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Kid Space (Airsola™)":{"language":0,"code":"; NAME: Koopa Kid Space (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|EventIndex\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S4 112(SP) ; Current Player's Struct\nSW S0 108(SP) ; Player Index for Loop Counter\nSW S3 104(SP) ; Equalized Coins / Chosen Player's Struct\nSW S1 100(SP) ; Player's Coins \nSW S5 96(SP) ; Current Player's Coins\nSW S7 92(SP) ; Flag Holder for Loops\nSW S6 88(SP) ; Counter for Loop\n\n;====================================================================\n; IMPORTANT: This code is designed to replicate the Koopa Kid Space \n;            from Mario Party 7. If the EventIndex parameter is set to\n;            0, it will randomize 1 of the following 6 events:\n;\t\t\t (1) Turn player's next roll is cursed.\n;\t\t\t (2) Equalize all player's coins. (Bowser Revolution)\n;\t\t\t (3) Swap turn player's coins with a random player.\n;\t\t\t (4) Swap turn player's position with a random player.\n;\t\t\t (5) Shuffle the position of all players. (Bowser Shuffle)\n;\t\t\t (6) Shuffle all player's items \n;\t\t\t \n;            If you would rather use only 1 of these events, all you\n;            have to do is set the EventIndex parameter to the\n;            corresponding index listed in the parenthesis above.\n;            While this event is made to be a landing event, it should\n;            work fine as a passing event, too.\n;\t\t\t \n;\t\t\t At the bottom of the code you will find useful links and\n;\t\t\t explanations for some technical things in the code.\n;====================================================================\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle Animation\nJAL SetBoardPlayerAnimation ; in case some maniac wants to make this a passing event...\nLI A3 2 ; Loop\n\nJAL GetPlayerStruct ; Struct at V0\nLI A0 -1 ; Current Player\nMOVE S4 V0 ; Copy Struct to S4\n\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Intro_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Intro_Message)\n\nLUI A1 hi(Intro2_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Intro2_Message)\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If 0, randomize which event happens\nNOP\nchooseevent:\nLI T1 1 ; Cursed Mushroom Event Index\nBEQ T0 T1 cursedmushroom ; If 1, give a cursed mushroom\nNOP\nLI T1 2 ; Revolution Event Index\nBEQ T0 T1 revolution ; If 2, coin revolution\nNOP\nLI T1 3 ; Coin Swap Event Index\nBEQ T0 T1 coinswap ; If 3, swap coins with someone else\nNOP\nLI T1 4 ; Space Swap Event Index\nBEQ T0 T1 spaceswap ; If 4, swap spaces with someone else\nNOP\nLI T1 5 ; Space Shuffle Event Index\nBEQ T0 T1 spaceshuffle ; If 5, shuffle everyone's position\nNOP\nJ itemshuffle ; If none of the others, shuffle everyone's items\nNOP\n\nrandomizeevent:\nJAL GetRandomByte ; Number from 0-255 at V0\nNOP\nLI T0 6 \nDIVU V0 T0 ; Divide by 6 events\nMFHI T0 ; Remainder of division (0-5)\nJ chooseevent\nADDIU T0 T0 1 ; Add 1 so it's 1-6\n\n;================================================CURSED MUSHROOM EVENT\n\ncursedmushroom:\nLI T0 0x800CD0AF ; Address of Cursed Dice Flags\nLBU T1 0(T0) ; Value of Cursed Dice Flags\nLBU T2 29(S4) ; Current Player's Index\nLI T3 1\nSLLV T3 T3 T2 ; Shift Left by Player's Index\nAND T4 T1 T3 ; T4 = 1 if player is cursed, 0 if not\nBEQZ T4 cursedmushroom2 ; If not cursed, continue\nNOP \n\nLI T5 EventIndex\nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ alreadycursed ; If set to curse only, generate message saying they're already cursed.\nNOP\n\ncursedmushroom2:\nADDU T1 T1 T3 ; Add player's curse flag\nSB T1 0(T0) ; Store the new flag value\nLBU T0 23(S4) ; Current Player's Status Flag\nADDIU T0 T0 2 ; Add Poison Mushroom Head Value\nSB T0 23(S4) ; Store new Status Flag\n\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Cursed_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Cursed_Message)\n\nJAL PlaySound\nLI A0 0xD ; Cursed Mushroom sfx\n\nLBU A0 29(S4) ; Current Player's Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; 0 = Happy, 1 = Sad\n\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(CurseExplanation_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(CurseExplanation_Message)\n\nJ goodbye\nNOP\n\n;=====================================================REVOLUTION EVENT\n\nrevolution:\nJAL GetSumOfPlayerCoins ; Total Coins at V0\nNOP\nMOVE S0 V0 ; Copy to S0\n\nBNEZ S0 revolution2 ; If there's at least 1 coin total, proceed\nNOP\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ nocoinsforrevolution\nNOP\n\nrevolution2:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Revolution_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Revolution_Message)\n\nLI T0 4 \nDIVU S0 T0 ; Divide by 4\nMFLO S3 ; Coins to give back\n\nLHU S5 10(S4) ; Current Player's Coins\n\nLI S0 3 ; Start with Player 4\nrevolutionloop:\nBLTZ S0 revolutionloop_exit ; exit loop once all players lose their coins\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 S0 ; Player Index\nLHU S1 10(V0) ; Coins\n\nMOVE A0 S0 ; Player's Index\nJAL AdjustPlayerCoinsGradual \nSUBU A1 R0 S1 ; Coins\n\nMOVE A0 S0 ; Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 S1 ; Coins\n\nJ revolutionloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\nrevolutionloop_exit:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nLI S0 3 ; Start with Player 4\nrevolutionloop2:\nBLTZ S0 revolutionloop_exit2 ; exit loop once all players get their coins\nNOP\n\nMOVE A0 S0 ; Player Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S3 ; Coins\n\nMOVE A0 S0 ; Player Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S3 ; Coins\n\nJ revolutionloop2\nADDIU S0 S0 -1\n\nrevolutionloop_exit2:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nSLT T0 S3 S5 ; T0 = 1 if the amount of coins is now lower\nBNEZL T0 revolution3 ; If the player has less coins, sad animation\nLI A1 1 ; Sad Index\nLI A1 0 ; Happy animation if the player has more coins\n\nrevolution3:\nJAL SetBoardPlayerAnimationWithSound\nLBU A0 29(S4) ; Current Player's Index\n\nJ goodbye\nNOP\n\n;======================================================COIN SWAP EVENT\n\ncoinswap:\nJAL GetSumOfPlayerCoins ; Total at V0\nNOP\n\nBNEZ V0 coinswap2 ; If there's at least 1 coin, continue\nNOP\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ nocoinsforrevolution\nNOP\n\ncoinswap2:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(CoinSwap_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(CoinSwap_Message)\n\ncoinswapreroll:\nJAL GetRandomByte ; 0-255 Number at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide by 4 to get other player\nMFHI V0 ; Remainder of division at V0 (0-3)\nLBU T0 29(S4) ; Current Player's Index\nBEQ V0 T0 coinswapreroll ; If it's the current player, reroll\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 V0 ; Chosen Player's Index\nMOVE S3 V0 ; Copy Struct to S3\n\nLHU T0 10(S4) ; Current Player's Coins\nSH T0 76(SP) ; Store in the Stack for future use\nLHU T1 10(S3) ; Chosen Player's Coins\nSH T1 72(SP) ; Store in the Stack for future use\n\nLBU A0 29(S4) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 T0 ; Subtract all Coins\n\nLHU T0 76(SP) ; Load Current Player's Coins from the Stack\nLBU A0 29(S4) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 T0 ; Subtract all Coins\n;====\nLHU T0 72(SP) ; Load Chosen Player's Coins from the Stack\nLBU A0 29(S3) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 T0 ; Subtract all Coins\n\nLHU T0 72(SP) ; Load Chosen Player's Coins from the Stack\nLBU A0 29(S3) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 T0 ; Subtract all Coins\n\nJAL SleepProcess \nLI A0 45 ; Sleeps for 45 frames\n;====\nLBU A0 29(S4) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nLHU A1 72(SP) ; Add chosen player's Coins\n\nLBU A0 29(S4) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLHU A1 72(SP) ; Add chosen player's Coins\n;====\nLBU A0 29(S3) ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nLHU A1 76(SP) ; Add chosen player's Coins\n\nLBU A0 29(S3) ; Current Player's Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLHU A1 76(SP) ; Add chosen player's Coins\n\nJAL SleepProcess \nLI A0 30 ; Sleeps for 30 frames\n\nLHU T0 76(SP) ; Current Player's Original Coin Amount\nLHU T1 72(SP) ; Chosen Player's Original Coin amount\nSLT T2 T1 T0 ; T0 = 1 if the amount of coins is now lower\nBNEZL T2 coinswap3 ; If the player has less coins, sad animation\nLI A1 1 ; Sad Index\nLI A1 0 ; Happy animation if the player has more coins\n\ncoinswap3:\nJAL SetBoardPlayerAnimationWithSound\nLBU A0 29(S4) ; Current Player's Index\n\nJ goodbye\nNOP\n\n;=====================================================SPACE SWAP EVENT\n\nspaceswap:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(SpaceSwap_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(SpaceSwap_Message)\n\nspaceswapreroll:\nJAL GetRandomByte ; 0-255 Number at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide by 4 to get other player\nMFHI V0 ; Remainder of division at V0 (0-3)\nLBU T0 29(S4) ; Current Player's Index\nBEQ V0 T0 spaceswapreroll ; If it's the current player, reroll\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 V0 ; Chosen Player's Index\nMOVE S3 V0 ; Copy Struct to S3\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 0 ; Fade type (out)\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLUI T1 hi(CurrentPlayerSpaces_Array)\nADDIU T1 T1 lo(CurrentPlayerSpaces_Array)\n\nLBU T0 15(S4) ; Current Player's Current Chain Index\nSB T0 0(T1) ; Store in the Array\nLBU T0 16(S4) ; Current Player's Current Chain Space Index\nSB T0 1(T1) ; Store in the Array\nLBU T0 17(S4) ; Current Player's Next Chain Index\nSB T0 2(T1) ; Store in the Array\nLBU T0 18(S4) ; Current Player's Next Chain Space Index\nSB T0 3(T1) ; Store in the Array\nLBU T0 21(S4) ; Current Player's Previous Chain Index\nSB T0 4(T1) ; Store in the Array\nLBU T0 22(S4) ; Current Player's Previous Chain Space Index\nSB T0 5(T1) ; Store in the Array\n\nLUI T1 hi(ChosenPlayerSpaces_Array)\nADDIU T1 T1 lo(ChosenPlayerSpaces_Array)\n\nLBU T0 15(S3) ; Chosen Player's Current Chain Index\nSB T0 0(T1) ; Store in the Array\nLBU T0 16(S3) ; Chosen Player's Current Chain Space Index\nSB T0 1(T1) ; Store in the Array\nLBU T0 17(S3) ; Chosen Player's Next Chain Index\nSB T0 2(T1) ; Store in the Array\nLBU T0 18(S3) ; Chosen Player's Next Chain Space Index\nSB T0 3(T1) ; Store in the Array\nLBU T0 21(S3) ; Chosen Player's Previous Chain Index\nSB T0 4(T1) ; Store in the Array\nLBU T0 22(S3) ; Chosen Player's Previous Chain Space Index\nSB T0 5(T1) ; Store in the Array\n\nLBU A0 29(S4) ; Current Player's Index\nLUI A1 hi(ChosenPlayerSpaces_Array)\nADDIU A1 A1 lo(ChosenPlayerSpaces_Array)\nJAL SetPlayerOntoChainVisually ; This sets the player visually and internally on the spaces\nNOP\n\nLBU A0 29(S3) ; Current Player's Index\nLUI A1 hi(CurrentPlayerSpaces_Array)\nADDIU A1 A1 lo(CurrentPlayerSpaces_Array)\nJAL SetPlayerOntoChainVisually ; This sets the player visually and internally on the spaces\nNOP\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 1 ; Fade type (In)\n\nJ goodbye\nNOP\n\n;==================================================SPACE SHUFFLE EVENT\n\nspaceshuffle:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(SpaceShuffle_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(SpaceShuffle_Message)\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 0 ; Fade type (out)\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLUI S5 hi(Player1Spaces_Array)\nADDIU S5 S5 lo(Player1Spaces_Array)\nLI S0 3 ; Start with Player 4\nspaceshuffleloop:\nBLTZ S0 spaceshuffleloop_exit ; exit once all player's positions are stored\nNOP \nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 S0 ; Player Index\n\nSLL T1 S0 0x0005 ; Multiply Player Index by 20 for alignment of Array\nADDU T1 T1 S5 ; Add to get the correct Array\n\nLBU T0 15(V0) ; Player's Current Chain Index\nSB T0 0(T1) ; Store in the Array\nLBU T0 16(V0) ; Player's Current Chain Space Index\nSB T0 1(T1) ; Store in the Array\nLBU T0 17(V0) ; Player's Next Chain Index\nSB T0 2(T1) ; Store in the Array\nLBU T0 18(V0) ; Player's Next Chain Space Index\nSB T0 3(T1) ; Store in the Array\nLBU T0 21(V0) ; Player's Previous Chain Index\nSB T0 4(T1) ; Store in the Array\nLBU T0 22(V0) ; Player's Previous Chain Space Index\nSB T0 5(T1) ; Store in the Array\n\nJ spaceshuffleloop\nADDIU S0 S0 -1 ; Subtract 1 to get the next player\n\nspaceshuffleloop_exit:\nLI S0 3 ; Start with Player 4\nLI S7 0xF ; 1111 Flag for players whose position isn't taken yet\nspaceshuffleloop2:\nBLTZ S0 spaceshuffleloop2_exit ; exit once all players are affected\nNOP\nLI T0 1\nBEQ S0 T0 spaceshuffleproblemcheck ; branch when it's Player 2's turn to check availability\nNOP\nspaceshufflerandomize:\nJAL GetRandomByte ; 0-255 Number at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide by 4 to get other player\nMFHI V0 ; Remainder of division at V0 (0-3)\nBEQ V0 S0 spaceshuffleloop2 ; If it's the current player, reroll\nNOP\nspaceshuffleskiprandomization:\nLI T0 1\nSLLV T0 T0 V0 ; Shift bit to the left by Player's Index\nAND T2 T0 S7 ; T2 = 1 if the chosen player's location is available\nBEQZ T2 spaceshuffleloop2 ; reroll if that player's location isn't available\nNOP\nSUBU S7 S7 T2 ; Turn flag off for that player's location\nSLL A1 V0 0x0005 ; Multiply Player Index by 20 for alignment of Array\n\nMOVE A0 S0 ; Player Index\nJAL SetPlayerOntoChainVisually\nADDU A1 A1 S5 ; Add to get the correct Array\n\nJ spaceshuffleloop2\nADDIU S0 S0 -1 ; Subtract 1 to warp the next player\n\nspaceshuffleproblemcheck:\nANDI T1 S7 1 ; T1 = 1 if Player 1's spot is available\nBNEZL T1 spaceshuffleskiprandomization ; If it's available, branch and choose Player 1\nLI V0 0 \nJ spaceshufflerandomize ; If not available, branch and randomize selection\nNOP\n\nspaceshuffleloop2_exit:\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess\nLI A0 15 ; Frames\n\nLI A0 1 ; Fade style (Circle)\nJAL InitFade\nLI A1 1 ; Fade type (In)\n\nJ goodbye\nNOP\n\n;===================================================ITEM SHUFFLE EVENT\n\nitemshuffle:\nJAL GetSumOfPlayerItems\nNOP\n\nBNEZ V0 itemshuffle2 ; If anything other than 0, continue\nNOP\n\nLI T0 EventIndex \nBEQZ T0 randomizeevent ; If the creator chose to randomize the event, pick a different one.\nNOP\nJ noitemsforshuffle\nNOP\n\nitemshuffle2:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(ItemShuffle_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(ItemShuffle_Message)\n\nLUI S5 hi(ItemShuffle_Array)\nADDIU S5 S5 lo(ItemShuffle_Array)\nLI S0 3 ; Start with Player 4\nLI S3 0 ; Item Counter\nitemshuffleloop:\nBLTZ S0 itemshuffleloop_exit ; Exit once all player's items are gathered\nNOP\n\nJAL GetPlayerStruct ; Struct at V0\nMOVE A0 S0 ; Player Index\n\nLI T0 0xFF ; No item\n\nLBU T2 24(V0) ; Item #1 Index\nSB T0 24(V0) ; Delete Item\nADDU T1 S5 S3 ; Add Item Counter to get the right spot in the Array\nSB T2 0(T1) ; Store in Array\nADDIU S3 S3 1 ; Add 1 to Item Counter\n\nLBU T2 25(V0) ; Item #2 Index\nSB T0 25(V0) ; Delete Item\nADDU T1 S5 S3 ; Add Item Counter to get the right spot in the Array\nSB T2 0(T1) ; Store in Array\nADDIU S3 S3 1 ; Add 1 to Item Counter\n\nLBU T2 26(V0) ; Item #3 Index\nSB T0 26(V0) ; Delete Item\nADDU T1 S5 S3 ; Add Item Counter to get the right spot in the Array\nSB T2 0(T1) ; Store in Array\nADDIU S3 S3 1 ; Add 1 to Item Counter\n\nJAL RefreshHUD\nMOVE A0 S0 ; Player Index\n\nJ itemshuffleloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player \n\nitemshuffleloop_exit:\nJAL PlaySound \nLI A0 0x367 ; Items Going in Sound Index\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound \nLI A0 0x320 ; Items Shuffle Sound Index\nJAL SleepProcess\nLI A0 60 ; Frames\n\n\nLI S7 0 ; bit flag for equal distribution\nMshuffleitemsloop2:\nLI S6 0 ; Counter for no items left\nLI T1 0xF ; All players given an item\nBEQL S7 T1 Mshuffleitemsloop2\nLI S7 0 ; Reset flag\nJAL GetRandomByte ; 0-255 at V0\nNOP \nLI T0 4 \nDIVU V0 T0 ; Divide by 4\nMFHI S0 ; Player's Index (0-3)\n\nLI T1 1 \nSLLV T2 T1 S0 ; Shift Left by Player Index \n\nAND V1 S7 T2 ; Compare Flag Value to Player Index\n; V1 returns 0 if player has not been given an item, 1 if they have.\nBNEZ V1 Mshuffleitemsloop2\nNOP\n\nMOVE T5 S5 ; Pass Array to T5\nMshuffleitemsloop3:\nLI T1 12 \nBEQ S6 T1 goodbye ; exit because there's no items left\nNOP\nLBU T3 0(T5) ; Load Item Index from Array\nLI T1 0xFF ; No Item\nADDIU T5 T5 1 ; add to check next spot in the array\nBEQL T3 T1 Mshuffleitemsloop3 ; \nADDIU S6 S6 1 ; Add 1 to counter\n\nMshuffleitemsloop4:\nJAL GetRandomByte ; 0-255 at V0\nNOP \nLI T0 12\nDIVU V0 T0 ; Divide by 12\nMFHI T6 ; 12 Item spots (0-11)\nADDU T1 S5 T6 ; Add to get correct space in the Array\nLBU S3 0(T1) ; Load Item Index from Array\nLI T3 0xFF ; No Item Index\nBEQ S3 T3 Mshuffleitemsloop4 ; loop if there's no item in that spot\nNOP\nSB T3 0(T1) ; Delete Item from the Array\n\nJAL GetPlayerStruct ; at V0\nMOVE A0 S0 ; Player Index\n\nMOVE S6 V0 ; Copy Struct to S6\n\nJAL PlayerHasEmptyItemSlot ; 0,1,2 at V0\nMOVE A0 S0 ; Player Index\n\nADDIU S6 S6 24 ; Item #1 Address\nADDU S6 S6 V0 ; Add to get correct Item Slot Address\nSB S3 0(S6) ; Give Item\n\nJAL PlaySound\nLI A0 25 ; Got Item Sound Index\nJAL SleepProcess\nLI A0 20 ; Frames\n\nLI T1 1 \nSLLV T2 T1 S0 ; Shift Left by Player Index \nJ Mshuffleitemsloop2\nADDU S7 S7 T2 ; Mark the player as given an item\n\n\n\n\ngoodbye:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Goodbye_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Goodbye_Message)\nJ exit\nNOP\n\nalreadycursed:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Cursed_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Cursed_Message)\n\nLUI A1 hi(AlreadyCursed_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(AlreadyCursed_Message)\nJ exit\nNOP\n\nnocoinsforrevolution:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(Revolution_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(Revolution_Message)\nJ nocoins\nNOP\n\nnocoinsforswap:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(CoinSwap_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(CoinSwap_Message)\n\nnocoins:\nLUI A1 hi(NoCoins_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(NoCoins_Message)\nJ exit\nNOP\n\nnoitemsforshuffle:\nJAL PlaySound\nLI A0 0x2A0 ; Koopa Kid Bark sfx\n\nLUI A1 hi(ItemShuffle_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(ItemShuffle_Message)\n\nLUI A1 hi(NoItems_Message)\nJAL ShowMessage_Function ; Display and Close Message\nADDIU A1 A1 lo(NoItems_Message)\n\n\n\nexit:\nLW S4 112(SP) ; Current Player's Struct\nLW S0 108(SP) ; Player Index for Loop Counter\nLW S3 104(SP) ; Equalized Coins / Chosen Player's Struct\nLW S1 100(SP) ; Player's Coins \nLW S5 96(SP) ; Current Player's Coins\nLW S7 92(SP) ; Flag Holder for Loops\nLW S6 88(SP) ; Counter for Loop\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n; A1 = Message to display (Pointer)\n.align 16\nShowMessage_Function:\nADDIU SP SP -80\nSW RA 76(SP)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Koopa Kid)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 = Player's Index\n; A1 = Happy/Sad Index\n.align 16\nSetBoardPlayerAnimationWithSound:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\nSW A1 68(SP)\n\nJAL GetPlayerStruct\nNOP\n\nLBU T0 3(V0) ; Character Index\n\nBNEZ A1 sad\nNOP\n\nhappy:\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 5 ; Happy Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ SetBoardAnimationWithSound_exit\nNOP\n\nsad:\nJAL PlaySound\nADDIU A0 T0 0x287 ; Mario's Sad Voice Index + Current Character Index\n\nLW A0 72(SP) ; Player Index\nLI A1 3 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess\nLI A0 60 ; Frames\n\nSetBoardAnimationWithSound_exit:\nLW A0 72(SP) ; Player Index\nLI A1 -1 ; Despair Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLW A1 68(SP)\nLW A0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nGetSumOfPlayerCoins:\nADDIU SP SP -80\nSW RA 76(SP)\n\nLI T0 0x800D1112 ; P1 Coins Address\nLHU V0 0(T0) ; P1 Coins Value to V0\n\nLI T0 0x800D114A ; P2 Coins Address\nLHU T1 0(T0) ; P2 Coins Value to T1\nADDU V0 V0 T1 ; Add P2's coins to P1\n\nLI T0 0x800D1182 ; P3 Coins Address\nLHU T1 0(T0) ; P3 Coins Value to T1\nADDU V0 V0 T1 ; Add P3's coins to total\n\nLI T0 0x800D11BA ; P4 Coins Address\nLHU T1 0(T0) ; P4 Coins Value to T1\nADDU V0 V0 T1 ; Add P4's coins to total\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n; A0 = Type of Fade\n; A1 = 0 - FadeOut, 1 - FadeIn\n.align 16\nInitFade:\nADDIU SP SP -80\nSW RA 76(SP)\nSW A0 72(SP)\n\nBNEZ A1 fadein ; If 1, it's a fade in\nNOP\n; If 0, it's a fade out \nLW A0 72(SP) ; Fade Type\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJ InitFade_exit\nNOP\n\nfadein:\nLW A0 72(SP) ; Fade Type\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nInitFade_exit:\nJAL SleepProcess\nLI A0 16 ; Frames\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 32\nPlayer1Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 32\nPlayer2Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 32\nPlayer3Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 32\nPlayer4Spaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 16\nCurrentPlayerSpaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 16\nChosenPlayerSpaces_Array:\n.byte 00,00,00,00,00,00\n\n.align 16\nSetPlayerOntoChainVisually:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP) ; Array Pointer\nSB A0 68(SP) ; Player's Index \n\nMOVE S0 A1 ; Copy Array Pointer to S0\n\nLBU A0 68(SP) ; Player Index\nLBU A1 0(S0) ; Assigns Chain Index to A1\nJAL SetPlayerOntoChain\nLBU A2 1(S0) ; Assigns Space Index to A2\n\nLBU A0 68(SP) ; Player Index\nLBU A1 2(S0) ; Assigns Chain Index to A1\nJAL SetNextChainAndSpace\nLBU A2 3(S0) ; Assigns Space Index to A2\n\nLBU A0 68(SP) ; Player Index\nLBU A1 4(S0) ; Assigns Chain Index to A1\nJAL SetPrevChainAndSpace\nLBU A2 5(S0) ; Assigns Space Index to A2\n\nLBU A0 0(S0) ; Assigns Chain Index to A1\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nLBU A1 1(S0) ; Assigns Space Index to A2\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nLW V1 8(V0) \nSW V1 64(SP) ; Store on the Stack\n\nLW V1 16(V0)\nSW V1 60(SP) ; Store on the Stack\n\nJAL GetPlayerStruct ; Player Struct at V0\nLBU A0 68(SP)  ; Player Index\n\nLW V1 0x24(V0) ; Load Offset 0x24 into V1\nADDIU V1 V1 0xC ; Add 0xC to get current player's X Coords\nLW T0 64(SP) ; Load Space X Coords from Stack\nSW T0 0(V1) \n\nADDIU V1 V1 8 ; This should load current player's Y Coords\nLW T1 60(SP) ; Load Space Y Coords from Stack\nSW T1 0(V1)\n\nLW S0 72(SP) ; Array Pointer\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nGetSumOfPlayerItems:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\n\nLI S0 3 ; Start with Player 4\nLI S1 0 ; Item Counter\nGetSumOfPlayerItems_loop:\nBLTZ S0 GetSumOfPlayerItems_exit\nNOP\n\nJAL PlayerHasEmptyItemSlot ; Empty Item Slot Index at V0 (0, 1, 2, -1)\nMOVE A0 S0 ; Player Index\n\nLI T0 -1 ; No Inventory Index\nBLTZL V0 GetSumOfPlayerItems_add\nLI V0 3 ; If no space, make it 3 items\n\nGetSumOfPlayerItems_add:\nADDU S1 S1 V0 ; Add to the Item Counter\nJ GetSumOfPlayerItems_loop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\n\nGetSumOfPlayerItems_exit:\nMOVE V0 S1 ; Move Item Counter to proper register\nLW S1 68(SP)\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nItemShuffle_Array:\n.byte 0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF,0xFF\n\n.align 16\nIntro_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AGwa ha ha\\xC2 It\\x5Cs me\\xC2 Koopa Kid\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AHappy to see me\\xC3 I thought so\\xC2\\xFF\\x00\"\n\n.align 16\nIntro2_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1ALet\\x5Cs see how I can make your\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Alife miserable this time\\x85 Hm\\x85\\x85\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AOh\\x82 I know\\xC2\\xFF\\x00\"\n\n.align 16\nCursed_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AThis time\\x82 I\\x5Cm gonna \\x04curse\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Ayour next dice roll\\xC2\\xFF\\x00\"\n\n.align 16\nCurseExplanation_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AYou can only roll \\x051\\x08 to \\x053\\x08\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aon the next turn\\xC2\\xFF\\x00\"\n\n.align 16\nAlreadyCursed_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWait\\x82 you\\x5Cre already \\x04cursed\\x08\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI guess you\\x5Cre miserable enough\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ASee ya next time\\xC2 Gwa ha ha\\xC2\\xFF\\x00\"\n\n.align 16\nRevolution_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI feel generous\\xC2 I\\x5Cm gonna divide\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeveryone\\x5Cs \\x07coins\\x08 equally\\xC2\\xFF\\x00\"\n\n.align 16\nNoCoins_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWait\\x82 what\\xC3 No one has coins\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI guess you\\x5Cre miserable enough\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ASee ya next time\\xC2 Gwa ha ha\\xC2\\xFF\\x00\"\n\n.align 16\nCoinSwap_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cll swap your \\x07coins\\x08 with someone else\\xC2\\xFF\\x00\"\n\n.align 16\nSpaceSwap_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cm gonna swap your position\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Awith someone else\\xC2\\xFF\\x00\"\n\n.align 16\nSpaceShuffle_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AI\\x5Cm gonna swap the position of\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeveryone this time\\xC2 Gwa ha ha\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AFear the power of Koopa Kid\\xC2\\xFF\\x00\"\n\n.align 16\nItemShuffle_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AThis time\\x82 I\\x5Cm gonna shuffle\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Aeveryone\\x5Cs \\x05items\\x08\\xC2\\xFF\\x00\"\n\n.align 16\nNoItems_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AWait\\x82 what\\xC3 No one has items\\xC3\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI guess you\\x5Cre miserable enough\\x85\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1ASee ya next time\\xC2 Gwa ha ha\\xC2\\xFF\\x00\"\n\n.align 16\nGoodbye_Message:\n.ascii \"\\x1A\\x1A\\x1A\\x1AGwa ha\\xC2 Another job well done\\xC2\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1AI bet Mr\\x85 Bowser will totally\\x0A\"\n.ascii \"\\x1A\\x1A\\x1A\\x1Agive me a raise after this\\xC2\\xFF\\x00\"\n\n;=================================================================INFO\n\n; To change the sound indexes for Playsound, use the PartyPlanner\n; audio section to find the sound index you want, then use the\n; following link to match the correct Playsound index (left number):\n; https://pastebin.com/H1jxNFqr\n\n; If you want to know how to change the character portrait on the\n; message box, use the following link:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n\n; If you want to know how to put special characters on your message\n; or know what they mean, use the following link:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/String-Encoding\n;\n; Previously, special characters were put on messages as \".byte\" with\n; the special character index right after, but we've found that you \n; can actually put the special characters in the ascii by using \\x\n; So what used to be \".byte 0xC2\" for an exclamation mark, can now\n; be written as \\xC2 to save an entire line of code\\xC2 (get it?)"},"Lucky Space (1.1)":{"language":0,"code":"; NAME: Lucky Space (1.1)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Boolean|Timeable\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n; Set Timeable to TRUE so that the wheel can be timed\n; Set Timeable to FALSE so that the result is random\n\nJAL PlayMusic\nLI A0 112 ; Game Guy Fanfare\n\nJAL PlaySound\nLI A0 0x248 ; Crowd Cheering\n\nSW R0 16(SP) ; Parameter 3\nSW R0 20(SP) ; Parameter 4\nSW R0 24(SP) ; Parameter 5\nLI A0 -1 ; Character image (None)\nLUI A1 hi(LuckySpace_Message)\nADDIU A1 A1 lo(LuckySpace_Message)\nLI A2 0 ; Parameter 1\nJAL ShowMessage\nLI A3 0 ; Parameter 2\n\nJAL SleepProcess\nLI A0 60\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP ; These 3 close the message\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0 ; Play regular music again\n\nJAL GetPlayerStruct\nLI A0 -1 \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"},"Item Shop Shopkeeper Editor":{"language":0,"code":"; NAME: Item Shop Shopkeeper Editor\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|BabyBowserChance\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\n; Normally, on Mario Party 3, there's a 66% chance for Toad to show up in the Item Shop,\n; and a 33% chance for Baby Bowser to show up. This event allows you to set the percent\n; chance for Baby Bowser to show up. Make sure the number is between 0 and 100. When\n; using this event, place it on the Item Shop Space FIRST and THEN place the \"Visit \n; Item Shop\" event right AFTER in the same space.\nJAL RNGPercentChance ; 1 if Baby Bowser, 0 if Toad\nLI A0 BabyBowserChance ; Baby Bowser % chance\nADDIU V0 V0 1 ; Add 1 to get Toad's Index (1) and Baby Bowser's Index (2)\n\nLUI T0 0x800C\nORI T0 T0 0xCD0AC ; Item Shopkeeper Index\nSH V0 0(T0) ; Store Shopkeeper's Index\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"},"Trivia Quiz (Airsola™)":{"language":0,"code":"; NAME: Trivia Quiz (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n;            player. If the player answers correctly, they win Coins.\n;            If they get it wrong, they lose Coins. There are 6\n;            questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 0x2A\nSLT S0 V0 T0 ; Is the number less than 42?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 0x54\nSLT S0 V0 T0 ; Is the number less than 84?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 0x7F\nSLT S0 V0 T0 ; Is the number less than 127?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 0xAA\nSLT S0 V0 T0 ; Is the number less than 170?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 0xD5\nSLT S0 V0 T0 ; Is the number less than 213?\nNOP\nBNE S0 R0 Question5\nNOP\n\nJ Question6\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 1 ; The correct answer to Question 1 will be the middle answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 2 ; The correct answer to Question 2 will be the bottom answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2 ; The correct answer to Question 3 will be the bottom answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 0 ; The correct answer to Question 4 will be the top answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 0 ; The correct answer to Question 5 will be the top answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 1 ; The correct answer to Question 6 will be the middle answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ;  Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ;  Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nIntroduction:\n.ascii \"Answer the question correctly to\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"win some Coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" If you get it\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"wrong\"\n.byte 0x82 ; Comma (,)\n.ascii \" you lose Coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What image is on the sign\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"that one of the penguins\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"in Chilly Waters is holding\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"A Snowflake\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"A Sun\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"A Fish\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is the yellow crab on the\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"bottom of Deep Bloober Sea holding\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Nothing\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"A Pearl\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"A Flag\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is on the bottom\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"left corner of Spiny Desert\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"A Fossil\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"A Group of Klepto\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"A Tornado\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How many clouds are\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"shown in Woody Woods\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"1\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"2\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"3\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What board are the group of\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Whomp playing on Creepy Cavern\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Rules Land\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s Rainbow Castle\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Chilly Waters\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"On the top left island of\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Waluigi\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s Island\"\n.byte 0x82 ; Comma (,)\n.ascii \" what kind of space is\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"the Piranha Plant biting on\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"A Battle Space\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"A Chance Time Space\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"A Game Guy Space\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x55\nSLT S0 V0 T0 ; Is the number less than 85?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0xAA\nSLT S0 V0 T0 ; Is the number less than 170?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nJ Choose3rd\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP"},"Mushroom Space":{"language":0,"code":"; NAME: Mushroom Space\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Boolean|HappeningPoint\n; PARAM: Boolean|AllowItemUse\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\n; This event MUST be set on a Happening Space as a Landing Event to work.\n; Make sure no other event on your board uses the address 0x800CD09D. It will cause issues.\n; Set HappeningPoint to \"false\" if you do not want players to receive a Happening Bonus point.\n; Set HappeningPoint to \"true\" if you want players to receive a Happening Bonus point.\n; Set AllowItemUse to \"false\" to not allow player to use an item on their reroll.\n; Set AllowItemUse to \"true\" to allow player to use an item on their reroll\"\n\nJAL GetPlayerStruct ; Struct pointer at V0\nLI A0 -1 ; Current Player\nMOVE S4 V0 ; Copy to S4\n\nJAL PlaySound\nLI A0 0x10E ; Hidden Block sfx index\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(MushroomSpace_Message)\nADDIU A1 A1 lo(MushroomSpace_Message)\nLI A2 0 ; Parameter 1\nJAL ShowMessage\nLI A3 0 ; Parameter 2\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP ; These 3 close the message\n\nJAL RNGPercentChance ; 1 if Mushroom, 0 if Poison Mushroom\nLI A0 60 ; 60% Mushroom\n\nBEQZ V0 poisonmushroom ; Jump to poisonmushroom if 0\nNOP\n; It's 1, continue to mushroom\n\nmushroom:\nJAL PlaySound\nLI A0 0x0C ; DING! sfx index\n\nLBU A0 29(S4) ; Current Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 0 ; Happy\n\nLI T0 0x800FD670 ; Instruction that checks board index\nSW R0 0(T0) ; Delete\nLI T0 0x800FE314 ; Instruction that checks board index\nSW R0 0(T0) ; Delete\n; This forces the game to think it's on Woody Woods, allowing reroll\n\nLI T0 0x800CD09D ; Reroll flag address (MAKE SURE NO OTHER EVENT USES THIS ADDRESS)\nLI T1 1 \nSB T1 0(T0) ; Store Flag\n\nLI T0 0x800CD0A9 ; Flag for \"Player Used Item\"\nLI T2 AllowItemUse ; 0 for Do not allow - 1 for Allow\nBEQZ T2 itemuseflag ; If 0, do not allow item use\nLI T1 1 ; Mark as \"Already used item\"\n\nLI T1 0 ; Mark as \"Has not used an item\"\nitemuseflag:\nSB T1 0(T0) ; Store flag value\n\nJ happeningpoint\nNOP\n\npoisonmushroom:\nJAL PlaySound\nLI A0 0x0D ; Poison Mushroom sfx index\n\nLBU A0 29(S4) ; Current Player Index\nJAL SetBoardPlayerAnimationWithSound\nLI A1 1 ; Sad\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(PoisonMushroom_Message)\nADDIU A1 A1 lo(PoisonMushroom_Message)\nLI A2 0 ; Parameter 1\nJAL ShowMessage\nLI A3 0 ; Parameter 2\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP ; These 3 close the message\n\nLI T0 0x800CD0AF ; Cursed Dice Flag Address\nLBU T1 0(T0) ; Load Flag Value\nLBU T4 29(S4) ; Current Player Index\nLI T3 1 ; bit flag\nSLLV T5 T3 T4 ; Shift the bit flag to the left * Player Index\n\nAND T6 T5 T1 ; T6 = 0 if the player is not poisoned\n\nBNEZ T6 happeningpoint ; exit if the flag is already on\nNOP\n; They're not poisoned, continue\n\nADDU T1 T1 T5 ; Add player bit flag to current flag to poison them\nSB T1 0(T0) ; Store new flag \n\nLBU T1 23(S4) ; Player Status flag value\nLI T0 2 ; Poison Mushroom icon\nADDU T1 T1 T0 ; Add Poison Mushroom icon\nSB T1 23(S4) ; Store new Flag\n\n\n\nhappeningpoint:\nLI T0 HappeningPoint ; 0 if No, 1 is Yes\n\nBNEZ T0 exit ; exit if Happening Point is allowed\nNOP\n; The creator marked no, remove Happening Bonus point\n\nLBU T0 44(S4) ; Happening Spaces Landed On\nADDIU T0 T0 -1 ; Subtract 1 to remove Happening point\nSB T0 44(S4) ; Store new value\n\nexit:\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n; A0 = Player'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\n\n\n.align 16\nMushroomSpace_Message:\n.ascii \"Welcome to the Mushroom Space\\xC2\\x0A\"\n.ascii \"Let\\x5Cs see what you get\\xC2\\xFF\\x00\"\n\n.align 16\nPoisonMushroom_Message:\n.ascii \"A \\x03Poison Mushroom\\x08 will limit your\\x0A\"\n.ascii \"move on your next turn to three\\x0A\"\n.ascii \"spaces or less\\x85\\xFF\\x00\""},"Mr. Blizzard's Blizzard":{"language":0,"code":"; NAME: Mr. Blizzard's Blizzard\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|SpaceDirection\n; PARAM: Boolean|Rubberbanding\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP) ;holds rubberbanding variable\nSW S2 68(SP) ;used to store various values\nSW S0 64(SP) ;used to store various values\n\n;===============================================================\n;Code by Spongyoshi, feel free to use on your own boards!\n;The snow will either take or give 5 coins to your opponents\n;The fate of your opponent depends of the Rubberbanding value\n;If Rubberbanding is True, they will win coins if they're poor\n;If Rubberbanding is False, they have a 1/3 chance to win coins\n;Thanks to Airsola and the Mario Party Legacy Discord for their help!\n;===============================================================\n\nJAL PlaySound ; Play Weird Voice Sound\nLI A0 0x146\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Load Current Player Index\nLI A1 -1 ; Set player's idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate Player Model Towards Space===\nLI A0 -1 ; Load Current Player Index\nLI A1 10 ; Frames it takes to turn\nJAL 0x800ED20C ; RotatePlayerModel function\nLI A2 SpaceDirection ; Space Index to face towards\n\n;FIRST WINDOW=========================================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x37 ; Character image (Giant Mr. Blizzard)\nLUI A1 hi(Blizzard_Start)\nADDIU A1 A1 lo(Blizzard_Start)\n\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0x1EB ; Wind Sound\nJAL PlaySound ; Play the Wind Sound\nNOP\n\nJAL SleepProcess ; Sleeps for 60 frames\nADDIU A0 R0 60\n;FIRST WINDOW END=====================================================\n\n;CHECK FOR RUBBERBAND=================================================\nLI S1 Rubberbanding\nBNE S1 R0 TestTest ; if yes, do the checks\nNOP ; If not, randomly pick\n;CHECK FOR RUBBERBAND END=============================================\n\n;COMPLETLY RANDOM PICK===============================================\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 175 ; Is the number less than 175?\nBNE S0 R0 Spiny_Rain\nNOP\n\nJ Coin_Rain\nNOP\n;COMPLETLY RANDOM PICK END===========================================\n\n;CHECKS MISSFIRE1==============================================\nTestTest:\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 80 ; Is the number less than 80?\nBNE S0 R0 LeadingTest\nNOP\n\nSLTI S0 V0 160 ; Is the number less than 160?\nBNE S0 R0 TotalCoinTest\nNOP\n\nSLTI S0 V0 240 ; Is the number less than 240?\nBNE S0 R0 SingleCoinTest\nNOP\n\nJ LoserTest\nNOP\n;CHECKS MISSFIRE1 END==========================================\n\n;CHECKS MISSFIRE2==============================================\n;Check if first place\nLeadingTest:\nJAL GetCurrentPlayerStarCount\nNOP\nMOVE S2 V0 ; S2 = V0\nJAL GetFirstPlaceStarCount\nNOP\nBEQ S2 V0 Coin_Rain ;Does current player have the same number of stars as first place?\nNOP\nJ Spiny_Rain\nNOP\n;Check if the three other players have less than 40 coins\nTotalCoinTest:\nLI S2 40;\nJAL GetCurrentPlayerCoinCount\nNOP\nADDU S2 V0 S2 ; Add V0 to the value\nLI S1 0;\n\nLUI T2 hi(p1_coins)\nADDIU T2 T2 lo(p1_coins) ; Loading P1 coins\nLHU T2 0(T2)\nADDU S1 T2 S1 ; Add T2 to the value\n\nLUI T2 hi(p2_coins)\nADDIU T2 T2 lo(p2_coins) ; Loading P2 coins\nLHU T2 0(T2)\nADDU S1 T2 S1 ; Add T2 to the value\n\nLUI T2 hi(p3_coins)\nADDIU T2 T2 lo(p3_coins) ; Loading P3 coins\nLHU T2 0(T2)\nADDU S1 T2 S1 ; Add T2 to the value\n\nLUI T2 hi(p4_coins)\nADDIU T2 T2 lo(p4_coins) ; Loading P4 coins\nLHU T2 0(T2)\nADDU S1 T2 S1 ; Add T2 to the value\n\nSLT S0 S2 S1 ; Are opponents coins higher than 40?\nNOP\nBNE S0 R0 Spiny_Rain\nNOP\n\nJ Coin_Rain\nNOP\n;Check if everyone has less coins than current player\nSingleCoinTest:\nJAL GetCurrentPlayerCoinCount\nNOP\nMOVE S1 V0 ; S1 = V0\n\nLUI S2 hi(p1_coins)\nADDIU S2 S2 lo(p1_coins) ; Loading P1 coins\nLHU S2 0(S2)\nLI T2 0x2;\nADDU S2 T2 S2 ; Add T2 to the value\n\nSLT S0 S1 S2 ; Is P1 coins higher than current player?\nNOP\nBNE S0 R0 Spiny_Rain\nNOP\n\nLUI S2 hi(p2_coins)\nADDIU S2 S2 lo(p2_coins) ; Loading P2 coins\nLHU S2 0(S2)\nLI T2 0x2;\nADDU S2 T2 S2 ; Add T2 to the value\n\nSLT S0 S1 S2 ; Is P2 coins higher than current player?\nNOP\nBNE S0 R0 Spiny_Rain\nNOP\n\nLUI S2 hi(p3_coins)\nADDIU S2 S2 lo(p3_coins) ; Loading P3 coins\nLHU S2 0(S2)\nLI T2 0x2;\nADDU S2 T2 S2 ; Add T2 to the value\n\nSLT S0 S1 S2 ; Is P3 coins higher than current player?\nNOP\nBNE S0 R0 Spiny_Rain\nNOP\n\nLUI S2 hi(p4_coins)\nADDIU S2 S2 lo(p4_coins) ; Loading P4 coins\nLHU S2 0(S2)\nLI T2 0x2;\nADDU S2 T2 S2 ; Add T2 to the value\n\nSLT S0 S1 S2 ; Is P4 coins higher than current player?\nNOP\nBNE S0 R0 Spiny_Rain\nNOP\n\nJ Coin_Rain\nNOP\n;Check if player in last place\nLoserTest:\nJAL GetCurrentPlayerIndex\nNOP\nJAL GetPlayerPlacement\nMOVE A0 V0\nLI S2 3\nBEQ V0 S2 Spiny_Rain ;Does current player have a rank of 3? (last)\nNOP\nJ Coin_Rain\nNOP\n;CHECKS MISSFIRE2 END==========================================\n\n;OPPONENT WIN COINS START------------------------------------------\nCoin_Rain:\nLI S0 0x0 ; Begin with Player 1\n\nRESTART:\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\n\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 rewait\nNOP\n\nBEQ V0 S0 renextplayer ; If the current player is S0, skip them\nNOP\n\nMOVE A0 S0 ; A0 = S0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nADDIU A1 R0 5\nMOVE A0 S0 ; A0 = S0\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLI A1 5\n\nrenextplayer:\nADDIU S0 S0 1 ; Add 1 to S0 to check next player\nJ RESTART\nNOP\n\nrewait:\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\n\nLUI A1 hi(Blizzard_Miss)\nADDIU A1 A1 lo(Blizzard_Miss)\n\nJ Window_Exit\nNOP\n;OPPONENT WIN COINS END--------------------------------------------\n\n;OPPONENT LOOSE COINS START------------------------------------------\nSpiny_Rain:\nLI S0 0x0 ; Begin with Player 1\n\nSTART:\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\n\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 wait\nNOP\n\nBEQ V0 S0 nextplayer ; If the current player is S0, skip them\nNOP\n\nMOVE A0 S0 ; A0 = S0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nADDIU A1 R0 -5\nMOVE A0 S0 ; A0 = S0\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLI A1 -5\n\nnextplayer:\nADDIU S0 S0 1 ; Add 1 to S0 to check next player\nJ START\nNOP\n\nwait:\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\n\nLUI A1 hi(Blizzard_Hit)\nADDIU A1 A1 lo(Blizzard_Hit)\n;OPPONENT LOOSE COINS END--------------------------------------------\nWindow_Exit:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x37 ; Character image (Giant Mr. Blizzard)\n\nADDU A2 R0 R0\nJAL ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nexit:\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Load Current Player Index\nLI A1 -1 ; Set player's idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\nLW RA 76(SP)\nLW S1 72(SP)\nLW S2 68(SP)\nLW S0 64(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nBlizzard_Start:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"The sky is looking cloudy today\"\n.byte 0x85, 0x85, 0x85 ; Periods (...)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t worry\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll shelter you from it\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nBlizzard_Miss:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oops\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" False alarm\"\n.byte 0x85, 0x85, 0x85 ; Periods (...)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"It was just a bunch of coins\"\n.byte 0x85, 0x85, 0x85 ; Periods (...)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nBlizzard_Hit:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Phew\"\n.byte 0x82 ; Comma (,)\n.ascii \" It finally stopped\"\n.byte 0x85, 0x85, 0x85 ; Periods (...)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m glad you weren\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t hurt\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGetCurrentPlayerStarCount:\nADDIU SP SP -40\nSW RA 36(SP)\nJAL GetPlayerStruct\nLI A0, -1\nLBU V0, 0x000A (v0) ;load current player star count to V0\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nGetCurrentPlayerCoinCount:\nADDIU SP SP -40\nSW RA 36(SP)\nJAL GetPlayerStruct\nLI A0, -1\nLHU V0, 0x0006 (v0) ;load current player coin count to V0\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nGetFirstPlaceStarCount:\nADDIU SP SP -40\nSW RA 36(SP)\nLI T0 0x0\n;Test if player one is in first place\nJAL GetPlayerPlacement\nLI A0 0x0\nBEQ T0 V0 GetPlayerOneStarCount\nNOP\n;Test if player two is in first place\nJAL GetPlayerPlacement\nLI A0 0x1\nBEQ T0 V0 GetPlayerTwoStarCount\nNOP\n;Test if player three is in first place\nJAL GetPlayerPlacement\nLI A0 0x2\nBEQ T0 V0 GetPlayerThreeStarCount\nNOP\n;Test if player four is in first place\nJAL GetPlayerPlacement\nLI A0 0x3\nBEQ T0 V0 GetPlayerFourStarCount\nNOP\n;Get player one star count into V0\nGetPlayerOneStarCount:\nLUI V0 hi(p1_stars)\nADDIU V0 V0 lo(p1_stars)\nLBU V0 0(V0)\nJ starcountend\nNOP\n;Get player two star count into V0\nGetPlayerTwoStarCount:\nLUI V0 hi(p2_stars)\nADDIU V0 V0 lo(p2_stars)\nLBU V0 0(V0)\nJ starcountend\nNOP\n;Get player three star count into V0\nGetPlayerThreeStarCount:\nLUI V0 hi(p3_stars)\nADDIU V0 V0 lo(p3_stars)\nLBU V0 0(V0)\nJ starcountend\nNOP\n;Get player four star count into V0\nGetPlayerFourStarCount:\nLUI V0 hi(p4_stars)\nADDIU V0 V0 lo(p4_stars)\nLBU V0 0(V0)\nstarcountend:\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40"},"Slowing Snifit":{"language":0,"code":"; NAME: Slowing Snifit\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|SpaceDirection\n; PARAM: Boolean|Rubberbanding\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP) ;holds rubberbanding value\nSW S2 68(SP) ;used to store various values\nSW S3 64(SP) ;used for window display\nSW S4 60(SP) ;used for the curse flags\nSW S0 56(SP) ;used to store various values\n\nJAL PlaySound \nLI A0 0x2A5 ; Shy Guy Voice Index\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Load Current Player Index\nLI A1 -1 ; Set player's idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate Player Model Towards Space===\nLI A0 -1 ; Load Current Player Index\nLI A1 10 ; Frames it takes to turn\nJAL 0x800ED20C ; RotatePlayerModel function\nLI A2 SpaceDirection ; Space Index to face towards\n\n;FIRST WINDOW=========================================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x9 ; Character image (Whomp)\nLUI A1 hi(Snifit_Message)\nADDIU A1 A1 lo(Snifit_Message)\n\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;FIRST WINDOW END=====================================================\n\n;CHECK FOR RUBBERBAND=================================================\nLI S1 Rubberbanding\nBNE S1 R0 TestTest ; if yes, do the checks\nNOP ; If not, randomly pick\n;CHECK FOR RUBBERBAND END=============================================\n\n;COMPLETLY RANDOM PICK===============================================\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 175 ; Is the number less than 175?\nBNE S0 R0 Bad_Curse\nNOP\n\nJ Good_Curse\nNOP\n;COMPLETLY RANDOM PICK END===========================================\n\n;CHECKS MISSFIRE1===============================================\nTestTest:\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 80 ; Is the number less than 80?\nBNE S0 R0 PositionTest\nNOP\n\nSLTI S0 V0 160 ; Is the number less than 160?\nBNE S0 R0 HappeningTest\nNOP\n\nSLTI S0 V0 240 ; Is the number less than 240?\nBNE S0 R0 CoinTest\nNOP\n\nJ RankingTest\nNOP\n;CHECKS MISSFIRE1 END===========================================\n\n;CHECKS MISSFIRE2===============================================\n;Check if same number of stars as first place\nPositionTest:\nJAL GetCurrentPlayerStarCount\nNOP\nMOVE S2 V0 ; S2 = V0\nJAL GetFirstPlaceStarCount \nNOP\nBEQ S2 V0 Good_Curse\nNOP\nJ Bad_Curse\nNOP\n\n;Check if player has happening star\nHappeningTest:\nJAL GetCurrentPlayerHappeningStarCount\nLI S2 0x1;\nADDU S1 S2 V0 ; Add S2 to the value\n\nLUI S2 hi(p1_happening_space_count)\nADDIU S2 S2 lo(p1_happening_space_count) ; Loading P1 ?STAR\nLBU S2 0(S2)\n\nSLT S0 S1 S2 ; Is P1 Happening Star higher than current player?\nNOP\nBNE S0 R0 Good_Curse\nNOP\n\nLUI S2 hi(p2_happening_space_count)\nADDIU S2 S2 lo(p2_happening_space_count) ; Loading P2 ?STAR\nLBU S2 0(S2)\n\nSLT S0 S1 S2 ; Is P2 Happening Star higher than current player?\nNOP\nBNE S0 R0 Good_Curse\nNOP\n\nLUI S2 hi(p3_happening_space_count)\nADDIU S2 S2 lo(p3_happening_space_count) ; Loading P3 ?STAR\nLBU S2 0(S2)\n\nSLT S0 S1 S2 ; Is P3 Happening Star higher than current player?\nNOP\nBNE S0 R0 Good_Curse\nNOP\n\nLUI S2 hi(p4_happening_space_count)\nADDIU S2 S2 lo(p4_happening_space_count) ; Loading P4 ?STAR\nLBU S2 0(S2)\n\nSLT S0 S1 S2 ; Is P4 Happening Star higher than current player?\nNOP\nBNE S0 R0 Good_Curse\nNOP\n\nJ Bad_Curse\nNOP\n\n;Check if 20 coins or more\nCoinTest:\nLI A1 20 ; A1 = The ammount of Coins to check for\nJAL PlayerHasCoins ; Checks if Player has that ammount of Coins\nNOP\nBNE V0 R0 Good_Curse\nNOP\nJ Bad_Curse\nNOP\n\n;Check if Last Place or First Place\nRankingTest:\nJAL GetCurrentPlayerIndex\nNOP\nJAL GetPlayerPlacement\nMOVE A0 V0\nLI S2 0\nBEQ V0 S2 Good_Curse ;Does current player have a rank of 0? (first)\nNOP\nJAL GetCurrentPlayerIndex\nNOP\nJAL GetPlayerPlacement\nMOVE A0 V0\nLI S2 3\nBEQ V0 S2 Good_Curse ;Does current player have a rank of 3? (last)\nNOP\nJ Bad_Curse\nNOP\n;CHECKS MISSFIRE2 END===========================================\nGood_Curse:\nJAL PlaySound ; Play Poison Sound\nLI A0 0x8C\nLI S3 1 ; For window display\n\nLI A0 -1 ; Load Current Player Index\nLI A1 -1 ; Set player's idle animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop the animation\n\nJAL SleepProcess ; Sleeps for 15 frames\nADDIU A0 R0 15\n\nJAL PlaySound ; Play Poison Hit Sound\nLI A0 0xA7\n\nJAL SleepProcess ; Sleeps for 30 frames\nADDIU A0 R0 30\n\nJAL GetPlayerStruct\nLI A0, -1\nLBU T0 0x17(V0) ; Load value of status flags into T1, u8 so it is only LBU/SB\nORI T0 T0 0x28 ; This will add the purple bowser head to your status flags, but also keep whatever status flags you also had originally\nSB T0 0x17(V0)\nJ Rest_Curse\nNOP\nBad_Curse:\nJAL PlaySound ; Play Poison Sound\nLI A0 0x8C\nLI S3 0 ; For window display\n\nLI A0 -1 ; Load Current Player Index\nLI A1 -1 ; Set player's idle animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop the animation\n\nJAL SleepProcess ; Sleeps for 15 frames\nADDIU A0 R0 15\n\nJAL PlaySound ; Play Poison Hit Sound\nLI A0 0xA7\n\nJAL SleepProcess ; Sleeps for 30 frames\nADDIU A0 R0 30\n\nJAL GetPlayerStruct\nLI A0, -1\nLBU T0 0x17(V0) ; Load value of status flags into T1, u8 so it is only LBU/SB\nORI T0 T0 0xD0 ; This will add the green bowser head to your status flags, but also keep whatever status flags you also had originally\nSB T0 0x17(V0)\nJ Rest_Curse\nNOP\n;POISON START-------------------------------------------------------\nRest_Curse:\nJAL PlaySound ; Play Mud Effect Sound\nLI A0 0x0D\n\nLI A0 -1 ; Load Current Player Index\nLI A1 3 ; Set player's sad animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop the animation\n\nJAL GetCurrentPlayerIndex ; Player Index located at V0\nNOP\n\nadd S0, R0, V0 ;Transfer it to S0\n\nLI S2 0x0\nBEQ S0 S2 PoisonP1 ; If it's Player 1, poison to P1\nNOP\nLI S2 0x1\nBEQ S0 S2 PoisonP2 ; If it's Player 2, poison to P2\nNOP\nLI S2 0x2\nBEQ S0 S2 PoisonP3 ; If it's Player 3, poison to P3\nNOP\nLI S2 0x3\nBEQ S0 S2 PoisonP4 ; If it's Player 4, poison to P4\nNOP\n;POISON END---------------------------------------------------------\n\n;=====POISONP1START=====\nPoisonP1:\nLI S2 0x1\nLUI S4 hi(0x800CD0AF)\nADDIU S4 S4 lo(0x800CD0AF) ; Loading RAM address of the Curse Flags\nLBU S1 0(S4)\n\nadd S1, S1, S2 ; Add the P1 bit to the curse value\nSB S1 0(S4) ; And send it to the curse address\n\nBNE S3 R0 BadCurseWindow ;check if S3 = 0\nNOP\nJ GoodCurseWindow\nNOP\n;=====POISONP1END=======\n\n;=====POISONP2START=====\nPoisonP2:\nLI S2 0x2\nLUI S4 hi(0x800CD0AF)\nADDIU S4 S4 lo(0x800CD0AF) ; Loading RAM address of the Curse Flags\nLBU S1 0(S4)\n\nadd S1, S1, S2 ; Add the P2 bit to the curse value\nSB S1 0(S4) ; And send it to the curse address\n\nBNE S3 R0 BadCurseWindow ;check if S3 = 0\nNOP\nJ GoodCurseWindow\nNOP\n;=====POISONP2END=======\n\n;=====POISONP3START=====\nPoisonP3:\nLI S2 0x4\nLUI S4 hi(0x800CD0AF)\nADDIU S4 S4 lo(0x800CD0AF) ; Loading RAM address of the Curse Flags\nLBU S1 0(S4)\n\nadd S1, S1, S2 ; Add the P3 bit to the curse value\nSB S1 0(S4) ; And send it to the curse address\n\nBNE S3 R0 BadCurseWindow ;check if S3 = 0\nNOP\nJ GoodCurseWindow\nNOP\n;=====POISONP3END=======\n\n;=====POISONP4START=====\nPoisonP4:\nLI S2 0x8\nLUI S4 hi(0x800CD0AF)\nADDIU S4 S4 lo(0x800CD0AF) ; Loading RAM address of the Curse Flags\nLBU S1 0(S4)\n\nadd S1, S1, S2 ; Add the P4 bit to the curse value\nSB S1 0(S4) ; And send it to the curse address\n\nBNE S3 R0 BadCurseWindow ;check if S3 = 0\nNOP\nJ GoodCurseWindow\nNOP\n;=====POISONP4END=======\n\n;=====BADWINDOWSTART=====\nBadCurseWindow:\nLUI A1 hi(Poison_Message)\nADDIU A1 A1 lo(Poison_Message)\n\nJ Window_Exit\nNOP\n;=====BADWINDOWEND=====\n\n;=====GOODWINDOWSTART=====\nGoodCurseWindow:\nLUI A1 hi(Reverse_Message)\nADDIU A1 A1 lo(Reverse_Message)\n\nJ Window_Exit\nNOP\n;=====GOODWINDOWEND=====\n\nWindow_Exit:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\n\nADDU A2 R0 R0\nJAL ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nexit:\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Load Current Player Index\nLI A1 -1 ; Set player's idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\nLW RA 76(SP)\nLW S1 72(SP)\nLW S2 68(SP)\nLW S3 64(SP)\nLW S4 60(SP)\nLW S0 56(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nSnifit_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"pant\"\n.byte 0x82 ; Comma (,)\n.ascii \" pant\"\n.byte 0x82 ; Comma (,)\n.ascii \" pant\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.ascii \"sorry if my sweat got on you\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nPoison_Message:\n.ascii \"You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve been \"\n.byte 0x04 ; Purple Font\n.ascii \"poisoned\"\n.byte 0x08 ; White Font\n.byte 0x85, 0x85, 0x85 ; Periods (...)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nReverse_Message:\n.ascii \"You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve been \"\n.byte 0x05 ; Green Font\n.ascii \"poisoned\"\n.byte 0x08 ; White Font\n.byte 0x85, 0x85, 0x85 ; Periods (...)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGetCurrentPlayerHappeningStarCount:\nADDIU SP SP -40\nSW RA 36(SP)\nJAL GetPlayerStruct\nLI A0, -1\nLBU V0, 0x002C (v0) ;load current player happening star count to V0\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nGetCurrentPlayerStarCount:\nADDIU SP SP -40\nSW RA 36(SP)\nJAL GetPlayerStruct\nLI A0, -1\nLBU V0, 0x000A (v0) ;load current player star count to V0\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nGetFirstPlaceStarCount:\nADDIU SP SP -40\nSW RA 36(SP)\nLI T0 0x0\n;Test if player one is in first place\nJAL GetPlayerPlacement\nLI A0 0x0\nBEQ T0 V0 GetPlayerOneStarCount\nNOP\n;Test if player two is in first place\nJAL GetPlayerPlacement\nLI A0 0x1\nBEQ T0 V0 GetPlayerTwoStarCount\nNOP\n;Test if player three is in first place\nJAL GetPlayerPlacement\nLI A0 0x2\nBEQ T0 V0 GetPlayerThreeStarCount\nNOP\n;Test if player four is in first place\nJAL GetPlayerPlacement\nLI A0 0x3\nBEQ T0 V0 GetPlayerFourStarCount\nNOP\n;Get player one star count into V0\nGetPlayerOneStarCount:\nLUI V0 hi(p1_stars)\nADDIU V0 V0 lo(p1_stars)\nLBU V0 0(V0)\nJ starcountend\nNOP\n;Get player two star count into V0\nGetPlayerTwoStarCount:\nLUI V0 hi(p2_stars)\nADDIU V0 V0 lo(p2_stars)\nLBU V0 0(V0)\nJ starcountend\nNOP\n;Get player three star count into V0\nGetPlayerThreeStarCount:\nLUI V0 hi(p3_stars)\nADDIU V0 V0 lo(p3_stars)\nLBU V0 0(V0)\nJ starcountend\nNOP\n;Get player four star count into V0\nGetPlayerFourStarCount:\nLUI V0 hi(p4_stars)\nADDIU V0 V0 lo(p4_stars)\nLBU V0 0(V0)\nstarcountend:\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40"},"Bowser Revolution":{"language":0,"code":"; NAME: Bowser Revolution\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|Tax\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to give every player\n;            a fixed amount of coins except for the player who lands\n;            or passes through the space.\n;====================================================================\n.align 0x10\nADDIU sp, sp, -0x200\nSW RA 36(SP)\nSW S0 32(SP)\nSW S1 28(SP)\nSW S2 24(SP)\nSW S3 20(SP)\nSW S4 16(SP)\nSW S5 12(SP)\nSW S6 8(SP)\nSW S7 4(SP)\n\n\n;DONT DELETE BELOW-------------------------------------------------------\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nJAL PlaySound\nADDIU A0 R0 0x29D ; Bowser Growl\nLI A0 4 ; Character image (Game Guy)\nLUI A1 hi(Message)\nADDIU A1 A1 lo(Message) ; This needs to be here to not crash\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\n\nJAL 0x800EC9DC ; I think these have to be here for messages\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI S6 100 ; High number for accurate division\nLI S7 Tax\n;FROM PLAYER TO POT----------------------------------------------------\nLI S0 0x0 ; Begin with Player 1\n\nSTART:\nNOP\n\nMOVE A0 S0\n\nJAL GetPlayerStruct\nNOP\nLHU S5, 0x000A (V0); Put into S5\nLI T0 100\n;MULT S5 T0 ; Test this later\n;MFLO S5\n\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 wait\nNOP\n\nDIVU S6 S7\nMFLO S1 ; This should create divisor for player's coins\nNOP\nNOP\nDIVU S5 S1 ;\nMFLO S5 ; This should create amount of coins from player to pot\nNOP\n\n;LI T0 100 ;Try to debug this for precise dividing\n;DIVU S5 T0 \n;MFLO S5 \n;NOP\n\nMOVE A0 S0 ; Current Player's Index moved to A0\nSUBU A1 R0 S5 ; Amount player loses\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nNOP\n\n\nADDIU S0 S0 1 ; Add 1 to S0 to check next player\nADDU S3 S3 S5 ; Add to pot\n\nJ START\nNOP\n\n;WAIT START----------------------------------------------------------\nwait:\nADDIU A0 R0 30 ; Amount of frames the game waits for coin handouts\nJAL SleepProcess\nNOP\n\n;WAIT END------------------------------------------------------------\n\n\nLI T0 4 \nDIVU S3 T0\nMFLO S3 ; This should create amount player gets\n\nHandOut:\n;FROM POT TO PLAYER------------------------------------------------------\nLI S0 0x0 ; Begin with Player 1\n\nSTARTAGAIN:\nNOP\n\n\n\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 waitagain\nNOP\n\nMOVE A0 S0 ; Current Player's Index moved to A0\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nADDU A1 R0 S3 ; Amount player gets\n\n\n\nADDIU S0 S0 1 ; Add 1 to S0 to check next player\nJ STARTAGAIN\n\nExit:\n;WAIT START----------------------------------------------------------\nwaitagain:\nADDIU A0 R0 30 ; Amount of frames the game waits for coin handouts\nJAL SleepProcess\nNOP\n;WAIT END------------------------------------------------------------\n\nLW S7 4(SP)\nLW S6 8(SP)\nLW S5 12(SP)\nLW S4 16(SP)\nLW S3 20(SP)\nLW S2 24(SP)\nLW S1 28(SP)\nLW S0 32(SP)\nLW RA 36(SP)\nJR RA\nADDIU sp, sp, 0x200\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 10\nMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Everyone will \"\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"share their\"\n.byte 0x07 ; Blue font\n.ascii \" coins, so they can gamble more\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture"},"Prediction of Jeanie":{"language":0,"code":"; NAME: Prediction of Jeanie\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|SpaceDirection\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP) ;holds plant number\nSW S2 68(SP) ;used to store various values\nSW S3 64(SP) ;holds the RAM address 1 of CW\nSW S4 60(SP) ;used for warp & curse values\nSW S5 56(SP) ;holds the value of the RAM address 1 of CW\nSW S6 52(SP) ;used for the Nipper event\nSW S0 48(SP) ;used to store various values\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Load Current Player Index\nLI A1 -1 ; Set player's idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate Player Model Towards Space===\nLI A0 -1 ; Load Current Player Index\nLI A1 10 ; Frames it takes to turn\nJAL 0x800ED20C ; RotatePlayerModel function\nLI A2 SpaceDirection ; Space Index to face towards\n\n;FIRST WINDOW===============================================\nJAL PlaySound ; Play Sparkles Sound\nLI A0 0x11B\n\nJAL SleepProcess ; Sleeps for 40 frames\nADDIU A0 R0 40\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3C ; Character image (Jeanie)\nLUI A1 hi(Prediction_Start)\nADDIU A1 A1 lo(Prediction_Start)\n\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlaySound ; Play Magic Power Sound\nLI A0 0x11A\n\nJAL SleepProcess ; Sleeps for 20 frames\nADDIU A0 R0 20\n;FIRST WINDOW END===========================================\n\n;SELECTION OF WINDOW===========================================\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 80 ; Is the number less than 80?\nBNE S0 R0 HappeningTest\nNOP\n\nSLTI S0 V0 160 ; Is the number less than 160?\nBNE S0 R0 CoinTest\nNOP\n\nSLTI S0 V0 240 ; Is the number less than 240?\nBNE S0 R0 GameTest\nNOP\n\nJ LeadingTest\nNOP\n;END SELECTION OF WINDOW=======================================\n\n;REST OF THE WINDOW===================================================\nRestWindow:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3C ; Character image (Jeanie)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL SleepProcess ; Sleeps for 15 frames\nADDIU A0 R0 15\n\nJ exit\nNOP\n;REST OF THE WINDOW END===============================================\n\n;CHECKS FOR BONUS STARS===========================================\n;HAPPENING STAR\nHappeningTest:\nJAL GetCurrentPlayerHappeningStarCount\nLI S2 0x2;\nADDU S1 S2 V0 ; Add S2 to the value\n\nLUI S2 hi(p1_happening_space_count)\nADDIU S2 S2 lo(p1_happening_space_count) ; Loading P1 ?STAR\nLBU S2 0(S2)\n\nSLT S0 S1 S2; Is P1 Happening Star higher than current player?\nNOP\nBNE S0 R0 NormalWindow \nNOP\n\nLUI S2 hi(p2_happening_space_count)\nADDIU S2 S2 lo(p2_happening_space_count) ; Loading P2 ?STAR\nLBU S2 0(S2)\n\nSLT S0 S1 S2; Is P2 Happening Star higher than current player?\nNOP\nBNE S0 R0 NormalWindow\nNOP\n\nLUI S2 hi(p3_happening_space_count)\nADDIU S2 S2 lo(p3_happening_space_count) ; Loading P3 ?STAR\nLBU S2 0(S2)\n\nSLT S0 S1 S2; Is P3 Happening Star higher than current player?\nNOP\nBNE S0 R0 NormalWindow\nNOP\n\nLUI S2 hi(p4_happening_space_count)\nADDIU S2 S2 lo(p4_happening_space_count) ; Loading P4 ?STAR\nLBU S2 0(S2)\n\nSLT S0 S1 S2; Is P4 Happening Star higher than current player?\nNOP\nBNE S0 R0 NormalWindow\nNOP\n\nJ HappeningWindow\nNOP\n;COIN STAR\nCoinTest:\nJAL GetCurrentPlayerCoinStarCount\nLUI S2 hi(bank_coin_total)\nADDIU S2 S2 lo(bank_coin_total) ; Loading coins in bank in S2\nLHU S2 0(S2)\nADDU S1 S2 V0 ; Add S2 to the value\n\nLUI S2 hi(p1_coin_star)\nADDIU S2 S2 lo(p1_coin_star) ; Loading P1 $STAR\nLHU S2 0(S2)\n\nSLT S0 S1 S2; Is P1 Coin Star higher than current player?\nNOP\nBNE S0 R0 NormalWindow\nNOP\n\nLUI S2 hi(p2_coin_star)\nADDIU S2 S2 lo(p2_coin_star) ; Loading P2 $STAR\nLHU S2 0(S2)\n\nSLT S0 S1 S2; Is P2 Coin Star higher than current player?\nNOP\nBNE S0 R0 NormalWindow\nNOP\n\nLUI S2 hi(p3_coin_star)\nADDIU S2 S2 lo(p3_coin_star) ; Loading P3 $STAR\nLHU S2 0(S2)\n\nSLT S0 S1 S2; Is P3 Coin Star higher than current player?\nNOP\nBNE S0 R0 NormalWindow\nNOP\n\nLUI S2 hi(p4_coin_star)\nADDIU S2 S2 lo(p4_coin_star) ; Loading P4 $STAR\nLHU S2 0(S2)\n\nSLT S0 S1 S2; Is P4 Coin Star higher than current player?\nNOP\nBNE S0 R0 NormalWindow\nNOP\n\nJ CoinWindow\nNOP\n;GAME STAR\nGameTest:\nJAL GetCurrentPlayerMiniGameStarCount\nLUI S2 hi(current_turn)\nADDIU S2 S2 lo(current_turn) ; Loading current turn number in S2\nLBU S2 0(S2)\nADDU S1 S2 V0 ; Add S2 to the value\n\nLUI S2 hi(p1_minigame_star)\nADDIU S2 S2 lo(p1_minigame_star) ; Loading P1 GSTAR\nLHU S2 0(S2)\n\nSLT S0 S1 S2; Is P1 MiniGame Star higher than current player?\nNOP\nBNE S0 R0 NormalWindow\nNOP\n\nLUI S2 hi(p2_minigame_star)\nADDIU S2 S2 lo(p2_minigame_star) ; Loading P2 GSTAR\nLHU S2 0(S2)\n\nSLT S0 S1 S2; Is P2 MiniGame Star higher than current player?\nNOP\nBNE S0 R0 NormalWindow\nNOP\n\nLUI S2 hi(p3_minigame_star)\nADDIU S2 S2 lo(p3_minigame_star) ; Loading P3 GSTAR\nLHU S2 0(S2)\n\nSLT S0 S1 S2; Is P3 MiniGame Star higher than current player?\nNOP\nBNE S0 R0 NormalWindow\nNOP\n\nLUI S2 hi(p4_minigame_star)\nADDIU S2 S2 lo(p4_minigame_star) ; Loading P4 GSTAR\nLHU S2 0(S2)\n\nSLT S0 S1 S2; Is P4 MiniGame Star higher than current player?\nNOP\nBNE S0 R0 NormalWindow\nNOP\n\nJ GameWindow\nNOP\n;LEADER TEST\nLeadingTest:\nJAL GetCurrentPlayerStarCount\nNOP\nMOVE S2 V0 ; S2 = V0\nJAL GetFirstPlaceStarCount\nNOP\nBEQ S2 V0 LeadingRandom ;Does current player have the same number of stars as first place?\nNOP\nJ NormalWindow\nNOP\n;LEADER RANDOM\nLeadingRandom:\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 80 ; Is the number less than 80?\nBNE S0 R0 HappeningWindow\nNOP\n\nSLTI S0 V0 160 ; Is the number less than 160?\nBNE S0 R0 CoinWindow\nNOP\n\nSLTI S0 V0 240 ; Is the number less than 240?\nBNE S0 R0 GameWindow\nNOP\n\nJ NormalWindow\nNOP\n;CHECKS FOR BONUS STARS END=======================================\n\n;ALL THE WINDOWS===============================================\nHappeningWindow:\nLUI A1 hi(Prediction_Happening)\nADDIU A1 A1 lo(Prediction_Happening)\n;Implement text of the window\nJ RestWindow\nNOP\nGameWindow:\nLUI A1 hi(Prediction_Minigame)\nADDIU A1 A1 lo(Prediction_Minigame)\n;Implement text of the window\nJ RestWindow\nNOP\nCoinWindow:\nLUI A1 hi(Prediction_Coin)\nADDIU A1 A1 lo(Prediction_Coin)\n;Implement text of the window\nJ RestWindow\nNOP\nNormalWindow:\nLUI A1 hi(Prediction_Nothing)\nADDIU A1 A1 lo(Prediction_Nothing)\n;Implement text of the window\nJ RestWindow\nNOP\n;ALL THE WINDOWS END===========================================\nexit:\n;===Set Player Idle Animation===\nLI A0 -1 ; Load Current Player Index\nLI A1 -1 ; Set player's idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\nLW RA 76(SP)\nLW S1 72(SP)\nLW S2 68(SP)\nLW S3 64(SP)\nLW S4 60(SP)\nLW S5 56(SP)\nLW S6 52(SP)\nLW S0 48(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nPrediction_Start:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"FUNGUS\"\n.byte 0x3D ; - (minus)\n.ascii \"POCUS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"My crystal ball is telling me\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nPrediction_Happening:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x05 ; Green Font\n.ascii \"That YOU have the Happening Star\"\n.byte 0x85 ; Period (.)\n.byte 0x08 ; White Font\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Hmph\"\n.byte 0x82 ; Comma (,)\n.ascii \" no skill\"\n.byte 0x82 ; Comma (,)\n.ascii \" all luck\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nPrediction_Minigame:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x06 ; Blue font\n.ascii \"That YOU have the MiniGame Star\"\n.byte 0x85 ; Period (.)\n.byte 0x08 ; White Font\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Just let them win one minigame\"\n.byte 0x82 ; Comma (,)\n.ascii \" geez\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nPrediction_Coin:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x07 ; Yellow Font\n.ascii \"That YOU have the Coin Star\"\n.byte 0x85 ; Period (.)\n.byte 0x08 ; White Font\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Hey\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Stop hoarding coins already\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nPrediction_Nothing:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x04 ; Purple Font\n.ascii \"That YOU have NO Bonus Stars\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x08 ; White Font\n.ascii \"Do you think that\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s how you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re going to win\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGetCurrentPlayerCharacterString:\nADDIU SP SP -40\nSW RA 36(SP)\nJAL GetPlayerStruct ; get player struct at V0\nLI A0, -1\nLBU T2 0x3(V0) ; load character value into T2 from offset of player struct\nLI T0 0x1c00 ; add the needed value\nADDU V0 T2 T0 ; send it to V0\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nGetCurrentPlayerHappeningStarCount:\nADDIU SP SP -40\nSW RA 36(SP)\nJAL GetPlayerStruct\nLI A0, -1\nLBU V0, 0x002C (v0) ;load current player happening star count to V0\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nGetCurrentPlayerCoinStarCount:\nADDIU SP SP -40\nSW RA 36(SP)\nJAL GetPlayerStruct\nLI A0, -1\nLHU V0, 0x002A (v0) ;load current player coin star count to V0\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nGetCurrentPlayerMiniGameStarCount:\nADDIU SP SP -40\nSW RA 36(SP)\nJAL GetPlayerStruct\nLI A0, -1\nLHU V0, 0x0028 (v0) ;load current player minigame star count to V0\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nGetCurrentPlayerStarCount:\nADDIU SP SP -40\nSW RA 36(SP)\nJAL GetPlayerStruct\nLI A0, -1\nLBU V0, 0x000A (v0) ;load current player star count to V0\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nGetCurrentPlayerCoinCount:\nADDIU SP SP -40\nSW RA 36(SP)\nJAL GetPlayerStruct\nLI A0, -1\nLHU V0, 0x0006 (v0) ;load current player coin count to V0\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nGetFirstPlaceStarCount:\nADDIU SP SP -40\nSW RA 36(SP)\nLI T0 0x0\n;Test if player one is in first place\nJAL GetPlayerPlacement\nLI A0 0x0\nBEQ T0 V0 GetPlayerOneStarCount\nNOP\n;Test if player two is in first place\nJAL GetPlayerPlacement\nLI A0 0x1\nBEQ T0 V0 GetPlayerTwoStarCount\nNOP\n;Test if player three is in first place\nJAL GetPlayerPlacement\nLI A0 0x2\nBEQ T0 V0 GetPlayerThreeStarCount\nNOP\n;Test if player four is in first place\nJAL GetPlayerPlacement\nLI A0 0x3\nBEQ T0 V0 GetPlayerFourStarCount\nNOP\n;Get player one star count into V0\nGetPlayerOneStarCount:\nLUI V0 hi(p1_stars)\nADDIU V0 V0 lo(p1_stars)\nLBU V0 0(V0)\nJ starcountend\nNOP\n;Get player two star count into V0\nGetPlayerTwoStarCount:\nLUI V0 hi(p2_stars)\nADDIU V0 V0 lo(p2_stars)\nLBU V0 0(V0)\nJ starcountend\nNOP\n;Get player three star count into V0\nGetPlayerThreeStarCount:\nLUI V0 hi(p3_stars)\nADDIU V0 V0 lo(p3_stars)\nLBU V0 0(V0)\nJ starcountend\nNOP\n;Get player four star count into V0\nGetPlayerFourStarCount:\nLUI V0 hi(p4_stars)\nADDIU V0 V0 lo(p4_stars)\nLBU V0 0(V0)\nstarcountend:\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40"},"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"},"Pay to Warp (MP3)":{"language":0,"code":"; NAME: Pay to Warp (MP3)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|SpaceToFace\n; PARAM: +Number|Price\n; PARAM: Space[]|Destinations\n; PARAM: Space[]|Dest1Forward\n; PARAM: Space[]|Dest1Behind\n; PARAM: Space[]|Dest2Behind\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)\n\n; S0 = Current Player Struct\n; S1 = Prompt Choice / Reverse Flag\n; S2 = Price / Destination Array\n; S3 = Randomised Destination\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 Space===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotatePlayerModel\nLI A2 SpaceToFace ; Face space\n\n;===Check for Coins===\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\nLI A2 Price ; Convert price to text string\n\nLBU A0 0x1D(S0) ; Pass current player index on A0\nJAL PlayerHasCoins\nLI A1 Price ; Check for coins\n\nBEQZ V0 NoCoins ; If V0 = 0, go to NoCoins\nLI S2 Price ; Load Price into S3\n\n;===Start Prompt===\nJAL PlaySound\nLI A0 0x195 ; Blooper voice\n\nStartPrompt:\nLI A0 1 ; Display prompt\nLUI A1 hi(WarpPrompt)\nADDIU A1 A1 lo(WarpPrompt) ; Display WarpPrompt\nLUI A2 hi(CoinString)\nJAL CallMessage\nADDIU A2 A2 lo(CoinString) ; String #1 (Price)\n\nJAL RNGPercentChance\nLI A0 50 ; 50% chance of V0 = 1\n\n; Get the selection, either from the player or CPU.\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 2 ; Pick whatever is in A1 as AI's Choice\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; A1 now has the AI's decision\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 player's destination based on the choice.\nBEQZ S1 SayYes ; If V0 = 0, say yes\nNOP\nLI T0 1\nBEQ S1 T0 SayNo ; If V0 = 1, say no\nNOP\n; else pick \"View map\"\nJAL ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Say Yes===\nSayYes:\nLBU A0 0x1D(S0) ; Pass current player index on A0\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S2 ; Pay coins\n\nLBU A0 0x1D(S0) ; Pass current player index on A0\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S2 ; Pay coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Say Yes Message===\nSkipLoseCoins:\nJAL PlaySound\nLI A0 0x195 ; Blooper voice\n\nLI A0 0 ; Display message\nLUI A1 hi(YesMessage)\nADDIU A1 A1 lo(YesMessage) ; Display YesMessage\nJAL CallMessage\nLI A2 0 ; No string\n\n;===Fade-out and Sound===\nLI A0 1 ; Assigns circle 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 PlaySound\nLI A0 0x107 ; Warp Block sound\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames for sound\n\n;===Determine Destination===\nJAL GetRandomByte ; Get random byte (0-255) at V0\nNOP\nLI T0 Destinations_length ; Load no. of destinations into T0\nDIVU V0 T0 ; Divide V0 by T0\nMFHI S3 ; Move the remainder into S3\n\nLUI S2 hi(DestinationArray)\nADDIU S2 S2 lo(DestinationArray)\nADDU S2 S2 S3 ; Add random number to DestinationArray\n\n;===Set Destination===\nLUI T0 hi(DestChArray)\nADDIU T0 T0 lo(DestChArray) ; Load DestinationChainArray into T0\nADDU T0 T0 S3 ; Add to get randomised destination chain\nLUI T1 hi(DestChSpArray)\nADDIU T1 T1 lo(DestChSpArray) ; Load DestinationChainSpaceArray into T1\nADDU T1 T1 S3 ; Add to get randomised destination chain space\n\nLI A0 -1 ; Set current player\nLBU A1 0(T0) ; Pass Destination chain index on A1\nJAL SetPlayerOntoChain\nLBU A2 0(T1) ; Pass Destination chain space index on A2\n\n;===Check Reverse Status for Next===\nLBU T0 0x17(S0) ; Load status flags from offset of player struct\nANDI S1 T0 1 ; AND with 1 (going backwards)\nBNEZ S1 SetReverseNext ; If S1 = 1, set reverse next\nNOP\n; else, set forward next\n\n;===Set Forward Next===\nLUI T0 hi(Dest1FChArray)\nADDIU T0 T0 lo(Dest1FChArray) ; Load Dest1ForwardChainArray into T0\nADDU T0 T0 S3 ; Add to get randomised destination 1 forward chain\nLUI T1 hi(Dest1FChSpArray)\nADDIU T1 T1 lo(Dest1FChSpArray) ; Load Dest1ForwardChainSpaceArray into T1\nJ SetNext\nADDU T1 T1 S3 ; Add to get randomised destination 1 forward chain space\n\n;===Set Reverse Next===\nSetReverseNext:\nLUI T0 hi(Dest1BChArray)\nADDIU T0 T0 lo(Dest1BChArray) ; Load Dest1BehindChainArray into T0\nADDU T0 T0 S3 ; Add to get randomised destination 1 behind chain\nLUI T1 hi(Dest1BChSpArray)\nADDIU T1 T1 lo(Dest1BChSpArray) ; Load Dest1BehindChainSpaceArray into T1\nADDU T1 T1 S3 ; Add to get randomised destination 1 behind chain space\n\n;===Set Next===\nSetNext:\nLI A0 -1 ; Set current player\nLBU A1 0(T0) ; Pass next chain index on A1\nJAL SetNextChainAndSpace\nLBU A2 0(T1) ; Pass next chain space index on A2\n\nBNEZ S1 SetReversePrev ; If S1 = 1, set reverse prev\nNOP\n; else, set forward prev\n\n;===Set Forward Prev===\nLUI T0 hi(Dest1BChArray)\nADDIU T0 T0 lo(Dest1BChArray) ; Load Dest1BehindChainArray into T0\nADDU T0 T0 S3 ; Add to get randomised destination 1 behind chain\nLUI T1 hi(Dest1BChSpArray)\nADDIU T1 T1 lo(Dest1BChSpArray) ; Load Dest1BehindChainSpaceArray into T1\nJ SetPrev\nADDU T1 T1 S3 ; Add to get randomised destination 1 behind chain space\n\n;===Set Reverse Prev===\nSetReversePrev:\nLUI T0 hi(Dest2BChArray)\nADDIU T0 T0 lo(Dest2BChArray) ; Load Dest2BehindChainArray into T0\nADDU T0 T0 S3 ; Add to get randomised destination 2 behind chain\nLUI T1 hi(Dest2BChSpArray)\nADDIU T1 T1 lo(Dest2BChSpArray) ; Load Dest2BehindChainSpaceArray into T1\nADDU T1 T1 S3 ; Add to get randomised destination 2 behind chain space\n\n;===Set Prev===\nSetPrev:\nLI A0 -1 ; Set current player\nLBU A1 0(T0) ; Pass prev chain index on A1\nJAL SetPrevChainAndSpace\nLBU A2 0(T1) ; Pass prev chain space index on A2\n\n;===Set Player Coords===\nJAL GetSpaceData\nLBU A0 0(S2) ; Get Destination space data at V0\nLW T0 8(V0) ; Load space x coords into T0\nLW T1 16(V0) ; Load space y coords into T1\n\nLW T2 0x24(S0) ; Load coords pointer from offset of player struct\nSW T0 12(T2) ; Store space x coords into player coords\nSW T1 20(T2) ; Store space y coords into player coords\n\n;===Finish Warp===\nLI A0 -1 ; Set current player\nLI A1 1 ; Rotate in 1 frame\nJAL RotatePlayerModel\nLBU A2 0(S2) ; Face Destination space\n\nLI A0 1 ; Assigns circle 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;===Message and Turn Flag ON===\nLI A0 0 ; Display message\nLUI A1 hi(WarpedMessage)\nADDIU A1 A1 lo(WarpedMessage) ; Display WarpedMessage\nJAL CallMessage\nLI A2 0 ; No string\n\nJ Outro\nNOP\n\n;===Say No===\nSayNo:\nJAL PlaySound\nLI A0 0x195 ; Blooper voice\n\nLI A0 0 ; Display message\nLUI A1 hi(NoMessage)\nADDIU A1 A1 lo(NoMessage) ; Display NoMessage\nJAL CallMessage\nLI A2 0 ; No string\n\nJ Outro\nNOP\n\n;===No Coins Message===\nNoCoins:\nJAL PlaySound\nLI A0 0x195 ; Blooper voice\n\nLI A0 0 ; Display message\nLUI A1 hi(NoCoinsMessage)\nADDIU A1 A1 lo(NoCoinsMessage) ; Display NoCoinsMessage\nLUI A2 hi(CoinString)\nJAL CallMessage\nADDIU A2 A2 lo(CoinString) ; String #1 (Price)\n\n;===Show Dice Roll===\nOutro:\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\nexit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nLW S3 44(SP)\nJR RA\nADDIU SP SP 64\n\n;===Prep for Displaying Coin String===\n.align 16\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\n.align 16\nCoinString:\n.fill 8\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n; A0 / S0 = Message or Prompt\n; A1 = Message Address\n; A2 = String #1\n\nMOVE S0 A0 ; Copy A0 to S0\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3A ; Character image (-1 for none, 0x3A for Blooper)\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\n; Pass string #1 on A2\nJAL ShowMessage\nLI A3 0\n\nBNEZ S0 CallMessageExit ; If displaying a prompt, exit\nNOP\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nCallMessageExit:\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Destination Arrays===\n.align 8\nDestinationArray:\n.byte Destinations ; Destination space indexes\n\n.align 8\nDestChArray:\n.byte Destinations_chain_indices ; Destination chain indexes\n\n.align 8\nDestChSpArray:\n.byte Destinations_chain_space_indices ; Destination chain space indexes\n\n.align 8\nDest1FChArray:\n.byte Dest1Forward_chain_indices ; Destination 1 forward chain indexes\n\n.align 8\nDest1FChSpArray:\n.byte Dest1Forward_chain_space_indices ; Destination 1 forward chain space indexes\n\n.align 8\nDest1BChArray:\n.byte Dest1Behind_chain_indices ; Destination 1 behind chain indexes\n\n.align 8\nDest1BChSpArray:\n.byte Dest1Behind_chain_space_indices ; Destination 1 behind chain space indexes\n\n.align 8\nDest2BChArray:\n.byte Dest2Behind_chain_indices ; Destination 2 behind chain indexes\n\n.align 8\nDest2BChSpArray:\n.byte Dest2Behind_chain_space_indices ; Destination 2 behind chain space indexes\n\n;===Message Text===\n.align 16\nWarpPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"If you want to fast travel\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve come to the right place\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I can\"\n.byte 0x04 ; Purple font\n.ascii \" warp\"\n.byte 0x08 ; White font\n.ascii \" you to another\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"space\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Want to try\"\n.byte 0xC3 ; Question mark (?)\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 \"Sure\"\n.byte 0x82 ; Comma (,)\n.ascii \" sign me up\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x1A,0x1A ; Tab x2\n.byte 0x29,0x3E ; Coin icon, Multiply (x)\n.ascii \" \"\n.byte 0x11 ; String #1 stored in A2 (Price)\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 thanks\"\n.byte 0x82 ; Comma (,)\n.ascii \" maybe next time\"\n.byte 0x85 ; Period (.)\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 \"View map\"\n.byte 0x0D ; End option\n.byte 0 ; End prompt\n\n.align 16\nYesMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Where will you\"\n.byte 0x04 ; Purple font\n.ascii \" warp\"\n.byte 0x08,0xC3 ; White font, Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Nobody knows\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" HERE WE GO\"\n.byte 0xC2,0xC2 ; Two exclamation marks (!!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nWarpedMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"There you are\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve been\"\n.byte 0x04 ; Purple font\n.ascii \" warped\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"See you next time\"\n.byte 0xC2 ; Exclamation mark (!)\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 \"Well\"\n.byte 0x82 ; Comma (,)\n.ascii \" if you ever want to\"\n.byte 0x04 ; Purple font\n.ascii \" warp\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"you know where to go\"\n.byte 0xC2 ; Exclamation mark (!)\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 \"If you don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x03 ; Red font\n.byte 0x11 ; String #1 stored on A2 (Price)\n.ascii \" coins\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.ascii \" you can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x04 ; Purple font\n.ascii \"warp\"\n.byte 0x08 ; White font\n.ascii \" to another space\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image"}},"audioType":1,"bg":{"width":1152,"height":864,"src":"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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"},"audioData":[{"name":"Going 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