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Coins to Make Lose Stars (MP3) v3":{"language":0,"code":"; NAME: Pay Coins to Make Lose Stars (MP3) v3\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CoinsToPay\n; PARAM: +Number|StarsToLose\n\n; This code will force the landing or passing player to pay a number of\n; coins to subtract Stars from all other rivals. The number of Stars\n; lost is given by the parameter StarsToLose. If the rival does not have\n; any Stars, nothing will happen to them. If the player does not have\n; enough coins to pay, the event will not occur.\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\n; S0 = Current Player Index\n; S1 = CoinsToPay / Other Player Stars Address\n; S2 = Other Player Index\n\n;===Set Idle Animation===\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Set Coin String===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Location of converted string\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CoinsToPay ; Convert # of CoinsToPay into string\n\nLI S1 CoinsToPay\n\n;===Set Star String===\nLUI A0 hi(StarString)\nADDIU A0 A0 lo(StarString) ; Location of converted string\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 StarsToLose ; Convert # of StarsToLose into string\n\n;===Introduction Message===\nLI A0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(IntroMessage)\nADDIU A1 A1 lo(IntroMessage) ; Load IntroMessage into text box\nLUI A2 hi(CoinString)\nADDIU A2 A2 lo(CoinString) ; Store CoinString into String #1\nLUI A3 hi(StarString)\nJAL CallMessage\nADDIU A3 A3 lo(StarString) ; Store StarString into String #2\n\n;===Check Player Coins===\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S0 V0\n\nMOVE A0 S0\nJAL PlayerHasCoins\nMOVE A1 S1 ; Check if current player has CoinsToPay\n\nBEQZ V0 NotEnoughCoins ; If not enough coins, branch to exit\nNOP\n\n;===Pay Coins===\nMOVE A0 S0\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S1 ; Subtract CoinsToPay from player\n\nMOVE A0 S0\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S1 ; Show coin change HUD\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames\n\n;===Fade Out===\nLI A0 4 ; Happening (?) Fadeout\nJAL InitFadeOut\nLI A1 16 ; 16 frames of fadeout\n\nJAL SleepProcess\nLI A0 16 ; Wait 16 frames\n\n;===Check Player Stars===\nLI S2 0 ; Begin with Player 1\n\nLUI S1 hi(p1_stars)\nADDIU S1 S1 lo(p1_stars) ; S1 is the address of Player 1's Stars\n\nCheckPlayers:\nLI T0 4\nBEQ S2 T0 FinishLoop ; If all Players have been given coins, stop\nNOP\n\nBEQ S2 S0 NextPlayer ; If the current player is S2, skip them\nNOP\n\n;===Subtract Stars===\nLB T2 0(S1) ; Load Player's Star count into T2\nBEQZ T2 NextPlayer ; If player has 0 Stars, check next player\nLI T1 StarsToLose\nSUBU T2 T2 T1 ; Subtract StarsToLose from their Star count\nBLTZ T2 SetZero ; If Star count is less than zero, branch\nNOP\nSB T2 0(S1) ; Insert new Star count into the address\n\n;===Play Sad Voice===\nSadVoice:\nJAL GetPlayerStruct\nMOVE A0 S2 ; Get other player struct\n\nLBU T0 3(V0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 T0 0x287 ; Add character value to Mario's sad voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice, 0x263 = Get Star Voice\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames\n\nNextPlayer:\nADDIU S2 S2 1 ; Add 1 to check the next Player\nJ CheckPlayers\nADDIU S1 S1 0x38 ; This makes it load the next Player's Stars\n\nSetZero:\nJ SadVoice\nSB R0 0(S1) ; Write zero into Stars address\n\nFinishLoop:\nJAL PlaySound\nLI A0 0x122 ; \"Shrinking\" sound\n; Use the Audio Player on PP64 to find other sound indexes to use\n; Then use the following link to know what Sound Index you need\n; https://pastebin.com/H1jxNFqr\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames\n\nLI A0 4 ; Happening (?) Fadein\nJAL InitFadeIn\nLI A1 16 ; 16 frames of Fadein\n\nJAL SleepProcess\nLI A0 16 ; Wait 16 frames\n\n;===Final Message===\nLI A0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(FinalMessage)\nADDIU A1 A1 lo(FinalMessage)\nLI A2 0\nJAL CallMessage\nLI A3 0\n\nJ exit\nNOP\n\n;===Not Enough Coins Message===\nNotEnoughCoins:\nLI A0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images:\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(NoCoinsMessage)\nADDIU A1 A1 lo(NoCoinsMessage)\nLI A2 0\nJAL CallMessage\nLI A3 0\n\nexit:\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nLW RA 44(SP)\nJR RA\nADDIU SP SP 48\n\n.align 4\n;===Mini Function to Display Messages===\nCallMessage:\nADDIU SP SP -32\nSW RA 28(SP)\n\nSW R0 16(SP)\nSW R0 20(SP)\nJAL ShowMessage\nSW R0 24(SP)\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===String Formatters===\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\nCoinString:\n.fill 8\n\nStarString:\n.fill 8\n\n;===Message Text===\n.align 16\nIntroMessage:\n.ascii \"You shall now pay \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (CoinsToPay)\n.ascii \" coins\"\n.byte 0x0A ; New line (writes below)\n.byte 0x08 ; White Font\n.ascii \"to make others lose \"\n.byte 0x03 ; Red Font\n.byte 0x12 ; String #2 (StarsToLose)\n.ascii \" Star\"\n.byte 0x5D ; Left Bracket (\n.ascii \"s\"\n.byte 0x5E ; Right Bracket )\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to close message\n\n.align 16\nFinalMessage:\n.ascii \"The deed has been done\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to close message\n\n.align 16\nNoCoinsMessage:\n.ascii \"But you don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough\"\n.byte 0x03 ; Red Font\n.ascii \" coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to close message\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image"},"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 (Bowser)\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 must \"\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\"\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"},"Kamek's Fortune Telling":{"language":0,"code":"; NAME: Kamek's Fortune Telling\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n\n\nJAL GetPlayerStruct\nLI A0 -1 ; Current Player\nMOVE S4 V0 ; Copy to S4\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins ; 1 if enough\nLI A1 10 ; Coins\n\nBEQZ V0 notenoughcoins\nNOP\n\nprompt:\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_Prompt)\nADDIU A1 A1 lo(Introduction_Prompt)\nLI A2 0\nJAL ShowMessage \nLI A3 0\n\nJAL PlayerIsCPU ; 0 if Human, 1 if CPU\nLI A0 -1 ; Current Player\n\nBEQZ V0 ignoreaichoice ; Ignore AIChoice\nNOP\n\nJAL AIChoice\nNOP\n\nignoreaichoice:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; Option Index from AIChoice\nMOVE S0 V0 ; S0 now has the chosen option index\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nBEQZ S0 yes\nNOP\nLI T0 1\nBEQ S0 T0 refused\nNOP\n\nJAL ViewBoardMap\nNOP\n\nJ prompt\nNOP\n\nyes:\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nLI A1 -10 ; Coins\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nLI A1 -10 ; Coins\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nLI T0 4 \nDIVU V0 T0 ; Divide by 4\nMFHI V0 ; Remainder to V0 (0-3)\n\nBEQZ V0 coinloss\nNOP\nLI T0 1\nBEQ V0 T0 stargiveaway\nNOP\nLI T0 2\nBEQ V0 T0 warp\nNOP\n; coingiveaway\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(CoinGiveaway_Message)\nADDIU A1 A1 lo(CoinGiveaway_Message)\nLI A2 0\nJAL ShowMessage \nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLBU A0 29(S4) ; Player Index\nJAL AdjustPlayerCoinsGradual\nLI A1 50 ; Coins\n\nLBU A0 29(S4) ; Player Index\nJAL ShowPlayerCoinChange\nLI A1 50 ; Coins\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ exit\nNOP\n\n\ncoinloss:\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(CoinLoss_Message)\nADDIU A1 A1 lo(CoinLoss_Message)\nLI A2 0\nJAL ShowMessage \nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI S0 3 ; Start with Player 4\ncoinloss_loop:\nBLTZ S0 coinloss_loopexit ; exit loop when every player's been affected\nNOP\n\nMOVE A0 S0 ; Player Index\nJAL AdjustPlayerCoinsGradual\nLI A1 -20 ; Coins \n\nMOVE A0 S0 ; Player Index\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nLI A1 -20 ; Coins \n\nJ coinloss_loop\nADDIU S0 S0 -1 ; Subtract 1 to affect next player\n\ncoinloss_loopexit:\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ exit\nNOP\n\nstargiveaway:\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(StarGiveaway_Message)\nADDIU A1 A1 lo(StarGiveaway_Message)\nLI A2 0\nJAL ShowMessage \nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI S0 3 ; Start with Player 4\nstargiveaway_loop:\nBLTZ S0 stargiveaway_loopexit ; exit loop when every player's been affected\nNOP\n\nJAL GetPlayerStruct ; at V0\nMOVE A0 S0 ; Player Index\n\nLBU T0 14(V0) ; Stars\nADDIU T0 T0 1 ; Add 1 Star\nSB T0 14(V0) ; Store new Star count\n\nJ stargiveaway_loop\nADDIU S0 S0 -1 ; Subtract 1 to affect next player\n\nstargiveaway_loopexit:\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index?\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ exit\nNOP\n\nwarp:\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(Warp_Message)\nADDIU A1 A1 lo(Warp_Message)\nLI A2 0\nJAL ShowMessage \nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 4 ; Happening Space Fade\nJAL InitFadeOut\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 16\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess \nLI A0 15 ; Frames\n\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nLI T0 4 \nDIVU V0 T0 ; Divide by 4\nMFHI V0 ; Remainder to V0 (0-3)\n\nJAL GetPlayerStruct ; at V0\nMOVE A0 V0 \n\nLUI S5 hi(DestinationSpaces_Array)\nADDIU S5 S5 lo(DestinationSpaces_Array)\n\nLBU T0 15(V0) ; Current Space Chain Index\nSB T0 0(S5) \nLBU T0 16(V0) ; Current Space Chain Space Index\nSB T0 1(S5) \n\nLBU T0 17(V0) ; Next Space Chain Index\nSB T0 2(S5) \nLBU T0 18(V0) ; Next Space Chain Space Index\nSB T0 3(S5) \n\nLBU T0 21(V0) ; Previous Space Chain Index\nSB T0 4(S5) \nLBU T0 22(V0) ; Previous Space Chain Space Index\nSB T0 5(S5) \n\nLI S0 3 ; Start with Player 4\nLI S1 0xC1200000 ; -10 (Float) for X pos\nhootenannyloop:\nBLTZ S0 hootenannyloop_exit\nNOP\nLBU T0 29(S4) ; Current Player's Index\nBEQL S0 T0 hootenannyloop ; Loop if this is the turn player\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\nMOVE A0 S0 ; Player Index\nMOVE A1 S5 ; Space Array Pointer\nJAL SetPlayerOntoChainVisually\nMOVE A2 S1 ; Float for X pos\n\nLI T0 0x41200000 ; 10 (Float) \nMTC1 S1 F0 ; X pos adjustment to F0\nMTC1 T0 F1 ; 5 to F1\nADD.S F0 F0 F1 ; Add 5 to scoot next player to the right\nMFC1 S1 F0 ; Return float to S1\n\nJ hootenannyloop\nADDIU S0 S0 -1 ; Subtract 1 to get next player\n\n\nhootenannyloop_exit:\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess \nLI A0 15 ; Frames\n\nLI A0 4 ; Happening Space Fade\nJAL InitFadeIn\nLI A1 16 ; Frames\n\nJAL SleepProcess\nLI A0 30 ; Frames\n\nJ exit\nNOP\n\nrefused:\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(Refused_Message)\nADDIU A1 A1 lo(Refused_Message)\nLI A2 0\nJAL ShowMessage \nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\nnotenoughcoins:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(NotEnoughCoins_Message)\nADDIU A1 A1 lo(NotEnoughCoins_Message)\nLI A2 0\nJAL ShowMessage \nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\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.align 16\nDestinationSpaces_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 \nSW A2 56(SP) ; Float to adjust X pos\n\nMOVE S0 A1 ; Copy Array Pointer to S0\n\n;BNEZ S7 SetPlayerOntoChainVisuallyEX \n;NOP\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 15(S4) ; Assigns Chain Index to A1\nJAL SetNextChainAndSpace\nLBU A2 16(S4) ; 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\nJ visualwarp\nNOP\n\nSetPlayerOntoChainVisuallyEX:\nLBU A0 68(SP) ; Player Index\nLBU A1 15(S4) ; Assigns Chain Index to A1\nJAL SetPlayerOntoChain\nLBU A2 16(S4) ; 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 0(S0) ; Assigns Chain Index to A1\nJAL SetPrevChainAndSpace\nLBU A2 1(S0) ; Assigns Space Index to A2\n\n\nvisualwarp:\nLBU A0 15(S4) ; Assigns Chain Index to A1\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nLBU A1 16(S4) ; Assigns Space Index to A2\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nLW T0 56(SP) ; X pos adjustment float to T0\nLW V1 8(V0) ; Space X pos\nMTC1 V1 F0 ; Space X pos to F0\nMTC1 T0 F1 ; X pos adjustment float to F1\nADD.S F0 F0 F1 ; Add/Subtract X pos adjustment\nMFC1 V1 F0 ; Copy value to V1\nSW V1 64(SP) ; Store on the Stack\n\nLI T0 0x41200000 ; Y pos adjustment\nLW V1 16(V0) ; Space Y pos\nMTC1 V1 F0 ; Space Y pos to F0\nMTC1 T0 F1 ; Y pos adjustment float to F1\nADD.S F0 F0 F1 ; Add Y pos adjustment\nMFC1 V1 F0 ; Copy value to V1\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\nNotEnoughCoins_Message:\n.ascii \"Your fortune is that you will be\\x0A\"\n.ascii \"broke forever\\x85 Now SCRAM\\xC2\\xFF\\x00\"\n\n.align 16\nIntroduction_Prompt:\n.ascii \"Will you pay 10 coins for me\\x0A\"\n.ascii \"to tell your fortune\\xC3\\x0A\\x0A\"\n.ascii \"\\x1A\\x1A\\x0CYes\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0CNot a chance\\xC2\\x0D\\x0A\"\n.ascii \"\\x1A\\x1A\\x0CView Map\\x0D\\x00\"\n\n.align 16\nRefused_Message:\n.ascii \"On you go\\x85\\xFF\\x00\"\n\n.align 16\nCoinLoss_Message:\n.ascii \"Your fortune is\\x85\\x85\\x85 you and your friends\\x0A\"\n.ascii \"shall lose a small quantity of riches\\x85\\x0A\"\n.ascii \"I know I just made you do that but\\x85\\x85\\x85 I don\\x5Ct care\\xFF\\x00\"\n\n.align 16\nStarGiveaway_Message:\n.ascii \"Your fortune is\\x85\\x85\\x85 you and your friends\\x0A\"\n.ascii \"shall become one step closer to being a\\x0A\"\n.ascii \"superstar\\xC2 Don\\x5Ct lose this star\\x82 I paid\\x0A\"\n.ascii \"dearly for this\\x85\\xFF\\x00\"\n\n.align 16\nWarp_Message:\n.ascii \"Your fortune is\\x85\\x85\\x85 Someone will lose their\\x0A\"\n.ascii \"right to personal space\\xC2 One of these\\x0A\"\n.ascii \"spaces is about to get real busy\\x85\\xFF\\x00\"\n\n.align 16\nCoinGiveaway_Message:\n.ascii \"Your fortune is\\x85\\x85\\x85 OH COME ON\\xC2 I didn\\x5Ct\\x0A\"\n.ascii \"take your money for your fortune to be\\x0A\"\n.ascii \"me giving you 50 coins\\xC2 Just take them\\x85\\x85\\x85\\xFF\\x00\"\n\n.align 16\nAIChoice:\nADDIU SP SP -80\nSW RA 76(SP)\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins ; 1 if 20 coins or more\nLI A1 20 ; Coins\n\nBEQL V0 R0 AIChoice_exit \nLI V0 0 ; Say YES if 11-19 Coins\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins ; 1 if 50 coins or more\nLI A1 50 ; Coins\n\nBEQL V0 R0 AIChoice_exit\nLI V0 1 ; Say NO if 20-49\n; They have 40 or more coins\nLI V0 0 ; Say YES\n\nAIChoice_exit:\nLW RA 76(SP) \nJR RA\nADDIU SP SP 80"},"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"}},"audioType":0,"bg":{"width":1152,"height":864,"src":"data:image/jpeg;base64,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","fov":15,"scaleFactor":0.1,"cameraEyePosX":0,"cameraEyePosY":300,"cameraEyePosZ":300,"lookatPointX":0,"lookatPointY":0,"lookatPointZ":0},"audioIndex":50,"otherbg":{"boardselect":"data:image/png;base64,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","boardlogo":"data:image/png;base64,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"}}