to yourself\\x08\\x85\\xFF\\x00\"\n\n.align 16\nIntroFinal_Message:\n.ascii \"Collect as many \\x07stars\\x08 as you can\\x82\\x0A\"\n.ascii \"and don\\x5Ct lose too many\\x85\\x0A\\x0A\"\n.ascii \"Good luck out there\\x85\\x85\\x85\\xFF\\x00\""},"Starting Coins":{"language":0,"code":"; NAME: Starting Coins\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -32\nSW RA 28(SP)\nSW S0 24(SP)\n\n; Only run on Turn 1\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T0 0(T0)\nLI T1 1\nBNE T0 T1 exit\nNOP\n\n; Loop through all 4 players and give each 20 coins (10 default + 20 = 30)\nLI S0 0\ncoinloop:\nMOVE A0 S0\nJAL AdjustPlayerCoinsGradual\nLI A1 15\n\nJAL SleepProcess\nLI A0 10\n\nADDIU S0 S0 1\nLI T0 4\nBNE S0 T0 coinloop\nNOP\n\nexit:\nLW RA 28(SP)\nLW S0 24(SP)\nJR RA\nADDIU SP SP 32\n"}},"audioType":1,"audioIndex":41,"boardevents":[{"id":"Load Board Model (Static) (MP3) v2","activationType":-2,"executionType":1,"custom":true,"parameterValues":{"ModelID":53,"ModelSpace":80,"FaceScreen":false,"FaceForward":false,"FacingSpace":79}},{"id":"Starting Coins","activationType":-2,"executionType":1,"custom":true},{"id":"Tricktrade Town Intro","activationType":-2,"executionType":1,"custom":true}],"audioData":[{"name":"MP7 SAIL THE CANALS 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","soundbankIndex":53},{"name":"Under_The_Ice_MJS_final 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"},"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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","largescene":"data:image/png;base64,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","boardlogomedium":"data:image/png;base64,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","boardlogosmall":"data:image/png;base64,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"},"additionalbg":["data:image/jpeg;base64,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"],"additionalbgcode":{"code":"extern unsigned char current_turn;\n\n// Uses the main background for 4 turns,\n// then the additional background for 2 turns.\nint PickBackground() {\n\n    int cycle = current_turn % 6;\n\n    // Turns 5 and 6 of the cycle are night\n    if (cycle == 5 || cycle == 0) {\n        return ADDITIONAL_BG_1;\n    }\n    else {\n        return DEFAULT_BG;\n    }\n}","language":1},"audioSelectCode":{"code":"extern unsigned char current_turn;\n\n// Day theme for 4 turns,\n// Night theme for 2 turns.\nint PickAudioIndex() {\n\n    int cycle = current_turn % 6;\n\n    // Turns 5 and 6 of the cycle are night\n    if (cycle == 5 || cycle == 0) {\n        return MUSIC_TRACK_INDEX_2;\n    }\n    else {\n        return MUSIC_TRACK_INDEX_1;\n    }\n}","language":1}}