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Ho! \n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x16 ; Character image (Millenium Star)\nLUI A1 hi(Drinks_Message)\nADDIU A1 A1 lo(Drinks_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x16 ; Character image (Millenium Star)\nLUI A1 hi(Warning_Message)\nADDIU A1 A1 lo(Warning_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI T0 StartingPlayerDrinks ; Players start at 7 Drinks\nLUI T1 hi(0x800CD0A1)\nADDIU T1 T1 lo(0x800CD0A1)\nSB T0 0(T1)\nSB T0 1(T1)\nSB T0 2(T1)\nSB T0 3(T1)\n\nLI T0 StartingShopInventory ; 12 Drinks at the Shop\nLUI T1 hi(0x800CD09A)\nADDIU T1 T1 lo(0x800CD09A) ; Drink Shop Inventory Address\nSB T0 0(T1)\n\nLI A0 0\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\nJAL 0x800D9B54 ; Removes Millenium Star Model from the board\nMOVE A0 S4 ; Millenium Star Model Pointer\n\nJAL PlaySound\nLI A0 0x157 ; Sparkly Sound\n\nJAL SleepProcess\nLI A0 20\n\nLI A0 0\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\nLI A0 -1 ; Current Player's Index\nLI A1 8 ; Frames it takes to turn\nJAL RotatePlayerModel\nLI A2 0\n\nJAL SleepProcess\nLI A0 8\n\nJAL Main\nNOP\n\n\nexit:\nLW S0 108(SP) ; Space Coords to Spawn\nLW S4 112(SP) ; Model Pointer\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n.align 16\nDrinks_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh dear\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"I almost forgot\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Here\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s\"\n.byte 0x06 ; Blue font\n.ascii \" 7\"\n.byte 0x08 ; White Font\n.ascii \" drinks\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nWarning_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"It\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll be hard to traverse\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"this desert without these\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"d be slowed down for sure\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMain:\nADDIU SP SP -0x80\nSW ra, 0x0070 (sp)\nSW s0, 0x0074 (sp)\nSW s1, 0x0078 (sp)\n;\nJAL CopyPlayerDrinkAmounts\nNOP\nLI s0, 0x800D1108\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0003 (s0) ;load character ID 1\nSW v0, 0x0010 (sp)\nSW s1, 0x0014 (sp) ;store drink amount for p1 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x003B (s0) ;load character ID 2\nSW v0, 0x0018 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x001C (sp) ;store drink amount for p2 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0073 (s0) ;load character ID 3\nSW v0, 0x0020 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x0024 (sp) ;store drink amount for p3 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x00AB (s0) ;load character ID 4\nSW v0, 0x0028 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x002C (sp) ;store drink amount for p4 to stack\n;\nJAL MainsPrintf\nNOP\nLW ra, 0x0070 (sp)\nLW s0, 0x0074 (sp)\nLW s1, 0x0078 (sp)\nJR RA\nADDIU SP SP 0x80\n\n.align 0x10\nMainsPrintf:\nADDIU sp, sp, -0x60\nSW S1 0x0048(SP)\nSW S0 0x0044(SP)\nSW S4 0x004C(SP)\nSW ra, 0x0030 (sp)\nSW a0, 0x0034 (sp)\nSW a1, 0x0038 (sp)\nSW a2, 0x003C (sp)\nSW a3, 0x0040 (sp)\n;\nLW a2, 0x0070 (sp) ;load character 1 ptr from stack\nLW a3, 0x0074 (sp) ;load character 1 drink amount ptr from stack\nLW a0, 0x0078 (sp) ;load character 2 pointer from stack\nSW a0, 0x0010 (sp) ;store character 2 pointer to stack\n;\nLW a0, 0x007C (sp) ;load character 2 drink amount ptr from stack\nSW a0, 0x0014 (sp) ;store character 2 drink amount ptr to stack\n;\nLW a0, 0x0080 (sp) ;load character 3 pointer from stack\nSW a0, 0x0018 (sp) ;store character 3 pointer to stack\n;\nLW a0, 0x0084 (sp) ;load character 3 drink amount ptr from stack\nSW a0, 0x001C (sp) ;store character 3 drink amount ptr to stack\n;\nLW a0, 0x0088 (sp) ;load character 4 pointer from stack\nSW a0, 0x0020 (sp) ;store character 4 pointer to stack\n;\nLW a0, 0x008C (sp) ;load character 4 pointer from stack\nSW a0, 0x0024 (sp) ;store character 4 pointer to stack\n;\nSW r0, 0x0028 (sp) ;terminate sprintf\n;\nLI a0, 0x800977C0 ;where to store result\nLUI a1, hi(DrinkPrintingFormatters)\nADDIU a1, a1, lo(DrinkPrintingFormatters) ;ptr to format to use\nJAL sprintf\nNOP\n\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T1 0x41800000\nSW T1 28(SP)\nLI A0 -1\nLUI A1, hi(0x800977C0)\nADDIU A1, A1, lo(0x800977C0)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\n\nLUI T1 hi(0x800CD0A5)\nADDIU T1 T1 lo(0x800CD0A5)\nSB A0 3(T1) ; Window ID\n\nLI T0 -1\nSB T0 0(T1) ; First problematic item RAM Address\nSB T0 1(T1)\nSB T0 2(T1) \n\n\nLW ra, 0x0030 (sp)\nLW a0, 0x0034 (sp)\nLW a1, 0x0038 (sp)\nLW a2, 0x003C (sp)\nLW a3, 0x0040 (sp)\nJR RA\nADDIU sp, sp, 0x60\n\n.align 0x10\nGetPlayerNamePtr: ;takes arg a0, character ID\n;returns pointer to player name on v0\nADDIU sp, sp, -0x20\nSW a0, 0x0010 (sp)\nSW s0, 0x0014 (sp)\nLUI s0, hi(CharacterNamesNormal)\nADDIU s0, s0, lo(CharacterNamesNormal)\nSLL a0, a0, 0x0004 ;multiply character ID by 0x10\nADDU v0, a0, s0 ;pointer to character name is on v0 now\nLW a0, 0x0010 (sp)\nLW s0, 0x0014 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nCharacterNamesNormal:\n.asciiz \"MARIO\"\n.align 0x10\n.asciiz \"LUIGI\"\n.align 0x10\n.asciiz \"PEACH\"\n.align 0x10\n.asciiz \"YOSHI\"\n.align 0x10\n.asciiz \"WARIO\"\n.align 0x10\n.asciiz \"DK\"\n.align 0x10\n.asciiz \"WALUIGI\"\n.align 0x10\n.asciiz \"DAISY\"\n\n/**\nCharactersEnum\n{\n0x00 - Mario\n0x01 - Luigi\n0x02 - Peach\n0x03 - Yoshi\n0x04 - Wario\n0x05 - DK\n0x06 - Waluigi\n0x07 - Daisy\n}\n**/\n.align 0x10\nCopyPlayerDrinkAmounts: ;copy drink amounts from board ram to\n;label PlayerDrinkAmounts\nADDIU sp, sp, -0x20\nSW t0, 0x0010 (sp)\nSW v0, 0x0014 (sp) ;counter\nSW s0, 0x0018 (sp) ;pointer to read from\nSW s1, 0x001C (sp) ;pointer to store to\nLI s0, 0x800CD0A1 ;pointer to drinks (big hardcode)\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\nORI v0, r0, 0x0000 ;init counter\nDrinkAmountLoop:\nLBU t0, 0x0000 (s0) ;load current drink amount\nADDIU t0, t0, 0x0030 ;convert int to string\nSB t0, 0x0000 (s1) ;store current drink\nADDIU s0, s0, 0x0001 ;add 1 to drink pointer\nADDIU s1, s1, 0x0002 ;add 2 to PlayerDrinkAmountsPointer\nADDIU v0, v0, 0x0001 ;add 1 to counter\nSLTI t0, v0, 0x0004 ;exit if v1 is equal to v0\nBNEZ t0, DrinkAmountLoop\nNOP\nLW t0, 0x0010 (sp)\nLW v0, 0x0014 (sp)\nLW s0, 0x0018 (sp)\nLW s1, 0x001C (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nDrinkPrintingFormatters:\n.ascii \"%s \" ;Character name 1\n.ascii \"%s\" ;Drink amount 1\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 2\n.ascii \"%s\" ;Drink amount 2\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 3\n.ascii \"%s\" ;Drink amount 3\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 4\n.ascii \"%s\" ;Drink amount 4\n.byte 0x00\n\n.align 0x10\nPlayerDrinkAmounts: ;you will need to store player drink ;amounts in the 1st byte of each row\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string"},"Drink Shop":{"language":0,"code":"; NAME: Drink Shop\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|MaxDrinkAmount\n; PARAM: +Number|MaxShopInventory\n; PARAM: +Number|DrinkPrice\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP) ; Flag for exit ; Drink Count to Purchase Display\nSW S1 108(SP) ; Drink Shop Inventory Count Address\nSW S2 104(SP) ; Drink Shop Inventory Value\nSW S7 100(SP) ; Message to Load\nSW S4 96(SP) ; Current Player's Index\nSW S5 92(SP) ; Drink Cost to Display\nSW S3 88(SP) ; Current Player's Drink Count Value\nSW S6 84(SP) ; Current Player's Drink Count Address\nSW FP 80(SP) ; Max Amount of Drinks player can purchase\n\n\n\nSTART:\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T0 0(T0)\n\nLUI T1 hi(total_turns)\nADDIU T1 T1 lo(total_turns)\nLBU T1 0(T1)\n\nBEQ T0 T1 lastturn\nNOP\n\nLUI S1 hi(0x800CD09A)\nADDIU S1 S1 lo(0x800CD09A) ; Shop Inventory Address \nLBU S2 0(S1)\n\nBEQ S2 R0 ShopClosed\nNOP\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nLUI S6 hi(0x800CD0A1)\nADDIU S6 S6 lo(0x800CD0A1)\nADDU S6 S6 S4 ; S6 now holds current player's drink count address\nLBU S3 0(S6) ; S3 now holds current player's drink count value\n\nLI T0 MaxDrinkAmount\nBEQ T0 S3 TooManyDrinks\nNOP\n\nMOVE A0 S4\nJAL PlayerHasCoins\nLI A1 DrinkPrice\n\nBEQ V0 R0 NotEnoughCoins\nNOP\n\nLUI A0 hi(TotalDrinkCount_String)\nADDIU A0 A0 lo(TotalDrinkCount_String) ; Parse Destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String Format\nMOVE A2 S2 ; Value to convert\nJAL sprintf\nLI A3 0\n\nLUI A1 hi(Greeting_Message)\nADDIU A1 A1 lo(Greeting_Message)\nJ DisplayMessage\nLI S7 0 ; no exit\n\nTooManyDrinks:\nLUI A1 hi(TooManyDrinks_Message)\nADDIU A1 A1 lo(TooManyDrinks_Message)\nJ DisplayMessage\nLI S7 1 ; exit after message\n\nNotEnoughCoins:\nLUI A1 hi(NotEnoughCoins_Message)\nADDIU A1 A1 lo(NotEnoughCoins_Message)\nJ DisplayMessage\nLI S7 1 ; exit after message\n\nlastturn:\nLUI A1 hi(LastTurn_Message)\nADDIU A1 A1 lo(LastTurn_Message)\nJ DisplayMessage\nLI S7 1 ; exit after message\n\nShopClosed:\nLI T2 MaxShopInventory\nSB T2 0(S1) ; Brings Drink Inventory back to max\nLUI A1 hi(OutOfInventory_Message)\nADDIU A1 A1 lo(OutOfInventory_Message)\nLI S7 1 ; exit after message\n\nDisplayMessage:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3D ; Character image (Monty Mole)\nLUI A2 hi(TotalDrinkCount_String)\nADDIU A2 A2 lo(TotalDrinkCount_String)\nJAL ShowMessage\nLI A3 0\n\nJAL AIChoice ; AI's Choice at V0\nNOP\n\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the receiver index\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBNE S7 R0 exit\nNOP\n\nBEQ S0 R0 yes\nNOP\nLI T0 1\nBEQ S0 T0 no\nNOP\n\nJAL ViewBoardMap\nNOP\nJ START\nNOP\n\nyes:\nLI S5 DrinkPrice ; Cost for Drinks Display\nLI S0 1 ; Drinks to Purchase Display\n\nLI T0 MaxDrinkAmount\nLI T9 1 ; Subtract 1 from Max amount to see\nSUBU T0 T0 T9\nBEQ S3 T0 PrintStrings\nLI FP 1 ; Player can only buy 1 Drink\n\nLI T4 MaxDrinkAmount\nSUBU FP T4 S3 ; FP = Amount of drinks player needs to max\nADDIU T6 S2 1 ; T6 = Shop Inventory + 1 for SLT below\nmaxdrinkinventoryloop:\nSLT T5 FP T6 ; T5 = 1 if the Shop has the amount needed\nBEQ T5 R0 shoplacksinventory\nNOP ; ELSE means Shop has the needed drinks to max \nmaxdrinkcoinloop:\nMULT FP S5 ; multiply drink amount by price, result on lo\nMFLO T7 ; move result to T7\n\nMOVE A0 S4\nJAL PlayerHasCoins ; 1 IF player can afford max drinks?\nMOVE A1 T7\n\nBEQ V0 R0 nocoins\nNOP ; ELSE means they can afford max drinks\n\nJ PrintStrings\nNOP\n\nnocoins:\nJ maxdrinkcoinloop\nADDIU FP FP -1\n\nshoplacksinventory:\nJ maxdrinkinventoryloop\nADDIU FP FP -1\n\nPrintStrings:\nLUI A0 hi(DrinkCountSelection_String)\nADDIU A0 A0 lo(DrinkCountSelection_String) ; Parse Destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String Format\nMOVE A2 S0 ; Value to convert\nJAL sprintf\nLI A3 0\n\nLUI A0 hi(Cost_String)\nADDIU A0 A0 lo(Cost_String) ; Parse Destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String Format\nMOVE A2 S5 ; Value to convert\nJAL sprintf\nLI A3 0 \n\nLUI A1 hi(DrinkSelection_Window)\nADDIU A1 A1 lo(DrinkSelection_Window)\nJ DisplayMessage2\nNOP\n\nno:\nLUI A1 hi(Goodbye_Message)\nADDIU A1 A1 lo(Goodbye_Message)\nLI S7 7 ; exit after message\n\nDisplayMessage2:\nLUI T1 hi(Cost_String)\nADDIU T1 T1 lo(Cost_String) \nSW T1 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3D ; Character image (Monty Mole)\nLI A2 0\nLUI A3 hi(DrinkCountSelection_String)\nADDIU A3 A3 lo(DrinkCountSelection_String) \nJAL 0x800EC92C ; ShowMessage2\nNOP\nSW A0 76(SP)\n\nLI T2 7\nBEQ S7 T2 exitclose\nNOP\n\nJAL PlayerIsCPU ; Returns 1 if the current player is a CPU\nMOVE A0 S4\n\nBNE V0 R0 checkcpudrinks\nNOP\n\nLoopReturn:\nJAL DetectCStickInput ; V0 = 1 if Stick is Up, -1 if Down, ELSE 0\nNOP\n\nBEQ V0 R0 Loop\nNOP\n\nLI T0 1\nBEQ V0 T0 CheckMax\nNOP\nJ CheckMin\nNOP\n\n; S0 = Drink Count to Purchase (USED)\n; S1 = Shop Inventory Address\n; S2 = Shop Inventory Value\n; S3 = Player's Drink Count Value\n; S4 = Current Player's Index\n; S5 = Coin Amount to Pay (USED) \n; S6 = Current Player's Drink Count Address\n; S7 = Current Player's Coin Amount\n; FP = Max Amount of Drinks the player can purchase\n\nCheckMax:\nBNE S0 FP ContinueNormal\nNOP\nLI S0 1 ; Make the display 1 Drink\nLI S5 DrinkPrice ; Make the display base price\nJ ContinueRefresh\nNOP\n\nCheckMin:\nLI T3 1 ; If the Display is 1 Drink when they press Down...\nBNE S0 T3 ContinueNormal\nNOP\nMOVE S0 FP\nLI T4 DrinkPrice\nMULT T4 FP\nMFLO S5\nJ ContinueRefresh\nNOP\n\nContinueNormal:\nADDU S0 S0 V0\nLI T0 DrinkPrice\nMULT T0 S0\nMFLO S5\n\nContinueRefresh:\nLUI A0 hi(DrinkCountSelection_String)\nADDIU A0 A0 lo(DrinkCountSelection_String)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nMOVE A2 S0\n\nLUI A0 hi(Cost_String)\nADDIU A0 A0 lo(Cost_String)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nMOVE A2 S5 \n\nJAL PlaySound\nLI A0 582 ; Coin Sound\n\nJAL SleepVProcess\nNOP\n\nLoop:\nJAL DetectABInput ; V0 = 1 if A press, 2 if B press, ELSE 0\nNOP\n\nLI T0 1\nBEQ V0 T0 exitloop\nNOP\nBEQ V0 R0 ContinueInLoop\nNOP\n\nJAL PlaySound\nLI A0 4 ; Back Sound Index\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nMOVE S2 S6\nJ START\nNOP\n\nContinueInLoop:\nLW A0 76(SP)\nLUI A1 hi(DrinkCountSelection_String)\nADDIU A1 A1 lo(DrinkCountSelection_String)\nJAL 0x8005B6BC ; Updates Parameter?\nMOVE A2 R0\n\nLW A0 76(SP)\nLUI A1 hi(Cost_String)\nADDIU A1 A1 lo(Cost_String)\nJAL 0x8005B6BC ; Updates Parameter?\nMOVE A2 R0\n\nLW A0 76(SP)\nLUI A1 hi(DrinkSelection_Window)\nADDIU A1 A1 lo(DrinkSelection_Window)\nLI A2 -1\nJAL 0x8005B43C ; Updates Message Window?\nLI A3 -1\n\nJAL SleepVProcess\nNOP\n\nJ LoopReturn\nNOP\n\ncheckcpudrinks:\nMOVE S0 FP ; max amount purchaseable \nLI T0 2\nMULTU T0 FP\nMFLO S5 ; Price for Drinks\n\nexitloop:\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlaySound\nLI A0 583 ; Cash Register Sound\n\nJAL SleepProcess\nLI A0 10 ; Sleep 10 frames\n\n\ncontinuedrinkshop:\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S5\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S5\n\nJAL SleepProcess\nLI A0 30 ; Sleep 30 frames\n\nSUBU S2 S2 S0 ; S2 loses the purchased drinks\nADDU S3 S3 S0 ; S3 gains the purchased drinks\n\nLUI A0 hi(AfterPurchaseDrinkCount_String)\nADDIU A0 A0 lo(AfterPurchaseDrinkCount_String) ; Parse Destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String Format\nMOVE A2 S2 ; Value to convert\nJAL sprintf\nLI A3 0\n\nLUI T0 hi(AfterPurchaseDrinkCount_String)\nADDIU T0 T0 lo(AfterPurchaseDrinkCount_String)\nSW R0 16(SP) ; A4\nSW T0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3D ; Character image (Monty Mole)\nLUI A1 hi(AfterPurchase_Message)\nADDIU A1 A1 lo(AfterPurchase_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSB S2 0(S1) \nSB S3 0(S6)\n\nJAL Main\nNOP\nJ exit\nNOP\n\nexitclose:\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n\nexit:\nLW RA 116(SP)\nLW S0 112(SP) ; Flag for exit ; Drink Count to Purchase Display\nLW S1 108(SP) ; Drink Shop Inventory Count Address\nLW S2 104(SP) ; Drink Shop Inventory Value\nLW S7 100(SP) ; Message to Load\nLW S4 96(SP) ; Current Player's Index\nLW S5 92(SP) ; Drink Cost to Display\nLW S3 88(SP) ; Current Player's Drink Count Value\nLW S6 84(SP) ; Current Player's Drink Count Address\nLW FP 80(SP) ; Max Amount of Drinks player can purchase\nJR RA\nADDIU SP SP 120\n\n\n\npercent_d:\n.asciiz \"%d\"\n\n.align 8\nTotalDrinkCount_String:\n.fill 8\n\n.align 8\nAfterPurchaseDrinkCount_String:\n.fill 8\n\n.align 8\nDrinkCountSelection_String:\n.fill 8\n\n.align 8\nCost_String:\n.fill 8\n\n.align 4\nAIChoice:\nADDIU SP SP -40\nSW RA 36(SP)\n\nLI V0 0\n\nLW RA 36(SP)\nADDIU SP SP 40\n\n.align 4\nDetectCStickInput:\nADDIU SP SP -56\nSW RA 52(SP)\n\nJAL GetPlayerStruct ; at V0\nLI A0 -1\n\nLBU T0 2(V0)\n\nLUI T1 hi(0x800C9520)\nADDIU T1 T1 lo(0x800C9520) ; Load P1's Button Press Address\nLI T2 0x2 ; This is the distance between each player's Button Address\nMULT T2 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 Input Address\nLBU V1 0(T1) ; Load address value into V0\n\nLI T2 8\nBEQ T2 V1 DetectCStickInputexit\nLI V0 1 ; exits with 1 if up\nLI T2 4\nBEQ T2 V1 DetectCStickInputexit\nLI V0 -1 ; exits with -1 if down\nLI V0 0 ; ELSE 0\n\nDetectCStickInputexit:\nLW RA 52(SP)\nJR RA\nADDIU SP SP 56\n\n.align 4\nDetectABInput:\nADDIU SP SP -48\nSW RA 44(SP)\n\nJAL GetPlayerStruct ; at V0\nLI A0 -1\n\nLBU T0 2(V0)\n\nLUI T1 hi(0x800C9520)\nADDIU T1 T1 lo(0x800C9520) ; Load P1's Button Press Address\nLI T2 0x2 ; This is the distance between each player's Button Address\nMULT T2 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 Input Address\nLBU T0 0(T1) ; Load address value into A1\n\nLI T1 0x80\nBEQ T0 T1 DetectABInputexit\nLI V0 1\nLI T1 0x40\nBEQ T0 T1 DetectABInputexit\nLI V0 2\n\nLI V0 0\n\nDetectABInputexit:\nLW RA 44(SP)\nJR RA\nADDIU SP SP 48\n\n.align 16\nGreeting_Message:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Hey\\x82 bud\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"I got \"\n.byte 0x06 ; Blue font\n.byte 0x11 ; String #1\n.byte 0x08 ; White Font\n.ascii \" fresh drinks here\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"2 coins a pop\"\n.byte 0x85 ; Period (.)\n.ascii \" Want some\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A ; New Lines (2)\n.byte 0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.byte 0x0C ; Start option\n.ascii \"Sure\"\n.byte 0x82 ; Comma (,)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m parched\"\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.byte 0x0C ; Start option\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m not thirsty\"\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nOutOfInventory_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Hey\\x82 bud\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m out of\"\n.byte 0x06 ; Blue font\n.ascii \" drinks\"\n.byte 0x08,0x85 ; White Font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Delivery should be here soon\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Sorry about that\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nLastTurn_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Hey\\x82 bud\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m closing the shop for today\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Come back next time\"\n.byte 0xC2,0xFF,0 ; Exclamation Mark (!)\n\n.align 16\nGoodbye_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"All right\"\n.byte 0x82 ; Comma (,)\n.ascii \" suit yourself\\x85\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"But this harsh desert will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"do you in without these\"\n.byte 0x85,0xFF,0 ; Period (.)\n\n.align 16\nNotEnoughCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Whoa there\"\n.byte 0x82 ; Comma (,)\n.ascii \" bud\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Looks like \"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re\"\n.ascii \" a bit low on the pockets\\x85\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Sorry\"\n.byte 0x82 ; Comma (,)\n.ascii \" it\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s just business\"\n.byte 0xC2,0xFF,0 ; Exclamation Mark (!)\n\n.align 16\nTooManyDrinks_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Whoa there\"\n.byte 0x82 ; Comma (,)\n.ascii \" bud\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"You can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t carry another bottle\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Come back later\"\n.byte 0x85,0xFF,0 ; Period (.)\n\n\n.align 16\nDrinkSelection_Window:\n.byte 0x0B ; Start the message\n.ascii \"\\x1A\\x1A\\x1A\\x1AHow many drinks do you want\\xC3\\x0A\\x0A\"\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x06 ; Blue font\n.byte 0x0F ; ???\n.byte 0x12 ; String #2 (Drinks)\n.byte 0x19 ; ???\n.byte 0x08 ; White Font\n.ascii \" Drinks\"\n.byte 0x10,0x10 ; Space 2x ( )\n.byte 0x29 ; Coin icon\n.byte 0x20 ; Space\n.byte 0x3E ; x (multiply)\n.byte 0x20 ; Space\n.byte 0x0F ; ???\n.byte 0x13 ; String #3 (Price)\n.byte 0x19 ; ???\n.ascii \" \\x5Dmax 7\\x5E\\x0A\\x0A\"\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x28 ; Control Stick Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Choose\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x21 ; (A) Button Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Confirm\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x22 ; (B) Button Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Quit\"\n.byte 0,0\n\n.align 16\nAfterPurchase_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Here you go\"\n.byte 0x82 ; Comma (,)\n.ascii \" bud\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I got \"\n.byte 0x06 ; Blue font\n.byte 0x14 ; String #4\n.byte 0x08 ; White Font\n.ascii \" drinks left here\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Tell your friends\"\n.byte 0xC2,0xFF,0 ; Exclamation Mark (!)\n\n.align 16\nMain:\nADDIU SP SP -0x80\nSW ra, 0x0070 (sp)\nSW s0, 0x0074 (sp)\nSW s1, 0x0078 (sp)\n;\nJAL CopyPlayerDrinkAmounts\nNOP\nLI s0, 0x800D1108\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0003 (s0) ;load character ID 1\nSW v0, 0x0010 (sp)\nSW s1, 0x0014 (sp) ;store drink amount for p1 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x003B (s0) ;load character ID 2\nSW v0, 0x0018 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x001C (sp) ;store drink amount for p2 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0073 (s0) ;load character ID 3\nSW v0, 0x0020 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x0024 (sp) ;store drink amount for p3 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x00AB (s0) ;load character ID 4\nSW v0, 0x0028 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x002C (sp) ;store drink amount for p4 to stack\n;\nJAL MainsPrintf\nNOP\nLW ra, 0x0070 (sp)\nLW s0, 0x0074 (sp)\nLW s1, 0x0078 (sp)\nJR RA\nADDIU SP SP 0x80\n\n.align 0x10\nMainsPrintf:\nADDIU sp, sp, -0x60\nSW ra, 0x0030 (sp)\nSW a0, 0x0034 (sp)\nSW a1, 0x0038 (sp)\nSW a2, 0x003C (sp)\nSW a3, 0x0040 (sp)\nSW S0, 0x002C (SP)\nSW S4, 0x0028 (SP)\nSW S1, 0x0024 (SP)\n;\nLW a2, 0x0070 (sp) ;load character 1 ptr from stack\nLW a3, 0x0074 (sp) ;load character 1 drink amount ptr from stack\nLW a0, 0x0078 (sp) ;load character 2 pointer from stack\nSW a0, 0x0010 (sp) ;store character 2 pointer to stack\n;\nLW a0, 0x007C (sp) ;load character 2 drink amount ptr from stack\nSW a0, 0x0014 (sp) ;store character 2 drink amount ptr to stack\n;\nLW a0, 0x0080 (sp) ;load character 3 pointer from stack\nSW a0, 0x0018 (sp) ;store character 3 pointer to stack\n;\nLW a0, 0x0084 (sp) ;load character 3 drink amount ptr from stack\nSW a0, 0x001C (sp) ;store character 3 drink amount ptr to stack\n;\nLW a0, 0x0088 (sp) ;load character 4 pointer from stack\nSW a0, 0x0020 (sp) ;store character 4 pointer to stack\n;\nLW a0, 0x008C (sp) ;load character 4 pointer from stack\nSW a0, 0x0024 (sp) ;store character 4 pointer to stack\n;\nSW r0, 0x0028 (sp) ;terminate sprintf\n;\nLI a0, 0x800977C0 ;where to store result\nLUI a1, hi(DrinkPrintingFormatters)\nADDIU a1, a1, lo(DrinkPrintingFormatters) ;ptr to format to use\nJAL sprintf\nNOP\n\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn)\nLB T1 0(T0)\n\nLI T3 0x800CD09D \nLB T2 0(T3)\n\nBNE T1 T2 drinkdisplayshowmessage ; Branch if Star changed location\nSB T1 0(T3)\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nLUI S1 hi(0x800CD0A5) ; First RAM address with Item\nADDIU S1 S1 lo(0x800CD0A5)\nLI S0 0 ; Loop Counter\n\ndrinkdisplayloop:\nLI T3 3\nBEQ S0 T3 drinkdisplayloop_exit ; once all 3 items checked, exit\nNOP\n\nLI T0 -1 ; 0xFF\nLB T2 0(S1) ; Load Item's Index from RAM\nBEQ T0 T2 drinkdisplayloop_exit ; if 0xFF, exit\nNOP\n\nMOVE A0 S4\nJAL PlayerHasItem ; V0 = -1 if Item is NOT found\nLBU A1 0(S1)\n\nADDIU S1 S1 1 ; add 1 to check next address\nLI T1 -1\nBNE T1 V0 drinkdisplayloop ; If item is found, loop to check next\nADDIU S0 S0 1 ; add 1 to counter\n\ndrinkdisplayshowmessage:\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T1 0x41800000\nSW T1 28(SP)\nLI A0 -1\nLUI A1, hi(0x800977C0)\nADDIU A1, A1, lo(0x800977C0)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\n\nLUI T0 hi(0x800CD0A5)\nADDIU T0 T0 lo(0x800CD0A5)\nSB A0 3(T0)\nLI T1 -1\nSB T1 0(T0)\nSB T1 1(T0)\nJ MainsPrintf_exit\nSB T1 2(T0)\n\ndrinkdisplayloop_exit:\nLUI T0 hi(0x800CD0A8) ; Window ID RAM Address\nADDIU T0 T0 lo(0x800CD0A8)\nLB T1 0(T0)\nLUI T0 hi(0x80105702) \nADDIU T0 T0 lo(0x80105702) ; Window ID for cleanup calls?\nSH T1 0(T0) ; Store the Window ID\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ drinkdisplayshowmessage\nNOP\n\nMainsPrintf_exit:\nLW S0, 0x002C (SP)\nLW S4, 0x0028 (SP)\nLW S1, 0x0024 (SP)\nLW ra, 0x0030 (sp)\nLW a0, 0x0034 (sp)\nLW a1, 0x0038 (sp)\nLW a2, 0x003C (sp)\nLW a3, 0x0040 (sp)\nJR RA\nADDIU sp, sp, 0x60\n\n.align 0x10\nGetPlayerNamePtr: ;takes arg a0, character ID\n;returns pointer to player name on v0\nADDIU sp, sp, -0x20\nSW a0, 0x0010 (sp)\nSW s0, 0x0014 (sp)\nLUI s0, hi(CharacterNamesNormal)\nADDIU s0, s0, lo(CharacterNamesNormal)\nSLL a0, a0, 0x0004 ;multiply character ID by 0x10\nADDU v0, a0, s0 ;pointer to character name is on v0 now\nLW a0, 0x0010 (sp)\nLW s0, 0x0014 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nCharacterNamesNormal:\n.asciiz \"MARIO\"\n.align 0x10\n.asciiz \"LUIGI\"\n.align 0x10\n.asciiz \"PEACH\"\n.align 0x10\n.asciiz \"YOSHI\"\n.align 0x10\n.asciiz \"WARIO\"\n.align 0x10\n.asciiz \"DK\"\n.align 0x10\n.asciiz \"WALUIGI\"\n.align 0x10\n.asciiz \"DAISY\"\n\n/**\nCharactersEnum\n{\n0x00 - Mario\n0x01 - Luigi\n0x02 - Peach\n0x03 - Yoshi\n0x04 - Wario\n0x05 - DK\n0x06 - Waluigi\n0x07 - Daisy\n}\n**/\n.align 0x10\nCopyPlayerDrinkAmounts: ;copy drink amounts from board ram to\n;label PlayerDrinkAmounts\nADDIU sp, sp, -0x20\nSW t0, 0x0010 (sp)\nSW v0, 0x0014 (sp) ;counter\nSW s0, 0x0018 (sp) ;pointer to read from\nSW s1, 0x001C (sp) ;pointer to store to\nLI s0, 0x800CD0A1 ;pointer to drinks (big hardcode)\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\nORI v0, r0, 0x0000 ;init counter\nDrinkAmountLoop:\nLBU t0, 0x0000 (s0) ;load current drink amount\nADDIU t0, t0, 0x0030 ;convert int to string\nSB t0, 0x0000 (s1) ;store current drink\nADDIU s0, s0, 0x0001 ;add 1 to drink pointer\nADDIU s1, s1, 0x0002 ;add 2 to PlayerDrinkAmountsPointer\nADDIU v0, v0, 0x0001 ;add 1 to counter\nSLTI t0, v0, 0x0004 ;exit if v1 is equal to v0\nBNEZ t0, DrinkAmountLoop\nNOP\nLW t0, 0x0010 (sp)\nLW v0, 0x0014 (sp)\nLW s0, 0x0018 (sp)\nLW s1, 0x001C (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nDrinkPrintingFormatters:\n.ascii \"%s \" ;Character name 1\n.ascii \"%s\" ;Drink amount 1\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 2\n.ascii \"%s\" ;Drink amount 2\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 3\n.ascii \"%s\" ;Drink amount 3\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 4\n.ascii \"%s\" ;Drink amount 4\n.byte 0x00\n\n.align 0x10\nPlayerDrinkAmounts: ;you will need to store player drink ;amounts in the 1st byte of each row\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string"},"Oasis Blue Space":{"language":0,"code":"; NAME: Oasis Blue Space\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -80\nSW RA 76(SP)\n\n\n\nJAL GetRandomByte ; at V0\nNOP\n\nSLTI T0 V0 51 ; on if it's 0-50 (20%)\nBEQ T0 R0 exit\nNOP\n\nJAL GetCurrentPlayerIndex ; at V0\nNOP\n\nLUI T0 hi(0x800CD0A1)\nADDIU T0 T0 lo(0x800CD0A1)\nADDU T0 T0 V0 ; Add player's index to get correct RAM address\n\nLBU T1 0(T0) ; Current Player's Drink Count\n\nLI T2 7 ; 7 Drinks max\nBEQ T1 T2 exit\nNOP\nADDIU T1 T1 1 ; Add 1 to the Drink count\nSB T1 0(T0) \n\nJAL PlaySound\nLI A0 0x83 ; some sound for obtaining water /shrug\n\nJAL Main\nNOP\n\n\nexit:\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nRefresh_Message:\n.ascii \"You found a refreshing\"\n.byte 0x06 ; Blue font\n.ascii \" drink\"\n.byte 0x08 ; White Font\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Pause\n\n.align 16\nMain:\nADDIU SP SP -0x80\nSW ra, 0x0070 (sp)\nSW s0, 0x0074 (sp)\nSW s1, 0x0078 (sp)\n;\nJAL CopyPlayerDrinkAmounts\nNOP\nLI s0, 0x800D1108\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0003 (s0) ;load character ID 1\nSW v0, 0x0010 (sp)\nSW s1, 0x0014 (sp) ;store drink amount for p1 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x003B (s0) ;load character ID 2\nSW v0, 0x0018 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x001C (sp) ;store drink amount for p2 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0073 (s0) ;load character ID 3\nSW v0, 0x0020 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x0024 (sp) ;store drink amount for p3 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x00AB (s0) ;load character ID 4\nSW v0, 0x0028 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x002C (sp) ;store drink amount for p4 to stack\n;\nJAL MainsPrintf\nNOP\nLW ra, 0x0070 (sp)\nLW s0, 0x0074 (sp)\nLW s1, 0x0078 (sp)\nJR RA\nADDIU SP SP 0x80\n\n.align 0x10\nMainsPrintf:\nADDIU sp, sp, -0x60\nSW ra, 0x0030 (sp)\nSW a0, 0x0034 (sp)\nSW a1, 0x0038 (sp)\nSW a2, 0x003C (sp)\nSW a3, 0x0040 (sp)\nSW S0, 0x002C (SP)\nSW S4, 0x0028 (SP)\nSW S1, 0x0024 (SP)\n;\nLW a2, 0x0070 (sp) ;load character 1 ptr from stack\nLW a3, 0x0074 (sp) ;load character 1 drink amount ptr from stack\nLW a0, 0x0078 (sp) ;load character 2 pointer from stack\nSW a0, 0x0010 (sp) ;store character 2 pointer to stack\n;\nLW a0, 0x007C (sp) ;load character 2 drink amount ptr from stack\nSW a0, 0x0014 (sp) ;store character 2 drink amount ptr to stack\n;\nLW a0, 0x0080 (sp) ;load character 3 pointer from stack\nSW a0, 0x0018 (sp) ;store character 3 pointer to stack\n;\nLW a0, 0x0084 (sp) ;load character 3 drink amount ptr from stack\nSW a0, 0x001C (sp) ;store character 3 drink amount ptr to stack\n;\nLW a0, 0x0088 (sp) ;load character 4 pointer from stack\nSW a0, 0x0020 (sp) ;store character 4 pointer to stack\n;\nLW a0, 0x008C (sp) ;load character 4 pointer from stack\nSW a0, 0x0024 (sp) ;store character 4 pointer to stack\n;\nSW r0, 0x0028 (sp) ;terminate sprintf\n;\nLI a0, 0x800977C0 ;where to store result\nLUI a1, hi(DrinkPrintingFormatters)\nADDIU a1, a1, lo(DrinkPrintingFormatters) ;ptr to format to use\nJAL sprintf\nNOP\n\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn)\nLB T1 0(T0)\n\nLI T3 0x800CD09D\nLB T2 0(T3)\n\nBNE T1 T2 drinkdisplayshowmessage ; Branch if Star changed location\nSB T1 0(T3)\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nLUI S1 hi(0x800CD0A5) ; First RAM address with Item\nADDIU S1 S1 lo(0x800CD0A5)\nLI S0 0 ; Loop Counter\n\ndrinkdisplayloop:\nLI T3 3\nBEQ S0 T3 drinkdisplayloop_exit ; once all 3 items checked, exit\nNOP\n\nLI T0 -1 ; 0xFF\nLB T2 0(S1) ; Load Item's Index from RAM\nBEQ T0 T2 drinkdisplayloop_exit ; if 0xFF, exit\nNOP\n\nMOVE A0 S4\nJAL PlayerHasItem ; V0 = -1 if Item is NOT found\nLBU A1 0(S1)\n\nADDIU S1 S1 1 ; add 1 to check next address\nLI T1 -1\nBNE T1 V0 drinkdisplayloop ; If item is found, loop to check next\nADDIU S0 S0 1 ; add 1 to counter\n\ndrinkdisplayshowmessage:\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T1 0x41800000\nSW T1 28(SP)\nLI A0 -1\nLUI A1, hi(0x800977C0)\nADDIU A1, A1, lo(0x800977C0)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\n\nLUI T0 hi(0x800CD0A5)\nADDIU T0 T0 lo(0x800CD0A5)\nSB A0 3(T0)\nLI T1 -1\nSB T1 0(T0)\nSB T1 1(T0)\nJ MainsPrintf_exit\nSB T1 2(T0)\n\ndrinkdisplayloop_exit:\nLUI T0 hi(0x800CD0A8) ; Window ID RAM Address\nADDIU T0 T0 lo(0x800CD0A8)\nLB T1 0(T0)\nLUI T0 hi(0x80105702) \nADDIU T0 T0 lo(0x80105702) ; Window ID for cleanup calls?\nSH T1 0(T0) ; Store the Window ID\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ drinkdisplayshowmessage\nNOP\n\nMainsPrintf_exit:\nLW S0, 0x002C (SP)\nLW S4, 0x0028 (SP)\nLW S1, 0x0024 (SP)\nLW ra, 0x0030 (sp)\nLW a0, 0x0034 (sp)\nLW a1, 0x0038 (sp)\nLW a2, 0x003C (sp)\nLW a3, 0x0040 (sp)\nJR RA\nADDIU sp, sp, 0x60\n\n.align 0x10\nGetPlayerNamePtr: ;takes arg a0, character ID\n;returns pointer to player name on v0\nADDIU sp, sp, -0x20\nSW a0, 0x0010 (sp)\nSW s0, 0x0014 (sp)\nLUI s0, hi(CharacterNamesNormal)\nADDIU s0, s0, lo(CharacterNamesNormal)\nSLL a0, a0, 0x0004 ;multiply character ID by 0x10\nADDU v0, a0, s0 ;pointer to character name is on v0 now\nLW a0, 0x0010 (sp)\nLW s0, 0x0014 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nCharacterNamesNormal:\n.asciiz \"MARIO\"\n.align 0x10\n.asciiz \"LUIGI\"\n.align 0x10\n.asciiz \"PEACH\"\n.align 0x10\n.asciiz \"YOSHI\"\n.align 0x10\n.asciiz \"WARIO\"\n.align 0x10\n.asciiz \"DK\"\n.align 0x10\n.asciiz \"WALUIGI\"\n.align 0x10\n.asciiz \"DAISY\"\n\n/**\nCharactersEnum\n{\n0x00 - Mario\n0x01 - Luigi\n0x02 - Peach\n0x03 - Yoshi\n0x04 - Wario\n0x05 - DK\n0x06 - Waluigi\n0x07 - Daisy\n}\n**/\n.align 0x10\nCopyPlayerDrinkAmounts: ;copy drink amounts from board ram to\n;label PlayerDrinkAmounts\nADDIU sp, sp, -0x20\nSW t0, 0x0010 (sp)\nSW v0, 0x0014 (sp) ;counter\nSW s0, 0x0018 (sp) ;pointer to read from\nSW s1, 0x001C (sp) ;pointer to store to\nLI s0, 0x800CD0A1 ;pointer to drinks (big hardcode)\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\nORI v0, r0, 0x0000 ;init counter\nDrinkAmountLoop:\nLBU t0, 0x0000 (s0) ;load current drink amount\nADDIU t0, t0, 0x0030 ;convert int to string\nSB t0, 0x0000 (s1) ;store current drink\nADDIU s0, s0, 0x0001 ;add 1 to drink pointer\nADDIU s1, s1, 0x0002 ;add 2 to PlayerDrinkAmountsPointer\nADDIU v0, v0, 0x0001 ;add 1 to counter\nSLTI t0, v0, 0x0004 ;exit if v1 is equal to v0\nBNEZ t0, DrinkAmountLoop\nNOP\nLW t0, 0x0010 (sp)\nLW v0, 0x0014 (sp)\nLW s0, 0x0018 (sp)\nLW s1, 0x001C (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nDrinkPrintingFormatters:\n.ascii \"%s \" ;Character name 1\n.ascii \"%s\" ;Drink amount 1\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 2\n.ascii \"%s\" ;Drink amount 2\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 3\n.ascii \"%s\" ;Drink amount 3\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 4\n.ascii \"%s\" ;Drink amount 4\n.byte 0x00\n\n.align 0x10\nPlayerDrinkAmounts: ;you will need to store player drink ;amounts in the 1st byte of each row\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string"},"Cactheevs":{"language":0,"code":"; NAME: Cactheevs\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -88\nSW RA 84(SP)\nSW S2 80(SP) ; Drink Count Value\nSW S1 76(SP) ; Drink Count Address\nSW S0 72(SP) \n\n\nJAL GetCurrentPlayerIndex ; at V0\nNOP\n\nLUI S1 hi(0x800CD0A1)\nADDIU S1 S1 lo(0x800CD0A1)\nADDU S1 S1 V0 ; Add player's index to get correct RAM address\nLBU S2 0(S1) \n\nBEQ S2 R0 NothingHappens\nNOP\n\nJAL GetTurnAndPlacing ; Tier at V0\nNOP\n\nSLTI T0 V0 4 ; If it's the First 5 Turns\nBNE T0 R0 Continue\nLI S0 1 ; 1 Drink\n\nSLTI T0 V0 6 ; If 1st/2nd during Midgame...\nBNE T0 R0 Continue\nLI S0 2 ; 2 Drinks\n\nSLTI T0 V0 8 ; If 3rd/4th during Midgame...\nBNE T0 R0 Continue\nLI S0 1 ; 1 Drink\n\nLI T0 8 ; If 1st during Last 5 Turns...\nBNE T0 R0 Continue\nLI S0 3 ; 3 Drinks\n\nSLTI T0 V0 11 ; If 2nd/3rd during Last 5 Turns...\nBNE T0 R0 Continue\nLI S0 2 ; 2 Drinks\nLI S0 1 ; ELSE 1 Drink\nJ Continue\nNOP\n\nNothingHappens:\nLUI A1 hi(NothingHappened_Message)\nJ DisplayMessage\nADDIU A1 A1 lo(NothingHappened_Message)\n\nContinue:\nLI A0 0\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\nLI A0 -1 ; Current Player\nLI A1 4 ; Dizzy Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nJAL PlaySound\nLI A0 0x38B ; Hit SFX\n\nJAL SleepProcess\nLI A0 5\n\nJAL GetPlayerStruct\nLI A0 -1\n\nLBU T0 3(V0)\nJAL PlaySound\nADDIU A0 T0 0x287 ; Add Mario's Despair Voice Index\n\nSLT T0 S2 S0 ; ON IF the player has less drinks than they can lose\nBNE T0 R0 MissingDrinks\nNOP\n\nJ SubtractDrinks\nSUBU S2 S2 S0\n\nMissingDrinks:\nLI S2 0 ; 0 Drinks left\n\nSubtractDrinks:\nSB S2 0(S1) \n\nJAL SleepProcess\nLI A0 30\n\nLI A0 0\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\nLUI A1 hi(Stolen_Message)\nADDIU A1 A1 lo(Stolen_Message)\n\nDisplayMessage:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL Main\nNOP\n\n\nexit:\nLW RA 84(SP)\nLW S2 80(SP) ; Drink Count Value\nLW S1 76(SP) ; Drink Count Address\nLW S0 72(SP) \nJR RA\nADDIU SP SP 88\n\n\n\n.align 16\nStolen_Message:\n.ascii \"A\"\n.byte 0x03 ; Red Font\n.ascii \" Cactheef\"\n.byte 0x08 ; White Font\n.ascii \" stole your\"\n.byte 0x06 ; Blue font\n.ascii \" drinks\"\n.byte 0x08,0x85,0xFF,0 ; White Font, Period, Pause\n\n.align 16\nNothingHappened_Message:\n.ascii \"Huh\"\n.byte 0xC3 ; Question Mark (?)\n.ascii \" Nothing happened\"\n.byte 0x85,0xFF,0 ; Period, Pause\n\n.align 16\nMain:\nADDIU SP SP -0x80\nSW ra, 0x0070 (sp)\nSW s0, 0x0074 (sp)\nSW s1, 0x0078 (sp)\n;\nJAL CopyPlayerDrinkAmounts\nNOP\nLI s0, 0x800D1108\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0003 (s0) ;load character ID 1\nSW v0, 0x0010 (sp)\nSW s1, 0x0014 (sp) ;store drink amount for p1 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x003B (s0) ;load character ID 2\nSW v0, 0x0018 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x001C (sp) ;store drink amount for p2 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0073 (s0) ;load character ID 3\nSW v0, 0x0020 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x0024 (sp) ;store drink amount for p3 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x00AB (s0) ;load character ID 4\nSW v0, 0x0028 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x002C (sp) ;store drink amount for p4 to stack\n;\nJAL MainsPrintf\nNOP\nLW ra, 0x0070 (sp)\nLW s0, 0x0074 (sp)\nLW s1, 0x0078 (sp)\nJR RA\nADDIU SP SP 0x80\n\n.align 0x10\nMainsPrintf:\nADDIU sp, sp, -0x60\nSW ra, 0x0030 (sp)\nSW a0, 0x0034 (sp)\nSW a1, 0x0038 (sp)\nSW a2, 0x003C (sp)\nSW a3, 0x0040 (sp)\nSW S0, 0x002C (SP)\nSW S4, 0x0028 (SP)\nSW S1, 0x0024 (SP)\n;\nLW a2, 0x0070 (sp) ;load character 1 ptr from stack\nLW a3, 0x0074 (sp) ;load character 1 drink amount ptr from stack\nLW a0, 0x0078 (sp) ;load character 2 pointer from stack\nSW a0, 0x0010 (sp) ;store character 2 pointer to stack\n;\nLW a0, 0x007C (sp) ;load character 2 drink amount ptr from stack\nSW a0, 0x0014 (sp) ;store character 2 drink amount ptr to stack\n;\nLW a0, 0x0080 (sp) ;load character 3 pointer from stack\nSW a0, 0x0018 (sp) ;store character 3 pointer to stack\n;\nLW a0, 0x0084 (sp) ;load character 3 drink amount ptr from stack\nSW a0, 0x001C (sp) ;store character 3 drink amount ptr to stack\n;\nLW a0, 0x0088 (sp) ;load character 4 pointer from stack\nSW a0, 0x0020 (sp) ;store character 4 pointer to stack\n;\nLW a0, 0x008C (sp) ;load character 4 pointer from stack\nSW a0, 0x0024 (sp) ;store character 4 pointer to stack\n;\nSW r0, 0x0028 (sp) ;terminate sprintf\n;\nLI a0, 0x800977C0 ;where to store result\nLUI a1, hi(DrinkPrintingFormatters)\nADDIU a1, a1, lo(DrinkPrintingFormatters) ;ptr to format to use\nJAL sprintf\nNOP\n\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn)\nLB T1 0(T0)\n\nLI T3 0x800CD09D\nLB T2 0(T3)\n\nBNE T1 T2 drinkdisplayshowmessage ; Branch if Star changed location\nSB T1 0(T3)\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nLUI S1 hi(0x800CD0A5) ; First RAM address with Item\nADDIU S1 S1 lo(0x800CD0A5)\nLI S0 0 ; Loop Counter\n\ndrinkdisplayloop:\nLI T3 3\nBEQ S0 T3 drinkdisplayloop_exit ; once all 3 items checked, exit\nNOP\n\nLI T0 -1 ; 0xFF\nLB T2 0(S1) ; Load Item's Index from RAM\nBEQ T0 T2 drinkdisplayloop_exit ; if 0xFF, exit\nNOP\n\nMOVE A0 S4\nJAL PlayerHasItem ; V0 = -1 if Item is NOT found\nLBU A1 0(S1)\n\nADDIU S1 S1 1 ; add 1 to check next address\nLI T1 -1\nBNE T1 V0 drinkdisplayloop ; If item is found, loop to check next\nADDIU S0 S0 1 ; add 1 to counter\n\ndrinkdisplayshowmessage:\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T1 0x41800000\nSW T1 28(SP)\nLI A0 -1\nLUI A1, hi(0x800977C0)\nADDIU A1, A1, lo(0x800977C0)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\n\nLUI T0 hi(0x800CD0A5)\nADDIU T0 T0 lo(0x800CD0A5)\nSB A0 3(T0)\nLI T1 -1\nSB T1 0(T0)\nSB T1 1(T0)\nJ MainsPrintf_exit\nSB T1 2(T0)\n\ndrinkdisplayloop_exit:\nLUI T0 hi(0x800CD0A8) ; Window ID RAM Address\nADDIU T0 T0 lo(0x800CD0A8)\nLB T1 0(T0)\nLUI T0 hi(0x80105702) \nADDIU T0 T0 lo(0x80105702) ; Window ID for cleanup calls?\nSH T1 0(T0) ; Store the Window ID\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ drinkdisplayshowmessage\nNOP\n\nMainsPrintf_exit:\nLW S0, 0x002C (SP)\nLW S4, 0x0028 (SP)\nLW S1, 0x0024 (SP)\nLW ra, 0x0030 (sp)\nLW a0, 0x0034 (sp)\nLW a1, 0x0038 (sp)\nLW a2, 0x003C (sp)\nLW a3, 0x0040 (sp)\nJR RA\nADDIU sp, sp, 0x60\n\n.align 0x10\nGetPlayerNamePtr: ;takes arg a0, character ID\n;returns pointer to player name on v0\nADDIU sp, sp, -0x20\nSW a0, 0x0010 (sp)\nSW s0, 0x0014 (sp)\nLUI s0, hi(CharacterNamesNormal)\nADDIU s0, s0, lo(CharacterNamesNormal)\nSLL a0, a0, 0x0004 ;multiply character ID by 0x10\nADDU v0, a0, s0 ;pointer to character name is on v0 now\nLW a0, 0x0010 (sp)\nLW s0, 0x0014 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nCharacterNamesNormal:\n.asciiz \"MARIO\"\n.align 0x10\n.asciiz \"LUIGI\"\n.align 0x10\n.asciiz \"PEACH\"\n.align 0x10\n.asciiz \"YOSHI\"\n.align 0x10\n.asciiz \"WARIO\"\n.align 0x10\n.asciiz \"DK\"\n.align 0x10\n.asciiz \"WALUIGI\"\n.align 0x10\n.asciiz \"DAISY\"\n\n/**\nCharactersEnum\n{\n0x00 - Mario\n0x01 - Luigi\n0x02 - Peach\n0x03 - Yoshi\n0x04 - Wario\n0x05 - DK\n0x06 - Waluigi\n0x07 - Daisy\n}\n**/\n.align 0x10\nCopyPlayerDrinkAmounts: ;copy drink amounts from board ram to\n;label PlayerDrinkAmounts\nADDIU sp, sp, -0x20\nSW t0, 0x0010 (sp)\nSW v0, 0x0014 (sp) ;counter\nSW s0, 0x0018 (sp) ;pointer to read from\nSW s1, 0x001C (sp) ;pointer to store to\nLI s0, 0x800CD0A1 ;pointer to drinks (big hardcode)\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\nORI v0, r0, 0x0000 ;init counter\nDrinkAmountLoop:\nLBU t0, 0x0000 (s0) ;load current drink amount\nADDIU t0, t0, 0x0030 ;convert int to string\nSB t0, 0x0000 (s1) ;store current drink\nADDIU s0, s0, 0x0001 ;add 1 to drink pointer\nADDIU s1, s1, 0x0002 ;add 2 to PlayerDrinkAmountsPointer\nADDIU v0, v0, 0x0001 ;add 1 to counter\nSLTI t0, v0, 0x0004 ;exit if v1 is equal to v0\nBNEZ t0, DrinkAmountLoop\nNOP\nLW t0, 0x0010 (sp)\nLW v0, 0x0014 (sp)\nLW s0, 0x0018 (sp)\nLW s1, 0x001C (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nDrinkPrintingFormatters:\n.ascii \"%s \" ;Character name 1\n.ascii \"%s\" ;Drink amount 1\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 2\n.ascii \"%s\" ;Drink amount 2\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 3\n.ascii \"%s\" ;Drink amount 3\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 4\n.ascii \"%s\" ;Drink amount 4\n.byte 0x00\n\n.align 0x10\nPlayerDrinkAmounts: ;you will need to store player drink ;amounts in the 1st byte of each row\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n\n.align 16\nGetTurnAndPlacing:\nADDIU SP SP -64\nSW RA 60(SP)\n\nJAL GetCurrentPlayerIndex ; At V0\nNOP\n\nJAL GetPlayerPlacementAtEndOfGame ; 0-3 at V0\nMOVE A0 V0\n\nLUI T1 hi(current_turn)\nADDIU T1 T1 lo(current_turn) ; Loading address of current turn number\nLBU T1 0(T1) ; Loading current turn number\nLUI T0 hi(total_turns)\nADDIU T0 T0 lo(total_turns) ; Loading address of total turn number\nLBU T0 0(T0) ; Loading total turn number\n\nSLTI T3 T1 6 ; ON IF current turn is less than 6\nBNE T3 R0 addplacing ; If it's less than 6, then it's Early Game, exit\nLI T7 0 ; Early Game Value on T7\n\nSUB T2 T0 T1\nSLTI T3 T2 5 ; ON IF Total Turns - Current Turn = 4 or less\nBNE T3 R0 addplacing ; If it's 4 or less, it's Lategame, exit\nLI T7 8 ; Late Game Value on T7\n\nLI T7 4 ; Mid Game Value on T7\n\naddplacing:\nMOVE V1 T7 ; V1 now contains Turn Tier\nADDU V0 T7 V0 ; Placing + Turn Tier at V0\n\nLW RA 60(SP)\nJR RA\nADDIU SP SP 64"},"Sandstorm":{"language":0,"code":"; NAME: Sandstorm\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|MainPath\n; PARAM: Space|AltPath\n; PARAM: Space|OasisPath\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S2 72(SP) ; Destination Chain Index\nSW S3 68(SP) ; Destination Chain Space Index\nSW S5 64(SP) ; Player Struct\n\n\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLUI A1 hi(Sandstorm_Message)\nADDIU A1 A1 lo(Sandstorm_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlaySound\nLI A0 0x1E4 ; Sandstorm Sound?\n\nLI A0 0\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 45\n\nJAL GetRandomByte\nNOP\n\nSLTI T0 V0 86\nBNE T0 R0 MainPath\nNOP\nSLTI T0 V0 171\nBNE T0 R0 AltPath\nNOP\n\nLI S2 OasisPath_chain_index\nJ Warp\nLI S3 OasisPath_chain_space_index\n\nMainPath:\nLI S2 MainPath_chain_index\nJ Warp\nLI S3 MainPath_chain_space_index\n\nAltPath:\nLI S2 AltPath_chain_index\nLI S3 AltPath_chain_space_index\n\nWarp:\nJAL GetCurrentPlayerIndex ; Player Index located at V0\nNOP\n\nMOVE A0 V0 ; Assigns Current Player Index to A0\nMOVE A1 S2\nJAL SetNextChainAndSpace\nMOVE A2 S3 ; Assigns Space Index to A2\n\nLI A0 0\nJAL InitFadeIn\nLI A1 16\n\n\n\nLW RA 76(SP)\nLW S2 72(SP) ; Destination Chain Index\nLW S3 68(SP) ; Destination Chain Space Index\nLW S5 64(SP) ; Player Struct\nJR RA\nADDIU SP SP 80\n\n\n\n.align 16\nSandstorm_Message:\n.ascii \"The sandstorm is raging\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Who knows where you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll end up\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; Pause"},"Maactus":{"language":0,"code":"; NAME: Maactus\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP) ; Current Player's Item Slot Address\nSW S3 68(SP) ; Answer Counter\nSW S0 64(SP) ; exit flag\nSW S6 60(SP) ; Question Counter\nSW S5 56(SP) ; Item Index\n\n\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T0 0(T0)\n\nLUI T1 hi(total_turns)\nADDIU T1 T1 lo(total_turns)\nLBU T1 0(T1)\n\nBEQ T0 T1 lastturn\nNOP\n\nJAL GetPlayerStruct ; At V0\nLI A0 -1\n\nADDIU S1 V0 0x1A ; Current Player's third item slot address\nLBU T2 0(S1) ; Item Value\nLI T0 0xFF\n\nBNE T0 T2 toomanyitems\nNOP\n\nLUI A1 hi(Greeting_Message)\nADDIU A1 A1 lo(Greeting_Message)\nJ DisplayMessage\nLI S0 0 ; no exit\n\ntoomanyitems:\nLUI A1 hi(TooManyItems_Message)\nADDIU A1 A1 lo(TooManyItems_Message)\nJ DisplayMessage\nLI S0 1 ; exit after message\n\nlastturn:\nLUI A1 hi(LastTurn_Message)\nADDIU A1 A1 lo(LastTurn_Message)\nLI S0 1 ; exit after message\n\nDisplayMessage:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBNE S0 R0 exit\nNOP\n\nLI S3 0 ; Answer Counter\nLI S6 0 ; Question Counter\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\n\nLOOP:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL AIDecision ; Returns AI Choice on V0\nMOVE A0 S3\n\nLI A0 2 ; Pick whatever is in A1 as AI's Choice\nJAL GetBasicPromptSelection\nMOVE A1 V0\nADDU S3 S3 V0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBEQ S6 R0 LoadQuestion2\nNOP\nLI T0 1\nBEQ S6 T0 LoadQuestion3\nNOP\nJ exitloop\nNOP\n\nLoadQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nJ LOOP\nADDIU S6 S6 1 ; add 1 to question counter\n\nLoadQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nJ LOOP\nADDIU S6 S6 1 ; add 1 to question counter\n\nexitloop:\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nBEQ S3 R0 table1\nNOP\nLI T0 1\nBEQ S3 T0 table2\nNOP\nLI T0 2\nBEQ S3 T0 table3\nNOP\nLI T0 3\nBEQ S3 T0 table4\nNOP\nLI T0 4\nBEQ S3 T0 table5\nNOP\nLI T0 5\nBEQ S3 T0 table6\nNOP\nJ table7\nNOP\n\ntable1:\nLUI A1 hi(Good3_Message)\nADDIU A1 A1 lo(Good3_Message)\nLI S0 0 ; no exit\nSLTI T0 V0 31 \nBNE T0 R0 DisplayMessage2\nLI S5 1 ; Skeleton Key\nSLTI T0 V0 95\nBNE T0 R0 DisplayMessage2\nLI S5 0xC ; Boo Repellant\nSLTI T0 V0 169\nBNE T0 R0 DisplayMessage2\nLI S5 0xE ; Magic Lamp\nLUI A1 hi(Good4_Message)\nADDIU A1 A1 lo(Good4_Message)\nJ DisplayMessage2\nLI S0 1\n\ntable2:\nLUI A1 hi(Good2_Message)\nADDIU A1 A1 lo(Good2_Message)\nLI S0 0 ; no exit\nSLTI T0 V0 64\nBNE T0 R0 DisplayMessage2\nLI S5 1 ; Skeleton Key\nSLTI T0 V0 128\nBNE T0 R0 DisplayMessage2\nLI S5 4 ; Cellular Shopper\nSLTI T0 V0 192\nBNE T0 R0 DisplayMessage2\nLI S5 8 ; Dueling Glove\nJ DisplayMessage2\nLI S5 0xA ; Golden Mushroom\n\ntable3:\nLUI A1 hi(Good1_Message)\nADDIU A1 A1 lo(Good1_Message)\nLI S0 0 ; no exit\nSLTI T0 V0 143\nBNE T0 R0 DisplayMessage2\nLI S5 1 ; Skeleton Key\nSLTI T0 V0 200\nBNE T0 R0 DisplayMessage2\nLI S5 5 ; Warp Block\nJ DisplayMessage2\nLI S5 0 ; Mushroom\n\ntable4:\nLUI A1 hi(Neutral_Message)\nADDIU A1 A1 lo(Neutral_Message)\nLI S0 0 ; no exit\nSLTI T0 V0 41\nBNE T0 R0 DisplayMessage2\nLI S5 1 ; Skeleton Key\nSLTI T0 V0 77\nBNE T0 R0 DisplayMessage2\nLI S5 4 ; Cellular Shopper\nSLTI T0 V0 113\nBNE T0 R0 DisplayMessage2\nLI S5 7 ; Bowser Phone\nSLTI T0 V0 148\nBNE T0 R0 DisplayMessage2\nLI S5 8 ; Dueling Glove\nSLTI T0 V0 184\nBNE T0 R0 DisplayMessage2\nLI S5 9 ; Lucky Lamp\nSLTI T0 V0 220\nBNE T0 R0 DisplayMessage2\nLI S5 0xA ; Golden Mushroom\nJ DisplayMessage2\nLI S5 3 ; Reverse Mushroom\n\ntable5:\nLUI A1 hi(Evil1_Message)\nADDIU A1 A1 lo(Evil1_Message)\nLI S0 0 ; no exit\nSLTI T0 V0 143\nBNE T0 R0 DisplayMessage2\nLI S5 1 ; Skeleton Key\nSLTI T0 V0 200\nBNE T0 R0 DisplayMessage2\nLI S5 2 ; Poison Mushroom\nJ DisplayMessage2\nLI S5 0xD ; Bowser Suit\n\ntable6:\nLUI A1 hi(Evil2_Message)\nADDIU A1 A1 lo(Evil2_Message)\nLI S0 0 ; no exit\nSLTI T0 V0 64\nBNE T0 R0 DisplayMessage2\nLI S5 1 ; Skeleton Key\nSLTI T0 V0 128\nBNE T0 R0 DisplayMessage2\nLI S5 7 ; Bowser Phone\nSLTI T0 V0 192\nBNE T0 R0 DisplayMessage2\nLI S5 9 ; Lucky Lamp\nJ DisplayMessage2\nLI S5 3 ; Reverse Mushroom\n\ntable7:\nLUI A1 hi(Evil3_Message)\nADDIU A1 A1 lo(Evil3_Message)\nLI S0 0 ; no exit\nSLTI T0 V0 31\nBNE T0 R0 DisplayMessage2\nLI S5 1 ; Skeleton Key\nSLTI T0 V0 95\nBNE T0 R0 DisplayMessage2\nLI S5 6 ; Plunder Chest\nSLTI T0 V0 159\nBNE T0 R0 DisplayMessage2\nLI S5 0xB ; Boo Bell\nLUI A1 hi(Evil4_Message)\nADDIU A1 A1 lo(Evil4_Message)\nLI S0 1\n\nDisplayMessage2:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBNE S0 R0 exit\nNOP\n\nLI T1 2\nSUBU S1 S1 T1 ; This loads the current player's first Item address\nLBU S2 0(S1) ; Load slot #1's Item Value into S2\nLI T1 0xFF ; No Item Value\nBEQ S2 T1 giveitem ; Go to giveitem if the slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to load current player's second Item address\nLBU S2 0(S1) ; Load slot #2's Item Value into S2\nBEQ S2 T1 giveitem ; Go to giveitem if the slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to load current player's third Item address\n\ngiveitem:\nSB S5 0(S1)\n\nJAL PlaySound\nLI A0 25 ; Got Item Sound Index\n\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\n\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index\n\nLI A0 -1 ; Current Player\nLI A1 5 ; Joy Animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop\n\nJAL SleepProcess \nLI A0 30 ; Sleeps for 30 frames\n\n\n\nexit:\nLW RA 76(SP)\nLW S1 72(SP) ; Current Player's Item Slot Address\nLW S3 68(SP) ; Answer Counter\nLW S0 64(SP) ; exit flag\nLW S6 60(SP) ; Question Counter\nLW S5 56(SP) ; Item Index\nJR RA\nADDIU SP SP 80\n\n\n\n.align 4\nAIDecision:\nADDIU SP SP -40\nSW RA 36(SP)\n\nJAL 0x800EEF80 ; Random Int 0-99 At V0\nNOP\n\nLI T0 3\nDIVU T0 V0 \nMFHI V0 ; MOD 3\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n\n.align 16\nGreeting_Message:\n.ascii \"Hello\"\n.byte 0x82 ; Comma (,)\n.ascii \" little one\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"d like to get to know you\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Answer me these 3 questions\"\n.byte 0x85,0xFF,0 ; Period, Pause\n\n.align 16\nTooManyItems_Message:\n.ascii \"Lovely weather\"\n.byte 0x82 ; Comma (,)\n.ascii \" isn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t it\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"You should stop by when your\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"hands aren\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t full so we can chat\"\n.byte 0x85,0xFF,0 ; Period, Pause\n\n.align 16\nLastTurn_Message:\n.ascii \"Hello\"\n.byte 0x85 ; Period (.)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m busy working on the\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"awards ceremony after next minigame\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Best of luck to you\"\n.byte 0xC2,0xFF,0 ; Exclamation Mark (!)\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"If someone finds a Hidden Block\"\n.byte 0x0A ; Newline\n.ascii \"what do you hope they get from it\\xC3\"\n.byte 0x0A,0x0A,0x1A,0x1A ; Newline+Option Padding\n.byte 0x0C ; Start option\n.ascii \"A Star\"\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A ; Newline+Option Padding\n.byte 0x0C ; Start option\n.ascii \"20 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A ; Newline+Option Padding\n.byte 0x0C ; Start option\n.ascii \"A Ztar\"\n.byte 0x0D,0,0 ; End option & Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"If you could make someone else\"\n.byte 0x0A ; Newline\n.ascii \"land on a space\\x82 which would it be\\xC3\"\n.byte 0x0A,0x0A,0x1A,0x1A ; Newline+Option Padding\n.byte 0x0C ; Start option\n.ascii \"An Item Space\"\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A ; Newline+Option Padding\n.byte 0x0C ; Start option\n.ascii \"A Battle Space\"\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A ; Newline+Option Padding\n.byte 0x0C ; Start option\n.ascii \"A Bowser Space\"\n.byte 0x0D,0,0 ; End option & Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What would you do if\"\n.byte 0x0A ; Newline\n.ascii \"you ran out of drinks\\xC3\"\n.byte 0x0A,0x0A,0x1A,0x1A ; Newline+Option Padding\n.byte 0x0C ; Start option\n.ascii \"Go play with Blooper\"\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A ; Newline+Option Padding\n.byte 0x0C ; Start option\n.ascii \"Buy at the Drink Shop\"\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A ; Newline+Option Padding\n.byte 0x0C ; Start option\n.ascii \"Steal from someone\"\n.byte 0x0D,0,0 ; End option & Prompt\n\n.align 16\nGood1_Message:\n.ascii \"How charming\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"I like your honesty\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Here\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s something nice for you\"\n.byte 0x85,0xFF,0 ; Period (.)\n\n.align 16\nGood2_Message:\n.ascii \"You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re quite nice for the most part\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Put this to good use\"\n.byte 0x85,0xFF,0 ; Period (.)\n\n.align 16\nGood3_Message:\n.ascii \"What a noble individual you are\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Thanks for stopping by\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Have this gift from me\"\n.byte 0x85,0xFF,0 ; Period (.)\n\n.align 16\nGood4_Message:\n.ascii \"You really thought I wouldn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"see through those obvious lies\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Leave my sight at once\"\n.byte 0xC2,0xFF,0 ; Exclamation Mark (!)\n\n.align 16\nNeutral_Message:\n.ascii \"Quite the interesting one\"\n.byte 0x82 ; Comma (,)\n.ascii \" aren\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t you\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"I will reward you for answering me\"\n.byte 0x85,0xFF,0 ; Period (.)\n\n.align 16\nEvil1_Message:\n.ascii \"You have a bit of spice in you\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"I like that\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Here\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s a little trinket for you\"\n.byte 0x85,0xFF,0 ; Period (.)\n\n.align 16\nEvil2_Message:\n.ascii \"You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re very wrongful\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"But\"\n.byte 0x82 ; Comma (,)\n.ascii \" I guess you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re not that bad\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Take this and go\"\n.byte 0x85,0xFF,0 ; Period (.)\n\n.align 16\nEvil3_Message:\n.ascii \"You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re a real foul one\"\n.byte 0x82 ; Comma (,)\n.ascii \" huh\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Oh well\"\n.byte 0x82 ; Comma (,)\n.ascii \" here\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s something to match\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"your devilish nature\"\n.byte 0x85,0xFF,0 ; Period (.)\n\n.align 16\nEvil4_Message:\n.ascii \"What a sinister creature you are\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"I guess things like you keep the\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"balance in the universe\"\n.byte 0x85 ; Period (.)\n.ascii \" Now leave\"\n.byte 0x85,0xFF,0 ; Period (.)"},"Dehydration check":{"language":0,"code":"; NAME: Dehydration check\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP) ; Loop Counter\nSW S1 68(SP) ; Current Player's Drink Count\nSW S3 64(SP) ; Current Player's Forced Roll Address\nSW S4 60(SP) ; Current Player's Index\n\n\n\nJAL GetPlayerStruct ; At V0\nLI A0 -1 ; Current Player \n\nLBU A0 15(V0) ; Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; at V0\nLBU A1 16(V0) ; Chain Space Index\n\nLUI T0 hi(SpaceArray)\nADDIU T0 T0 lo(SpaceArray)\nLUI A1 hi(Safe_Message)\nADDIU A1 A1 lo(Safe_Message)\nSpaceLoop:\nLBU T1 0(T0) ; Load the first Space Index of the Array\n\nBEQ T1 R0 Continue ; if 0, exit\nNOP\n\nBEQ V0 T1 DisplayMessage\nNOP\n\nJ SpaceLoop\nADDIU T0 T0 1\n\nContinue:\nJAL GetCurrentPlayerIndex ; at V0\nNOP\n\nLUI S1 hi(0x800CD0A1)\nADDIU S1 S1 lo(0x800CD0A1)\nADDU S1 S1 V0 ; Add Current Player's Index to get Drink Count\n\nLUI S3 hi(0x800CDBD2)\nADDIU S3 S3 lo(0x800CDBD2) ; P1 Forced Roll Address\n\nLI T2 0x4C ; Distance between each player's addresses\nMULT V0 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S3 S3 T2 ; Add to get current Player's Forced Roll address\n\nLBU T0 0(S1)\nBNE T0 R0 notdehydrated\nNOP\n\nLI S0 0 ; Loop Counter\nLOOP:\nJAL GetRandomByte ; Rand Int 0-99 at V0\nNOP\n\nLI T0 5\nDIVU V0 T0 \nMFHI T1\nADDIU T1 T1 1 ; add 1 to get a 1-5 number\nSB T1 0(S3) ; Store Forced Roll\n\nADDIU S0 S0 1 ; Add 1 to the Loop Counter\nLI T2 1\nBNE S0 T2 LOOP ; exit when the counter hits 1 (Dehydrate 1 Dice Block only)\nADDIU S3 S3 1\n\nLUI A1 hi(Dehydrated_Message)\nJ DisplayMessage\nADDIU A1 A1 lo(Dehydrated_Message)\n\n\nnotdehydrated:\nSB R0 0(S3)\nSB R0 1(S3)\nSB R0 2(S3) ; These will clear all forced rolls\n\nLBU T0 0(S1)\nADDIU T0 T0 -1 ; Subtract 1 Drink from Count\nSB T0 0(S1)\n\nLUI A1 hi(DrankDrink_Message)\nADDIU A1 A1 lo(DrankDrink_Message)\n\nDisplayMessage:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL Main\nNOP\n\n\n\nLW RA 76(SP)\nLW S0 72(SP)\nLW S1 68(SP)\nLW S3 64(SP)\nLW S4 60(SP)\nJR RA\nADDIU SP SP 80\n\n\n\n.align 16\nDehydrated_Message:\n.ascii \"The harsh heat has left you\\x03 dehydrated\\x08\\x85\"\n.byte 0x0A ; New Line (Writes Below)\n.asciiz \"You can only move five spaces or less\\x85\\xFF\"\n\n.align 16\nDrankDrink_Message:\n.ascii \"You drank one of your\\x06 drinks\\x08\\x85\"\n.byte 0x0A ; New Line (Writes Below)\n.asciiz \"How refreshing\\xC2\\xFF\"\n\n.align 16\nSafe_Message:\n.ascii \"The fresh atmosphere of the oasis is\"\n.byte 0x0A ; New Line (Writes Below)\n.asciiz \"keeping your thirst at bay\\x85\\xFF\"\n\n.align 16\nSpaceArray:\n.byte 0x3F,0x38,0x3B,0x3D,0x42,0x3C,0x41,0x3A,0x40,0x39,0\n\n.align 16\nMain:\nADDIU SP SP -0x80\nSW ra, 0x0070 (sp)\nSW s0, 0x0074 (sp)\nSW s1, 0x0078 (sp)\n;\nJAL CopyPlayerDrinkAmounts\nNOP\nLI s0, 0x800D1108\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0003 (s0) ;load character ID 1\nSW v0, 0x0010 (sp)\nSW s1, 0x0014 (sp) ;store drink amount for p1 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x003B (s0) ;load character ID 2\nSW v0, 0x0018 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x001C (sp) ;store drink amount for p2 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0073 (s0) ;load character ID 3\nSW v0, 0x0020 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x0024 (sp) ;store drink amount for p3 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x00AB (s0) ;load character ID 4\nSW v0, 0x0028 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x002C (sp) ;store drink amount for p4 to stack\n;\nJAL MainsPrintf\nNOP\nLW ra, 0x0070 (sp)\nLW s0, 0x0074 (sp)\nLW s1, 0x0078 (sp)\nJR RA\nADDIU SP SP 0x80\n\n.align 0x10\nMainsPrintf:\nADDIU sp, sp, -0x60\nSW ra, 0x0030 (sp)\nSW a0, 0x0034 (sp)\nSW a1, 0x0038 (sp)\nSW a2, 0x003C (sp)\nSW a3, 0x0040 (sp)\nSW S0, 0x002C (SP)\nSW S4, 0x0028 (SP)\nSW S1, 0x0024 (SP)\n;\nLW a2, 0x0070 (sp) ;load character 1 ptr from stack\nLW a3, 0x0074 (sp) ;load character 1 drink amount ptr from stack\nLW a0, 0x0078 (sp) ;load character 2 pointer from stack\nSW a0, 0x0010 (sp) ;store character 2 pointer to stack\n;\nLW a0, 0x007C (sp) ;load character 2 drink amount ptr from stack\nSW a0, 0x0014 (sp) ;store character 2 drink amount ptr to stack\n;\nLW a0, 0x0080 (sp) ;load character 3 pointer from stack\nSW a0, 0x0018 (sp) ;store character 3 pointer to stack\n;\nLW a0, 0x0084 (sp) ;load character 3 drink amount ptr from stack\nSW a0, 0x001C (sp) ;store character 3 drink amount ptr to stack\n;\nLW a0, 0x0088 (sp) ;load character 4 pointer from stack\nSW a0, 0x0020 (sp) ;store character 4 pointer to stack\n;\nLW a0, 0x008C (sp) ;load character 4 pointer from stack\nSW a0, 0x0024 (sp) ;store character 4 pointer to stack\n;\nSW r0, 0x0028 (sp) ;terminate sprintf\n;\nLI a0, 0x800977C0 ;where to store result\nLUI a1, hi(DrinkPrintingFormatters)\nADDIU a1, a1, lo(DrinkPrintingFormatters) ;ptr to format to use\nJAL sprintf\nNOP\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nLUI S1 hi(0x800CD0A5) ; First RAM address with Item\nADDIU S1 S1 lo(0x800CD0A5)\nLI S0 0 ; Loop Counter\n\ndrinkdisplayloop:\nLI T3 3\nBEQ S0 T3 drinkdisplayloop_exit ; once all 3 items checked, exit\nNOP\n\nLI T0 -1 ; 0xFF\nLBU T2 0(S1) ; Load Item's Index from RAM\nBEQ T0 T2 drinkdisplayloop_exit ; if 0xFF, exit\nNOP\n\nMOVE A0 S4\nJAL PlayerHasItem ; V0 = -1 if Item is NOT found\nLBU A1 0(S1)\n\nADDIU S1 S1 1 ; add 1 to check next address\nLI T1 -1\nBNE T1 V0 drinkdisplayloop ; If item is found, loop to check next\nADDIU S0 S0 1 ; add 1 to counter\n\ndrinkdisplayshowmessage:\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T1 0x41800000\nSW T1 28(SP)\nLI A0 -1\nLUI A1, hi(0x800977C0)\nADDIU A1, A1, lo(0x800977C0)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\n\nLUI T0 hi(0x800CD0A5)\nADDIU T0 T0 lo(0x800CD0A5)\nJ MainsPrintf_exit\nSB A0 3(T0)\n\ndrinkdisplayloop_exit:\nLUI T0 hi(0x800CD0A8) ; Window ID RAM Address\nADDIU T0 T0 lo(0x800CD0A8)\nJAL 0x800EC9DC\nLBU A0 0(T0)\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\nJ drinkdisplayshowmessage\nNOP\n\nMainsPrintf_exit:\nLW S0, 0x002C (SP)\nLW S4, 0x0028 (SP)\nLW S1, 0x0024 (SP)\nLW ra, 0x0030 (sp)\nLW a0, 0x0034 (sp)\nLW a1, 0x0038 (sp)\nLW a2, 0x003C (sp)\nLW a3, 0x0040 (sp)\nJR RA\nADDIU sp, sp, 0x60\n\n.align 0x10\nGetPlayerNamePtr: ;takes arg a0, character ID\n;returns pointer to player name on v0\nADDIU sp, sp, -0x20\nSW a0, 0x0010 (sp)\nSW s0, 0x0014 (sp)\nLUI s0, hi(CharacterNamesNormal)\nADDIU s0, s0, lo(CharacterNamesNormal)\nSLL a0, a0, 0x0004 ;multiply character ID by 0x10\nADDU v0, a0, s0 ;pointer to character name is on v0 now\nLW a0, 0x0010 (sp)\nLW s0, 0x0014 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nCharacterNamesNormal:\n.asciiz \"MARIO\"\n.align 0x10\n.asciiz \"LUIGI\"\n.align 0x10\n.asciiz \"PEACH\"\n.align 0x10\n.asciiz \"YOSHI\"\n.align 0x10\n.asciiz \"WARIO\"\n.align 0x10\n.asciiz \"DK\"\n.align 0x10\n.asciiz \"WALUIGI\"\n.align 0x10\n.asciiz \"DAISY\"\n\n/**\nCharactersEnum\n{\n0x00 - Mario\n0x01 - Luigi\n0x02 - Peach\n0x03 - Yoshi\n0x04 - Wario\n0x05 - DK\n0x06 - Waluigi\n0x07 - Daisy\n}\n**/\n.align 0x10\nCopyPlayerDrinkAmounts: ;copy drink amounts from board ram to\n;label PlayerDrinkAmounts\nADDIU sp, sp, -0x20\nSW t0, 0x0010 (sp)\nSW v0, 0x0014 (sp) ;counter\nSW s0, 0x0018 (sp) ;pointer to read from\nSW s1, 0x001C (sp) ;pointer to store to\nLI s0, 0x800CD0A1 ;pointer to drinks (big hardcode)\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\nORI v0, r0, 0x0000 ;init counter\nDrinkAmountLoop:\nLBU t0, 0x0000 (s0) ;load current drink amount\nADDIU t0, t0, 0x0030 ;convert int to string\nSB t0, 0x0000 (s1) ;store current drink\nADDIU s0, s0, 0x0001 ;add 1 to drink pointer\nADDIU s1, s1, 0x0002 ;add 2 to PlayerDrinkAmountsPointer\nADDIU v0, v0, 0x0001 ;add 1 to counter\nSLTI t0, v0, 0x0004 ;exit if v1 is equal to v0\nBNEZ t0, DrinkAmountLoop\nNOP\nLW t0, 0x0010 (sp)\nLW v0, 0x0014 (sp)\nLW s0, 0x0018 (sp)\nLW s1, 0x001C (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nDrinkPrintingFormatters:\n.ascii \"%s \" ;Character name 1\n.ascii \"%s\" ;Drink amount 1\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 2\n.ascii \"%s\" ;Drink amount 2\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 3\n.ascii \"%s\" ;Drink amount 3\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 4\n.ascii \"%s\" ;Drink amount 4\n.byte 0x00\n\n.align 0x10\nPlayerDrinkAmounts: ;you will need to store player drink ;amounts in the 1st byte of each row\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string"},"Professor C. Saguar":{"language":0,"code":"; NAME: Professor C. Saguar\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Star\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\nSW S3 64(SP)\n\n\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle Animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nJAL GetCurrentPlayerIndex\nNOP\n\nLUI S1 hi(0x800CD0A1)\nADDIU S1 S1 lo(0x800CD0A1)\nADDU S1 S1 V0 ; This loads Current Player's Drink Count Address\n\nLBU T0 0(S1)\n\nSLTI T1 T0 4 ; 1 if player has 3 drinks or less\nBEQ T1 R0 enoughdrinks\nNOP\n\nLUI A1 hi(NotEnoughDrinks_Message)\nADDIU A1 A1 lo(NotEnoughDrinks_Message)\nJ DisplayMessage\nLI S3 1 ; exit after Message\n\nenoughdrinks:\nLUI A1 hi(Greeting_Message)\nADDIU A1 A1 lo(Greeting_Message)\nLI S3 0 ; no exit\n\nDisplayMessage:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBNE S3 R0 exit ; exit if flag is on\nNOP\nPromptSetup:\nLUI A1 hi(Machine_Prompt)\nADDIU A1 A1 lo(Machine_Prompt)\n\nDisplayMessage2:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nLI A0 2 ; Pick whatever is in A1 as AI's Choice\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S0 V0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBNE S3 R0 exit ; exit if flag is on\nNOP\n\nBEQ S0 R0 yes\nNOP\nLI T1 1\nLUI A1 hi(Decline_Message)\nADDIU A1 A1 lo(Decline_Message)\nBEQ S0 T1 DisplayMessage2\nLI S3 1 ; exit after message\n\nJAL ViewBoardMap\nNOP\nJ PromptSetup\nLI S3 0\n\nyes:\nLI A0 0 ; Standard Fade-out\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\nLOOPSound:\nJAL PlaySound\nLI A0 0x300 ; Water Splash Index\n\nJAL SleepProcess\nLI A0 15 \n\nLI T0 3 ; Play sound 4 times in a row\nBNE S3 T0 LOOPSound\nADDIU S3 S3 1\n\nLI S3 0 ; Reset Loop Counter back to 0\n\nLOOPSound2:\nJAL PlaySound\nLI A0 0x1FA ; Machine sounds Index\n;0x1CC more sounds\n\nJAL SleepProcess\nLI A0 10\n\nLI T0 4 ; Repeat 5 times\nBNE S3 T0 LOOPSound2\nADDIU S3 S3 1\n\nJAL SleepProcess\nLI A0 15\n\nJAL PlaySound\nLI A0 0x119 ; Star Sound Index\n\nJAL SleepProcess\nLI A0 30\n\nLBU T0 0(S1)\nADDIU T0 T0 -4 ; Take 4 Drinks away\nSB T0 0(S1)\n\nJAL Main\nNOP\n\nLI A0 0\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLUI A1 hi(ItWorked_Message)\nADDIU A1 A1 lo(ItWorked_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 Star_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; True Index at V0\nLI A1 Star_chain_space_index\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nLUI T3 hi(Coords)\nADDIU T3 T3 lo(Coords) ; Pointer it needs \n\nLW T0 8(V0) ; Load X pos of the space\nLW T2 12(V0) ; Load Y pos of the Space\nLW T1 16(V0) ; Load Z pos of the Space\n\nSW T0 0xC(T3) ; Store to 4th Word\nSW T2 0x10(T3) ; Store to 5th Word\nSW T1 0x14(T3) ; Store to 6th Word\n\nJAL 0x80106A9C\nADD A0 R0 T3\n\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n\n\nexit:\nLW RA 76(SP)\nLW S0 72(SP)\nLW S1 68(SP)\nLW S3 64(SP)\nJR RA\nADDIU SP SP 80\n\n\n.align 16\nNotEnoughDrinks_Message:\n.ascii \"It seems you don\\x5Ct have\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"enough fuel to power up\"\n.byte 0x0A ; New Line\n.asciiz \"my machine\\x82 young one\\x85\\xFF\"\n\n.align 16\nGreeting_Message:\n.ascii \"Greetings\\x82 young one\\xC2\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"My name is Professor C\\x85 Saguar\"\n.byte 0x0A ; New Line (Writes Below)\n.asciiz \"I\\x5Cm a scientist on this desert\\x85\\xFF\"\n\n.align 16\nMachine_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Care to help test my newest creation\\xC3\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"With enough fuel\\x82 it could make you a \\x7star\\x8\\xC2\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"It just needs\\x85\\x85\\x85 Say\\x82\\x6 4 Drinks\\x8\\xC3\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"What do you say\\xC3\"\n.byte 0x0A,0xA,0x1A,0x1A ; New Lines + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Sure\\x82 I love science\"\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A ; New Line + Option Indent\n.byte 0x0C ; Start option\n.ascii \"No\\x82 sounds dangerous\"\n.byte 0x0D ; End option\n.byte 0x0A,0x1A,0x1A ; New Line + Option Indent\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0,0 ; End Prompt\n\n.align 16 \nDecline_Message:\n.ascii \"Dangerous\\xC3 That\\x5Cs preposterous\\xC2\"\n.byte 0x0A ; New Line (Writes Below)\n.asciiz \"My inventions are of the highest quality\\xC2\\xFF\"\n\n.align 16\nItWorked_Message:\n.ascii \"It worked\\xC2 It really worked\\xC2\\xC2\\xC2\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"This is great\\xC2 Thank you\\x82 young one\\xC2\"\n.byte 0x0A ; New Line (Writes Below)\n.asciiz \"Here\\x5Cs the\\x7\\x20Star\\x8 I promised you\\xC2\\xFF\"\n\n.align 32\nCoords:\n.word 0x8012EA10\n.word 0x80134E20\n.word 0x0A020008\n.word 0x00000000 ; X Coords\n.word 0x00000000 ; Y Coords\n.word 0x00000000 ; Z Coords\n\n.align 16\nMain:\nADDIU SP SP -0x80\nSW ra, 0x0070 (sp)\nSW s0, 0x0074 (sp)\nSW s1, 0x0078 (sp)\n;\nJAL CopyPlayerDrinkAmounts\nNOP\nLI s0, 0x800D1108\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0003 (s0) ;load character ID 1\nSW v0, 0x0010 (sp)\nSW s1, 0x0014 (sp) ;store drink amount for p1 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x003B (s0) ;load character ID 2\nSW v0, 0x0018 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x001C (sp) ;store drink amount for p2 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0073 (s0) ;load character ID 3\nSW v0, 0x0020 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x0024 (sp) ;store drink amount for p3 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x00AB (s0) ;load character ID 4\nSW v0, 0x0028 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x002C (sp) ;store drink amount for p4 to stack\n;\nJAL MainsPrintf\nNOP\nLW ra, 0x0070 (sp)\nLW s0, 0x0074 (sp)\nLW s1, 0x0078 (sp)\nJR RA\nADDIU SP SP 0x80\n\n.align 0x10\nMainsPrintf:\nADDIU sp, sp, -0x60\nSW ra, 0x0030 (sp)\nSW a0, 0x0034 (sp)\nSW a1, 0x0038 (sp)\nSW a2, 0x003C (sp)\nSW a3, 0x0040 (sp)\nSW S0, 0x002C (SP)\nSW S4, 0x0028 (SP)\nSW S1, 0x0024 (SP)\n;\nLW a2, 0x0070 (sp) ;load character 1 ptr from stack\nLW a3, 0x0074 (sp) ;load character 1 drink amount ptr from stack\nLW a0, 0x0078 (sp) ;load character 2 pointer from stack\nSW a0, 0x0010 (sp) ;store character 2 pointer to stack\n;\nLW a0, 0x007C (sp) ;load character 2 drink amount ptr from stack\nSW a0, 0x0014 (sp) ;store character 2 drink amount ptr to stack\n;\nLW a0, 0x0080 (sp) ;load character 3 pointer from stack\nSW a0, 0x0018 (sp) ;store character 3 pointer to stack\n;\nLW a0, 0x0084 (sp) ;load character 3 drink amount ptr from stack\nSW a0, 0x001C (sp) ;store character 3 drink amount ptr to stack\n;\nLW a0, 0x0088 (sp) ;load character 4 pointer from stack\nSW a0, 0x0020 (sp) ;store character 4 pointer to stack\n;\nLW a0, 0x008C (sp) ;load character 4 pointer from stack\nSW a0, 0x0024 (sp) ;store character 4 pointer to stack\n;\nSW r0, 0x0028 (sp) ;terminate sprintf\n;\nLI a0, 0x800977C0 ;where to store result\nLUI a1, hi(DrinkPrintingFormatters)\nADDIU a1, a1, lo(DrinkPrintingFormatters) ;ptr to format to use\nJAL sprintf\nNOP\n\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn)\nLB T1 0(T0)\n\nLI T3 0x800CD09D\nLB T2 0(T3)\n\nBNE T1 T2 drinkdisplayshowmessage ; Branch if Star changed location\nSB T1 0(T3)\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nLUI S1 hi(0x800CD0A5) ; First RAM address with Item\nADDIU S1 S1 lo(0x800CD0A5)\nLI S0 0 ; Loop Counter\n\ndrinkdisplayloop:\nLI T3 3\nBEQ S0 T3 drinkdisplayloop_exit ; once all 3 items checked, exit\nNOP\n\nLI T0 -1 ; 0xFF\nLB T2 0(S1) ; Load Item's Index from RAM\nBEQ T0 T2 drinkdisplayloop_exit ; if 0xFF, exit\nNOP\n\nMOVE A0 S4\nJAL PlayerHasItem ; V0 = -1 if Item is NOT found\nLBU A1 0(S1)\n\nADDIU S1 S1 1 ; add 1 to check next address\nLI T1 -1\nBNE T1 V0 drinkdisplayloop ; If item is found, loop to check next\nADDIU S0 S0 1 ; add 1 to counter\n\ndrinkdisplayshowmessage:\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T1 0x41800000\nSW T1 28(SP)\nLI A0 -1\nLUI A1, hi(0x800977C0)\nADDIU A1, A1, lo(0x800977C0)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\n\nLUI T0 hi(0x800CD0A5)\nADDIU T0 T0 lo(0x800CD0A5)\nSB A0 3(T0)\nLI T1 -1\nSB T1 0(T0)\nSB T1 1(T0)\nJ MainsPrintf_exit\nSB T1 2(T0)\n\ndrinkdisplayloop_exit:\nLUI T0 hi(0x800CD0A8) ; Window ID RAM Address\nADDIU T0 T0 lo(0x800CD0A8)\nLB T1 0(T0)\nLUI T0 hi(0x80105702) \nADDIU T0 T0 lo(0x80105702) ; Window ID for cleanup calls?\nSH T1 0(T0) ; Store the Window ID\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ drinkdisplayshowmessage\nNOP\n\nMainsPrintf_exit:\nLW S0, 0x002C (SP)\nLW S4, 0x0028 (SP)\nLW S1, 0x0024 (SP)\nLW ra, 0x0030 (sp)\nLW a0, 0x0034 (sp)\nLW a1, 0x0038 (sp)\nLW a2, 0x003C (sp)\nLW a3, 0x0040 (sp)\nJR RA\nADDIU sp, sp, 0x60\n\n.align 0x10\nGetPlayerNamePtr: ;takes arg a0, character ID\n;returns pointer to player name on v0\nADDIU sp, sp, -0x20\nSW a0, 0x0010 (sp)\nSW s0, 0x0014 (sp)\nLUI s0, hi(CharacterNamesNormal)\nADDIU s0, s0, lo(CharacterNamesNormal)\nSLL a0, a0, 0x0004 ;multiply character ID by 0x10\nADDU v0, a0, s0 ;pointer to character name is on v0 now\nLW a0, 0x0010 (sp)\nLW s0, 0x0014 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nCharacterNamesNormal:\n.asciiz \"MARIO\"\n.align 0x10\n.asciiz \"LUIGI\"\n.align 0x10\n.asciiz \"PEACH\"\n.align 0x10\n.asciiz \"YOSHI\"\n.align 0x10\n.asciiz \"WARIO\"\n.align 0x10\n.asciiz \"DK\"\n.align 0x10\n.asciiz \"WALUIGI\"\n.align 0x10\n.asciiz \"DAISY\"\n\n/**\nCharactersEnum\n{\n0x00 - Mario\n0x01 - Luigi\n0x02 - Peach\n0x03 - Yoshi\n0x04 - Wario\n0x05 - DK\n0x06 - Waluigi\n0x07 - Daisy\n}\n**/\n.align 0x10\nCopyPlayerDrinkAmounts: ;copy drink amounts from board ram to\n;label PlayerDrinkAmounts\nADDIU sp, sp, -0x20\nSW t0, 0x0010 (sp)\nSW v0, 0x0014 (sp) ;counter\nSW s0, 0x0018 (sp) ;pointer to read from\nSW s1, 0x001C (sp) ;pointer to store to\nLI s0, 0x800CD0A1 ;pointer to drinks (big hardcode)\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\nORI v0, r0, 0x0000 ;init counter\nDrinkAmountLoop:\nLBU t0, 0x0000 (s0) ;load current drink amount\nADDIU t0, t0, 0x0030 ;convert int to string\nSB t0, 0x0000 (s1) ;store current drink\nADDIU s0, s0, 0x0001 ;add 1 to drink pointer\nADDIU s1, s1, 0x0002 ;add 2 to PlayerDrinkAmountsPointer\nADDIU v0, v0, 0x0001 ;add 1 to counter\nSLTI t0, v0, 0x0004 ;exit if v1 is equal to v0\nBNEZ t0, DrinkAmountLoop\nNOP\nLW t0, 0x0010 (sp)\nLW v0, 0x0014 (sp)\nLW s0, 0x0018 (sp)\nLW s1, 0x001C (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nDrinkPrintingFormatters:\n.ascii \"%s \" ;Character name 1\n.ascii \"%s\" ;Drink amount 1\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 2\n.ascii \"%s\" ;Drink amount 2\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 3\n.ascii \"%s\" ;Drink amount 3\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 4\n.ascii \"%s\" ;Drink amount 4\n.byte 0x00\n\n.align 0x10\nPlayerDrinkAmounts: ;you will need to store player drink ;amounts in the 1st byte of each row\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string"},"Blooper-Go-Round":{"language":0,"code":"; NAME: Blooper-Go-Round\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|MaxDrinkAmount\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\nSW S3 64(SP)\nSW S6 60(SP)\nSW S4 56(SP)\nSW S7 52(SP)\nSW S2 48(SP)\n\n\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nLUI S6 hi(0x800CD0A1)\nADDIU S6 S6 lo(0x800CD0A1)\nADDU S6 S6 S4 ; S6 now holds current player's drink count address\nLBU S3 0(S6) ; S3 now holds current player's drink count value\n\nLI T0 MaxDrinkAmount\nBEQ S3 T0 TooManyDrinks\nNOP\n\nLI A0 0x3A ; Character image (Blooper)\nLUI A1 hi(Speen_Message)\nADDIU A1 A1 lo(Speen_Message)\nJ DisplayMessage\nLI S7 0 ; no exit\n\nTooManyDrinks:\nLI A0 0x3A ; Character image (Blooper)\nLUI A1 hi(TooManyDrinks_Message)\nADDIU A1 A1 lo(TooManyDrinks_Message)\nLI S7 1 ; exit after message\n\nDisplayMessage:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI T0 1\nBEQ S7 T0 exit\nNOP\nLI T2 2\nBEQ S7 T2 continue\nNOP\nLI T2 3\nBEQ S7 T2 calcdrinks\nNOP\n\nLI A0 -1 ; Character image (None)\nLUI A1 hi(Explanation_Message)\nADDIU A1 A1 lo(Explanation_Message)\nJ DisplayMessage\nLI S7 2\n\ncontinue:\nLI A0 4 ; Happening Fade-out\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\nJAL PlayerIsCPU ; returns 1 if CPU\nMOVE A0 S4\n\nBNE V0 R0 CalculateAIDrinks\nNOP\n\nLI S0 0 ; Start Loop at 0 Spins\nLI S1 15 ; Flags for Stick Movement Press (1 1 1 1)\nLI S2 150 ; Start Timer at 150 Frames (5 seconds) \nCHECKX:\nBEQ S1 R0 add1\nNOP\nBEQ S2 R0 exitloop\nNOP\nJAL SleepVProcess\nNOP\nADDIU S2 S2 -1 ; Reduce the Timer by 1 frame\nJAL GetXAxisInput ; Stick Rotation Index at V0\nNOP \n\nBEQ V0 R0 CHECKX\nNOP\n\nAND T0 S1 V0 \nSUBU S1 S1 T0\n\nCHECKY:\nBEQ S1 R0 add1\nNOP\nBEQ S2 R0 exitloop\nNOP\nJAL SleepVProcess\nNOP \nADDIU S2 S2 -1 ; Reduce the Timer by 1 frame\nJAL GetYAxisInput ; Stick Rotation Index at V0\nNOP \n\nBEQ V0 R0 CHECKY\nNOP\n\nAND T0 S1 V0\nSUBU S1 S1 T0\n\nJ CHECKX\nNOP\n\nadd1:\nADDIU S0 S0 1 ; +1 Spin\nLI S1 15 ; Reset Stick Movement Flags\n\nJAL PlaySound\nLI A0 0x300 ; Splash Sound Index\n\nJ CHECKX\nNOP\n\nCalculateAIDrinks:\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 1(V0) ; CPU Difficulty loaded to T0\n\nBEQ T0 R0 exitloop\nLI S0 11 ; Easy\nLI T2 1\nBEQ T0 T2 exitloop\nLI S0 19\nLI T2 2\nBEQ T0 T2 exitloop\nLI S0 23\nLI S0 32; Else Super Hard\nJ exitloop\nNOP\n\nexitloop:\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 16 ; Sleep for 16 frames\n\nSLTI T0 S0 8 ; ON If the player spun less than 8 times\nBEQ T0 R0 Yay\nLI A0 0x3A ; Character image (Blooper)\n\nLUI A1 hi(BlooperNay_Message)\nADDIU A1 A1 lo(BlooperNay_Message)\nJ DisplayMessage\nLI S7 1\n\nYay:\nLUI A1 hi(BlooperYay_Message)\nADDIU A1 A1 lo(BlooperYay_Message)\nJ DisplayMessage\nLI S7 3\n\ncalcdrinks:\nSLTI T0 S0 13 ; If they did 11-15 Spins...\nBNE T0 R0 checkdrinkcap\nLI S2 1 ; 1 Drink\nSLTI T0 S0 18 ; If they did 16-20 Spins...\nBNE T0 R0 checkdrinkcap\nLI S2 2 ; 2 Drinks\nSLTI T0 S0 23 ; If they did 21-25 Spins...\nBNE T0 R0 checkdrinkcap\nLI S2 3 ; 3 Drinks\nSLTI T0 S0 28 ; If they did 26-30 Spins...\nBNE T0 R0 checkdrinkcap\nLI S2 4 ; 4 Drinks\n;SLTI T0 S0 31 ; If they did 27-30 Spins...\n;BNE T0 R0 checkdrinkcap\n;LI S2 5 ; 5 Drinks\nLI S2 5 ; ELSE give 5 drinks\n\ncheckdrinkcap:\nADDU S3 S3 S2 ; Add drinks to player's drink count\nLI T2 MaxDrinkAmount\nADDIU T2 T2 1 ; add 1 for SLT below\nSLT T0 S3 T2 ; ON if the amount doesn't surpass drink limit\nBNE T0 R0 givedrinks\nNOP\nLI S3 MaxDrinkAmount ; The player is maxed out on drinks\n\ngivedrinks:\nSB S3 0(S6) ; Give Drinks to the player\n\nfinish:\nLI A0 -1 ; Current Player\nLI A1 5 ; Jumping Joy Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't repeat animation\n\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\n\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index\n\nJAL SleepVProcess\nNOP\n\nJAL PlaySound\nLI A0 0x83 ; some sound for obtaining water /shrug\n\nJAL Main\nNOP\n\nJAL SleepProcess \nLI A0 30 ; Sleeps for 30 frames\n\n\n\nexit:\nLW RA 76(SP)\nLW S0 72(SP)\nLW S1 68(SP)\nLW S3 64(SP)\nLW S6 60(SP)\nLW S4 56(SP)\nLW S7 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 80\n\n.align 4\nGetXAxisInput:\nADDIU SP SP -24\nSW RA 16(SP)\n\nJAL GetPlayerStruct ; at V0\nLI A0 -1\n\nLBU T0 2(V0)\n\nLUI T1 hi(0x800C9520)\nADDIU T1 T1 lo(0x800C9520) ; Load P1's Button Press Address\nLI T2 0x2 ; This is the distance between each player's Button Address\nMULT T2 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 Input Address\nLBU V0 0(T1) ; Load address value into V0\n\nLI T2 1\nBEQ T2 V0 GetXAxisInput_exit\nNOP\nLI T2 2\nBEQ T2 V0 GetXAxisInput_exit\nNOP\nLI V0 0\n\nGetXAxisInput_exit:\nLW RA 16(SP)\nJR RA\nADDIU SP SP 24\n\n.align 4\nGetYAxisInput:\nADDIU SP SP -20\nSW RA 16(SP)\n\nJAL GetPlayerStruct ; at V0\nLI A0 -1\n\nLBU T0 2(V0)\n\nLUI T1 hi(0x800C9520)\nADDIU T1 T1 lo(0x800C9520) ; Load P1's Button Press Address\nLI T2 0x2 ; This is the distance between each player's Button Address\nMULT T2 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 Input Address\nLBU V0 0(T1) ; Load address value into V0\n\nLI T2 4\nBEQ T2 V0 GetYAxisInput_exit\nNOP\nLI T2 8\nBEQ T2 V0 GetYAxisInput_exit\nNOP\nLI V0 0\n\nGetYAxisInput_exit:\nLW RA 16(SP)\nJR RA\nADDIU SP SP 20\n\n.align 16\nSpeen_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Spin\\xC2 Spin\\xC2 Spin to win\\xC2\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + padding\n.ascii \"Many\\x82 many\\x82 drinks\\xC2\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + padding\n.ascii \"Speedily\\xC2 Speedily\\xC2 Speedily\\xC2 Speedily\\xC2\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + padding\n.asciiz \"How fast can you spin\\xC3\\xFF\"\n\n.align 16\nExplanation_Message:\n.ascii \"When the screen fades to black\\x82\"\n.byte 0x0A ; New Line (Writes Below)\n.asciiz \"rotate the \\x28 repeatedly\\xC2\\xFF\"\n\n.align 16\nTooManyDrinks_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You can\\x5Ct carry any more drinks\\x82 silly\\xC2\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + padding\n.ascii \"If you need some drinks later\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + padding\n.asciiz \"You should come spin with me\\xC2\\xFF\"\n\n.align 16\nBlooperYay_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Whee\\xC2 Whee\\xC2 Hee\\x3Dhee\\xC2\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + padding\n.ascii \"You spin so good\\xC2\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + padding\n.asciiz \"Here you go\\xC2 Stay hydrated\\xC2\\xFF\"\n\n.align 16\nBlooperNay_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Wha\\x3D Were you even trying\\xC3\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + padding\n.ascii \"You\\x5Cre no fun\\xC2\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New Line + padding\n.asciiz \"No drinks for you\\xC2\\xFF\"\n\n.align 16\nMain:\nADDIU SP SP -0x80\nSW ra, 0x0070 (sp)\nSW s0, 0x0074 (sp)\nSW s1, 0x0078 (sp)\n;\nJAL CopyPlayerDrinkAmounts\nNOP\nLI s0, 0x800D1108\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0003 (s0) ;load character ID 1\nSW v0, 0x0010 (sp)\nSW s1, 0x0014 (sp) ;store drink amount for p1 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x003B (s0) ;load character ID 2\nSW v0, 0x0018 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x001C (sp) ;store drink amount for p2 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0073 (s0) ;load character ID 3\nSW v0, 0x0020 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x0024 (sp) ;store drink amount for p3 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x00AB (s0) ;load character ID 4\nSW v0, 0x0028 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x002C (sp) ;store drink amount for p4 to stack\n;\nJAL MainsPrintf\nNOP\nLW ra, 0x0070 (sp)\nLW s0, 0x0074 (sp)\nLW s1, 0x0078 (sp)\nJR RA\nADDIU SP SP 0x80\n\n.align 0x10\nMainsPrintf:\nADDIU sp, sp, -0x60\nSW ra, 0x0030 (sp)\nSW a0, 0x0034 (sp)\nSW a1, 0x0038 (sp)\nSW a2, 0x003C (sp)\nSW a3, 0x0040 (sp)\nSW S0, 0x002C (SP)\nSW S4, 0x0028 (SP)\nSW S1, 0x0024 (SP)\n;\nLW a2, 0x0070 (sp) ;load character 1 ptr from stack\nLW a3, 0x0074 (sp) ;load character 1 drink amount ptr from stack\nLW a0, 0x0078 (sp) ;load character 2 pointer from stack\nSW a0, 0x0010 (sp) ;store character 2 pointer to stack\n;\nLW a0, 0x007C (sp) ;load character 2 drink amount ptr from stack\nSW a0, 0x0014 (sp) ;store character 2 drink amount ptr to stack\n;\nLW a0, 0x0080 (sp) ;load character 3 pointer from stack\nSW a0, 0x0018 (sp) ;store character 3 pointer to stack\n;\nLW a0, 0x0084 (sp) ;load character 3 drink amount ptr from stack\nSW a0, 0x001C (sp) ;store character 3 drink amount ptr to stack\n;\nLW a0, 0x0088 (sp) ;load character 4 pointer from stack\nSW a0, 0x0020 (sp) ;store character 4 pointer to stack\n;\nLW a0, 0x008C (sp) ;load character 4 pointer from stack\nSW a0, 0x0024 (sp) ;store character 4 pointer to stack\n;\nSW r0, 0x0028 (sp) ;terminate sprintf\n;\nLI a0, 0x800977C0 ;where to store result\nLUI a1, hi(DrinkPrintingFormatters)\nADDIU a1, a1, lo(DrinkPrintingFormatters) ;ptr to format to use\nJAL sprintf\nNOP\n\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn)\nLB T1 0(T0)\n\nLI T3 0x800CD09D\nLB T2 0(T3)\n\nBNE T1 T2 drinkdisplayshowmessage ; Branch if Star changed location\nSB T1 0(T3)\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nLUI S1 hi(0x800CD0A5) ; First RAM address with Item\nADDIU S1 S1 lo(0x800CD0A5)\nLI S0 0 ; Loop Counter\n\ndrinkdisplayloop:\nLI T3 3\nBEQ S0 T3 drinkdisplayloop_exit ; once all 3 items checked, exit\nNOP\n\nLI T0 -1 ; 0xFF\nLB T2 0(S1) ; Load Item's Index from RAM\nBEQ T0 T2 drinkdisplayloop_exit ; if 0xFF, exit\nNOP\n\nMOVE A0 S4\nJAL PlayerHasItem ; V0 = -1 if Item is NOT found\nLBU A1 0(S1)\n\nADDIU S1 S1 1 ; add 1 to check next address\nLI T1 -1\nBNE T1 V0 drinkdisplayloop ; If item is found, loop to check next\nADDIU S0 S0 1 ; add 1 to counter\n\ndrinkdisplayshowmessage:\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T1 0x41800000\nSW T1 28(SP)\nLI A0 -1\nLUI A1, hi(0x800977C0)\nADDIU A1, A1, lo(0x800977C0)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\n\nLUI T0 hi(0x800CD0A5)\nADDIU T0 T0 lo(0x800CD0A5)\nSB A0 3(T0)\nLI T1 -1\nSB T1 0(T0)\nSB T1 1(T0)\nJ MainsPrintf_exit\nSB T1 2(T0)\n\ndrinkdisplayloop_exit:\nLUI T0 hi(0x800CD0A8) ; Window ID RAM Address\nADDIU T0 T0 lo(0x800CD0A8)\nLB T1 0(T0)\nLUI T0 hi(0x80105702) \nADDIU T0 T0 lo(0x80105702) ; Window ID for cleanup calls?\nSH T1 0(T0) ; Store the Window ID\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ drinkdisplayshowmessage\nNOP\n\nMainsPrintf_exit:\nLW S0, 0x002C (SP)\nLW S4, 0x0028 (SP)\nLW S1, 0x0024 (SP)\nLW ra, 0x0030 (sp)\nLW a0, 0x0034 (sp)\nLW a1, 0x0038 (sp)\nLW a2, 0x003C (sp)\nLW a3, 0x0040 (sp)\nJR RA\nADDIU sp, sp, 0x60\n\n.align 0x10\nGetPlayerNamePtr: ;takes arg a0, character ID\n;returns pointer to player name on v0\nADDIU sp, sp, -0x20\nSW a0, 0x0010 (sp)\nSW s0, 0x0014 (sp)\nLUI s0, hi(CharacterNamesNormal)\nADDIU s0, s0, lo(CharacterNamesNormal)\nSLL a0, a0, 0x0004 ;multiply character ID by 0x10\nADDU v0, a0, s0 ;pointer to character name is on v0 now\nLW a0, 0x0010 (sp)\nLW s0, 0x0014 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nCharacterNamesNormal:\n.asciiz \"MARIO\"\n.align 0x10\n.asciiz \"LUIGI\"\n.align 0x10\n.asciiz \"PEACH\"\n.align 0x10\n.asciiz \"YOSHI\"\n.align 0x10\n.asciiz \"WARIO\"\n.align 0x10\n.asciiz \"DK\"\n.align 0x10\n.asciiz \"WALUIGI\"\n.align 0x10\n.asciiz \"DAISY\"\n\n/**\nCharactersEnum\n{\n0x00 - Mario\n0x01 - Luigi\n0x02 - Peach\n0x03 - Yoshi\n0x04 - Wario\n0x05 - DK\n0x06 - Waluigi\n0x07 - Daisy\n}\n**/\n.align 0x10\nCopyPlayerDrinkAmounts: ;copy drink amounts from board ram to\n;label PlayerDrinkAmounts\nADDIU sp, sp, -0x20\nSW t0, 0x0010 (sp)\nSW v0, 0x0014 (sp) ;counter\nSW s0, 0x0018 (sp) ;pointer to read from\nSW s1, 0x001C (sp) ;pointer to store to\nLI s0, 0x800CD0A1 ;pointer to drinks (big hardcode)\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\nORI v0, r0, 0x0000 ;init counter\nDrinkAmountLoop:\nLBU t0, 0x0000 (s0) ;load current drink amount\nADDIU t0, t0, 0x0030 ;convert int to string\nSB t0, 0x0000 (s1) ;store current drink\nADDIU s0, s0, 0x0001 ;add 1 to drink pointer\nADDIU s1, s1, 0x0002 ;add 2 to PlayerDrinkAmountsPointer\nADDIU v0, v0, 0x0001 ;add 1 to counter\nSLTI t0, v0, 0x0004 ;exit if v1 is equal to v0\nBNEZ t0, DrinkAmountLoop\nNOP\nLW t0, 0x0010 (sp)\nLW v0, 0x0014 (sp)\nLW s0, 0x0018 (sp)\nLW s1, 0x001C (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nDrinkPrintingFormatters:\n.ascii \"%s \" ;Character name 1\n.ascii \"%s\" ;Drink amount 1\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 2\n.ascii \"%s\" ;Drink amount 2\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 3\n.ascii \"%s\" ;Drink amount 3\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 4\n.ascii \"%s\" ;Drink amount 4\n.byte 0x00\n\n.align 0x10\nPlayerDrinkAmounts: ;you will need to store player drink ;amounts in the 1st byte of each row\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string"},"Dead-End Reverse Fix (v3.5 Left)":{"language":0,"code":"; NAME: Dead-End Reverse Fix (v3.5 Left)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Behind\n; PARAM: Space|Next\n; PARAM: Space|Behind2\n\nADDIU SP SP -52\nSW RA 48(SP)\nSW S1 44(SP)\nSW S0 40(SP) \nSW S2 36(SP)\nSW S3 32(SP)\n\n\n\nJAL GetCurrentPlayerIndex\nNOP\n\nADDU S0 R0 R0\n\nLUI S1 hi(p1_status_flags)\nADDIU S1 S1 lo(p1_status_flags)\n\nBEQ S0 V0 CheckStatus\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(p2_status_flags)\nADDIU S1 S1 lo(p2_status_flags)\n\nBEQ S0 V0 CheckStatus\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(p3_status_flags)\nADDIU S1 S1 lo(p3_status_flags)\n\nBEQ S0 V0 CheckStatus\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(p4_status_flags)\nADDIU S1 S1 lo(p4_status_flags)\n\nCheckStatus:\nLI S2 0x81\nADDU S3 R0 S1\nLBU S1 0(S1)\nBEQ S2 S1 CheckChainIndex\nNOP\nJ exit\nNOP\n\nCheckChainIndex:\nADDU S0 R0 R0\n\nLUI S1 hi(0x800D111D) ; Player 1 Reverse Chain Index\nADDIU S1 S1 lo(0x800D111D)\nLUI S2 hi(0x800D111E) ; Player 1 Reverse Space Index\nADDIU S2 S2 lo(0x800D111E)\n\nBEQ S0 V0 CheckChain\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(0x800D1155) \nADDIU S1 S1 lo(0x800D1155)\nLUI S2 hi(0x800D1156)\nADDIU S2 S2 lo(0x800D1156)\n\nBEQ S0 V0 CheckChain\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(0x800D118D)\nADDIU S1 S1 lo(0x800D118D)\nLUI S2 hi(0x800D118E)\nADDIU S2 S2 lo(0x800D118E)\n\nBEQ S0 V0 CheckChain\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(0x800D11C5)\nADDIU S1 S1 lo(0x800D11C5)\nLUI S2 hi(0x800D11C6)\nADDIU S2 S2 lo(0x800D11C6)\n\n\nCheckChain:\nLBU S1 0(S1)\nLBU S2 0(S2)\nADDIU S0 R0 Behind_chain_index\nBNE S0 S1 CheckChain2\nNOP\nADDIU S0 R0 Behind_chain_space_index\nBNE S0 S2 CheckChain2\nNOP\nJ SetupSpace\nNOP\n\nCheckChain2:\nADDIU S0 R0 Behind2_chain_index\nBNE S0 S1 exit\nNOP\nADDIU S0 R0 Behind2_chain_space_index\nBNE S0 S2 exit\nNOP\n\nSetupSpace:\nJAL GetCurrentPlayerIndex\nNOP\nADD A0 R0 V0 ; Assigns Current Player Index to A0\nADDIU A1 R0 Next_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 Next_chain_space_index ; Assigns Space Index to A2\nJAL SetNextChainAndSpace \nNOP\n\nJAL GetCurrentPlayerIndex\nNOP\nADD A0 R0 V0 ; Assigns Current Player Index to A0\nADDIU A1 R0 Behind_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 Behind_chain_space_index ; Assigns Space Index to A2\nJAL SetPrevChainAndSpace \nNOP\n\nLI S0 0x80\nSB S0 0(S3)\n\n\nexit:\nLW S1 44(SP)\nLW S0 40(SP) \nLW S2 36(SP)\nLW S3 32(SP)\nLW RA 48(SP)\nJR RA\nADDIU SP SP 52"},"Dead-End Reverse Fix (v4)":{"language":0,"code":"; NAME: Dead-End Reverse Fix (v4)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S1 32(SP)\nSW S0 28(SP) \nSW S2 24(SP)\n\n\n\nJAL GetCurrentPlayerIndex\nNOP\n\nADDU S0 R0 R0\n\nLUI S1 hi(p1_status_flags)\nADDIU S1 S1 lo(p1_status_flags)\n\nBEQ S0 V0 CheckStatus\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(p2_status_flags)\nADDIU S1 S1 lo(p2_status_flags)\n\nBEQ S0 V0 CheckStatus\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(p3_status_flags)\nADDIU S1 S1 lo(p3_status_flags)\n\nBEQ S0 V0 CheckStatus\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(p4_status_flags)\nADDIU S1 S1 lo(p4_status_flags)\n\nCheckStatus:\nLI S2 0x81\nLBU S0 0(S1)\nBEQ S2 S0 Change\nNOP\nJ exit\nNOP\n\nChange:\nLI S2 0x80\nSB S2 0(S1)\n\n\n\nexit:\nLW S2 24(SP)\nLW S0 28(SP)\nLW S1 32(SP)\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40"},"Reverse&Next Space Setup":{"language":0,"code":"; NAME: Reverse&Next Space Setup\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Reverse\n; PARAM: Space|Next\n\nADDIU SP SP -40\nSW RA 36(SP)\n\nJAL GetCurrentPlayerIndex ; Player Index located at V0\nNOP\nADD A0 R0 V0 ; Assigns Current Player Index to A0\nADDIU A1 R0 Reverse_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 Reverse_chain_space_index ; Assigns Space Index to A2\nJAL SetPrevChainAndSpace \nNOP\n\nJAL GetCurrentPlayerIndex ; Player Index located at V0\nNOP\nADD A0 R0 V0 ; Assigns Current Player Index to A0\nADDIU A1 R0 Next_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 Next_chain_space_index ; Assigns Space Index to A2\nJAL SetNextChainAndSpace \nNOP\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40"},"Merged Path Fix":{"language":0,"code":"; NAME: Merged Path Fix\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Behind\n; PARAM: Space|Next\n; PARAM: Space|Behind2\n\nADDIU SP SP -52\nSW RA 48(SP)\nSW S1 44(SP)\nSW S0 40(SP) \nSW S2 36(SP)\n\n\n\nCheckChainIndex:\nLI S0 0\n\nLUI S1 hi(0x800D111D) ; Player 1 Reverse Chain Index\nADDIU S1 S1 lo(0x800D111D)\nLUI S2 hi(0x800D111E) ; Player 1 Reverse Space Index\nADDIU S2 S2 lo(0x800D111E)\n\nBEQ S0 V0 CheckChain\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(0x800D1155) \nADDIU S1 S1 lo(0x800D1155)\nLUI S2 hi(0x800D1156)\nADDIU S2 S2 lo(0x800D1156)\n\nBEQ S0 V0 CheckChain\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(0x800D118D)\nADDIU S1 S1 lo(0x800D118D)\nLUI S2 hi(0x800D118E)\nADDIU S2 S2 lo(0x800D118E)\n\nBEQ S0 V0 CheckChain\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(0x800D11C5)\nADDIU S1 S1 lo(0x800D11C5)\nLUI S2 hi(0x800D11C6)\nADDIU S2 S2 lo(0x800D11C6)\n\n\nCheckChain:\nLBU S1 0(S1)\nLBU S2 0(S2)\nADDIU S0 R0 Behind_chain_index\nBNE S0 S1 CheckChain2\nNOP\nADDIU S0 R0 Behind_chain_space_index\nBNE S0 S2 CheckChain2\nNOP\nJ SetupSpace\nNOP\n\nCheckChain2:\nADDIU S0 R0 Behind2_chain_index\nBNE S0 S1 exit\nNOP\nADDIU S0 R0 Behind2_chain_space_index\nBNE S0 S2 exit\nNOP\n\nSetupSpace:\nJAL GetCurrentPlayerIndex\nNOP\nADD A0 R0 V0 ; Assigns Current Player Index to A0\nADDIU A1 R0 Next_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 Next_chain_space_index ; Assigns Space Index to A2\nJAL SetNextChainAndSpace \nNOP\n\nJAL GetCurrentPlayerIndex\nNOP\nADD A0 R0 V0 ; Assigns Current Player Index to A0\nADDIU A1 R0 Behind_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 Behind_chain_space_index ; Assigns Space Index to A2\nJAL SetPrevChainAndSpace \nNOP\n\n\n\nexit:\nLW S1 44(SP)\nLW S0 40(SP) \nLW S2 36(SP)\nLW RA 48(SP)\nJR RA\nADDIU SP SP 52"},"Dead-End Reverse Fix (v4.5)":{"language":0,"code":"; NAME: Dead-End Reverse Fix (v4.5)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Next\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S1 32(SP)\nSW S0 28(SP) \nSW S2 24(SP)\n\n\n\nJAL GetCurrentPlayerIndex\nNOP\n\nADDU S0 R0 R0\n\nLUI S1 hi(p1_status_flags)\nADDIU S1 S1 lo(p1_status_flags)\n\nBEQ S0 V0 CheckStatus\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(p2_status_flags)\nADDIU S1 S1 lo(p2_status_flags)\n\nBEQ S0 V0 CheckStatus\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(p3_status_flags)\nADDIU S1 S1 lo(p3_status_flags)\n\nBEQ S0 V0 CheckStatus\nNOP\nADDIU S0 S0 1\n\nLUI S1 hi(p4_status_flags)\nADDIU S1 S1 lo(p4_status_flags)\n\nCheckStatus:\nLI S2 0x81\nLBU S0 0(S1)\nBEQ S2 S0 Change\nNOP\nLI S2 0x80\nBEQ S2 S0 Change\nNOP\nJ exit\nNOP\n\nChange:\nLI S2 0x80\nSB S2 0(S1)\n\nJAL GetCurrentPlayerIndex\nNOP\n\nMOVE A0 V0\nLI A1 Next_chain_index\nJAL SetNextChainAndSpace\nLI A2 Next_chain_space_index\n\n\n\nexit:\nLW S2 24(SP)\nLW S0 28(SP)\nLW S1 32(SP)\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40"},"Cactheef Drink Steal":{"language":0,"code":"; NAME: Cactheef Drink Steal\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|MinCoins\n; PARAM: +Number|Tier2\n; PARAM: +Number|Tier3\n; PARAM: +Number|MaxDrinkAmount\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP) ; Flag for exit ; Drink Count to Purchase Display\nSW S1 108(SP) ;\nSW S2 104(SP) ; \nSW S7 100(SP) ; Max amount of Drinks to steal\nSW S4 96(SP) ; Current Player's Index\nSW S5 92(SP) ; Target Player's Index\nSW S3 88(SP) ; Current Player's Drink Count Value \nSW S6 84(SP) ; Current Player's Drink Count Address\nSW FP 80(SP) ; Timer\n\n\n\nSTART:\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle Animation\nJAL SetBoardPlayerAnimation\nLI A3 2 ; Loop\n\nJAL GetCurrentPlayerIndex ; at V0\nNOP\nMOVE S4 V0\n\nJAL CheckDehydratedOpponents\nMOVE A0 S4 ; Current Player's Index\n\nLUI A1 hi(NobodyHasDrinks_Message)\nBEQ V0 R0 DisplayMessage\nADDIU A1 A1 lo(NobodyHasDrinks_Message)\n\nLUI S6 hi(0x800CD0A1)\nADDIU S6 S6 lo(0x800CD0A1) ; Load P1's DrinkAddress\nADDU S6 S6 S4 ; Add Cur. Player's Index to get Cur. Player's Address\nLBU S3 0(S6) ; Load Current Player's Drink Count Value \n\nLI T0 MaxDrinkAmount\nLUI A1 hi(TooManyDrinks_Message)\nBEQ S3 T0 DisplayMessage\nADDIU A1 A1 lo(TooManyDrinks_Message)\n\nMOVE A0 S4\nJAL PlayerHasCoins ; Check if player can afford the lowest tier\nLI A1 MinCoins\n\nBNE V0 R0 DisplayMessage2\nNOP\n\nLUI A1 hi(NotEnoughCoins_Message)\nADDIU A1 A1 lo(NotEnoughCoins_Message)\nDisplayMessage:\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI A0 -1 ; (No character image)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\nDisplayMessage2:\nJAL GetColorFormatter \nNOP ; returns color for 2nd and 3rd option on V0 and V1\n\nLUI A0 hi(A_Pointer_with_enough_space)\nADDIU A0 A0 lo(A_Pointer_with_enough_space) ; Parse Destination\nLUI A1 hi(Greeting_Prompt)\nADDIU A1 A1 lo(Greeting_Prompt) ; String Format\nMOVE A2 V0 ; 2nd Option Color\nMOVE A3 V1 ; 3rd Option Color\nJAL sprintf ; Creates String \nSW R0 16(SP) ; terminator \n\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI A0 -1 ; (No character image)\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 DisableOptions ; A0 has Window ID\nMOVE A1 S4\n\nJAL AIDecision ; Returns AI Choice on V0\nNOP\n\nLI A0 2 ; Pick whatever is in A1 as AI's Choice\nJAL GetBasicPromptSelection\nMOVE A1 V0\nMOVE S0 V0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nBEQ S0 R0 SecondPrompt\nLI S2 MinCoins ; 10 Coins\nLI T0 1\nBEQ S0 T0 SecondPrompt\nLI S2 Tier2 ; 15 Coins\nLI T0 2\nBEQ S0 T0 SecondPrompt\nLI S2 Tier3 ; 20 Coins\nLI T0 3\nLUI A1 hi(Rejection_Message)\nBEQ S0 T0 DisplayMessage\nADDIU A1 A1 lo(Rejection_Message)\nJAL ViewBoardMap\nNOP\nJ DisplayMessage2\nNOP\n\nSecondPrompt:\nJAL GetNameColorFormatter ; in T1, T3, T4, and T5 \nMOVe A0 S4 ; Pass Current Player's Index\n\nLUI A0 hi(A_Pointer_with_enough_space2)\nADDIU A0 A0 lo(A_Pointer_with_enough_space2) ; Parse Destination\nLUI A1 hi(SelectOpponent_Prompt)\nADDIU A1 A1 lo(SelectOpponent_Prompt) ; String Format\nMOVE A2 T1 ; P1 Color\nMOVE A3 T3 ; P2 Color\nSW T4 16(SP) ; P3 Color\nSW T5 20(SP) ; P4 Color\nJAL sprintf ; Creates String \nSW R0 24(SP) ; terminator byte\n\nJAL GetPlayerCharacterString ; At V0, V1, T2, and T0\nNOP \n\nSW R0 24(SP)\nLI A0 -1 ; (No character image)\nLUI A1 hi(A_Pointer_with_enough_space2)\nADDIU A1 A1 lo(A_Pointer_with_enough_space2)\nMOVE A2 V0 ; P1 Name\nMOVE A3 V1 ; P2 Name\nSW T2 16(SP) ; P3 Name\nJAL ShowMessage\nSW T0 20(SP) ; P4 Name\n \n; A0 is Window ID, returned by ShowMessage on A0\nJAL DisableDehydratedPlayers\nMOVE A1 S4 ; Current Player's Index\n\nJAL PlayerIsCPU ; 1 if CPU\nMOVE A0 S4 ; Current Player Index\n\nADDIU V0 V0 3 ; add 3 so they choose Your Choice\n\nLI A0 2 ; Pick whatever is in A1 as AI's Choice\nJAL GetBasicPromptSelection\nMOVE A1 V0\nMOVE S0 V0\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI T0 4 ; Your Choice Option Index\nBEQ S0 T0 randomchoice\nNOP\nLI T0 5 ; Go Back Option Index\nBEQ S0 T0 START\nNOP\nLI T0 6 ; View Map Option Index\nBEQ S0 T0 viewmap\nNOP\n\ntakecoins:\nMOVE A0 S4 ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S2 ; Coins to Pay\n\nJAL SleepProcess\nLI A0 30 ; Sleep 30 Frames\n\nLI A0 0 ; Bar Code Fadeout\nJAL InitFadeOut\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 21\n\nLUI T0 hi(current_player_index)\nADDIU T0 T0 lo(current_player_index)\nSB S0 0(T0) ; Change Current Player to the targeted player\n\nLI A0 0 ; Bar Code Fadeout\nJAL InitFadeIn\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16\n\nJAL GetTargetPlayerCharacterString\nMOVE A0 S0\nMOVE S5 S0 ; Move Targeted Player Index to S5\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLUI A1 hi(Warning_Message)\nADDIU A1 A1 lo(Warning_Message)\nMOVE A2 V0\nJAL ShowMessage\nLI A3 0\n\nJAL PlayerIsCPU ; returns 1 if CPU\nMOVE A0 S5 ; Is the targeted player a CPU?\n\nBNE V0 R0 CalculateAIDrinks\nNOP\n\nLI S0 0 ; Start Loop at 0 Presses\nLI S1 0xC0 ; Flags for A/B Press (1 1 0 0 0 0 0 0)\nLI FP 150 ; Start Timer at 150 Frames (5 seconds) \nCHECKAB:\nBEQ S1 R0 add1\nNOP\nBEQ FP R0 exitloop\nNOP\nJAL SleepVProcess\nNOP\nADDIU FP FP -1 ; Reduce the Timer by 1 frame\nJAL GetABInput ; Stick Rotation Index at V0\nNOP \n\nBEQ V0 R0 CHECKAB\nNOP\n\nAND T0 S1 V0 ; If the Button Pressed Flag is ON--\nSUBU S1 S1 T0 ; Remove the Flag\n\nJ CHECKAB\nNOP\n\nadd1:\nADDIU S0 S0 1 ; +1 Cycle\nLI S1 0xC0 ; Reset A/B Flags\n\nJAL PlaySound\nLI A0 0x38B ; Hit SFX Index\n\nJ CHECKAB\nNOP\n\nCalculateAIDrinks:\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 1(V0) ; CPU Difficulty loaded to T0\n\nBEQ T0 R0 exitloop\nLI S0 24\nLI T2 1\nBEQ T0 T2 exitloop\nLI S0 31\nLI T2 2\nBEQ T0 T2 exitloop\nLI S0 36\nLI S0 39; Else Super Hard\nJ exitloop\nNOP\n\nexitloop:\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0 ; Bar Code Fadeout\nJAL InitFadeOut\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 21\n\nLUI T0 hi(current_player_index)\nADDIU T0 T0 lo(current_player_index)\nSB S4 0(T0) ; Change Current Player to the targeted player\n\nLI A0 0 ; Bar Code Fadeout\nJAL InitFadeIn\nLI A1 16 ; 16 Frames\n\nJAL SleepProcess\nLI A0 16\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(Goodbye_Message)\nADDIU A1 A1 lo(Goodbye_Message) ;\nLI A2 0x0\nJAL ShowMessage ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; S3 Current Player's Drink Count\nLI T6 MaxDrinkAmount\nSUBU S7 T6 S3 ; S7 is current player's maximum steal amount\n\nLI T0 10\nBEQ T0 S2 needlerswindler\nNOP\nLI T0 20\nBEQ T0 S2 pricklypickpocket\nNOP\n\nSLTI T0 S0 32 ; If 0-31 Cycles\nBNE T0 R0 continue\nLI S2 5 ; Lose 5 Drinks\nSLTI T0 S0 39 ; If 32-38 Cycles\nBNE T0 R0 continue\nLI S2 4 ; Lose 4 Drinks\nJ continue\nLI S2 3 ; Lose 3 Drinks\n\nneedlerswindler:\nSLTI T0 S0 24 ; If 0-23 Cycles\nBNE T0 R0 continue\nLI S2 3 ; Lose 3 Drinks\nSLTI T0 S0 31 ; If 24-30 Cycles\nBNE T0 R0 continue\nLI S2 2 ; Lose 2 Drinks\nJ continue\nLI S2 1 ; Lose 1 Drinks\n\npricklypickpocket:\nSLTI T0 S0 29 ; If 0-28 Cycles\nBNE T0 R0 continue\nLI S2 4 ; Lose 4 Drinks\nSLTI T0 S0 36 ; If 29-35 Cycles\nBNE T0 R0 continue\nLI S2 3 ; Lose 3 Drinks\n\nLI S2 2 ; Lose 2 Drinks\n\ncontinue:\nLUI T2 hi(0x800CD0A1)\nADDIU T2 T2 lo(0x800CD0A1)\nADDU T2 T2 S5 ; Target Player's Drink Address\nLB T3 0(T2) ; Target Player's Drink Count\n\nADDIU T3 T3 1 ; Add 1 to Drinks to lose for SLT below\nSLT T0 S2 T3 ; ON IF the target player has the drinks to lose\nBNE T0 R0 checkmaxamount\nADDIU T3 T3 -1 ; Minus 1 to bring back to normal \nMOVE S2 T3 ; Max amount the player can lose is current number\n\ncheckmaxamount:\nADDIU S7 S7 1 ; Add 1 to Drinks to lose for SLT below\nSLT T0 S2 S7 ; ON IF receiving player can hold drinks\nBNE T0 R0 handdrinks\nADDIU S7 S7 -1 ; Minus 1 to bring back to normal\n\nMOVE S2 S7 \n\nhanddrinks:\nSUBU T4 T3 S2 ; T4 = Target Player Drink - Drinks to lose\nSB T4 0(T2)\n\nADDU T4 S3 S2 ; T4 = Current Player Drinks + Drinks to get\nSB T4 0(S6)\n\nLI A0 -1 ; Current Player\nLI A1 5 ; Jumping Joy Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't repeat animation\n\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\n\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index\n\nJAL SleepVProcess\nNOP\n\nJAL PlaySound\nLI A0 0x83 ; some sound for obtaining water /shrug\n\nJAL Main\nNOP\n\nJAL SleepProcess \nLI A0 30 ; Sleeps for 30 frames\n\nJ exit\nNOP\n\n\nrandomchoice:\nJAL GetRandomByte ; 0-255 at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; MOD 4\nMFHI S0 ; Remainder on S0\n\nBEQ S0 S4 randomchoice ; if current player is selected, re-do\nNOP\nLUI T1 hi(0x800CD0A1)\nADDIU T1 T1 lo(0x800CD0A1) ; P1 Drink Address\nADDU T1 T1 S0 ; Add chosen player's index\nLB T2 0(T1) ; Load chosen player's drink count\nBEQ T2 R0 randomchoice ; if chosen player has 0, re-do\nNOP\n\nJ takecoins\nNOP\n\nviewmap:\nJAL ViewBoardMap\nNOP\nJ SecondPrompt\nNOP\n\n\n\nexit:\nLW S0 112(SP) ; Flag for exit ; Drink Count to Purchase Display\nLW S1 108(SP) ; Drink Shop Inventory Count Address\nLW S2 104(SP) ; \nLW S7 100(SP) ; Message to Load\nLW S4 96(SP) ; Current Player's Index\nLW S5 92(SP) ; Drink Cost to Display\nLW S3 88(SP) ; Current Player's Drink Count Value\nLW S6 84(SP) ; Current Player's Drink Count Address\nLW FP 80(SP) ; Max Amount of Drinks player can purchase\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n.align 16\nAIDecision:\nADDIU SP SP -52\nSW RA 48(SP)\n\nJAL GetCurrentPlayerIndex\nNOP\nLI T0 MinCoins\nADDIU T0 T0 20\n\nMOVE A0 V0\nJAL PlayerHasCoins ; 1 if they have the coins\nMOVE A1 T0 ; Do they have Minimum + 20 Coins\n\nBNE V0 R0 CheckForTier2\nNOP\nJ AIDecision_exit\nLI V0 3 ; Say NO\n\nCheckForTier2:\nJAL GetCurrentPlayerIndex\nNOP\nLI T0 Tier2\nADDIU T0 T0 20\n\nMOVE A0 V0\nJAL PlayerHasCoins\nMOVE A1 T0\n\nBNE V0 R0 CheckForTier3 ; If they have the Coins, check for T3\nNOP\n\nJAL RNGPercentChance\nLI A0 50\n\nBEQ V0 R0 AIDecision_exit\nNOP \n\nJ AIDecision_exit\nLI V0 3\n\nCheckForTier3:\nJAL GetCurrentPlayerIndex\nNOP\nLI T0 Tier3\nADDIU T0 T0 20\n\nMOVE A0 V0\nJAL PlayerHasCoins ; 1 if they can afford Tier 3\nMOVE A1 T0 \n\nBEQ V0 R0 rollthird\nNOP\n\nJAL GetRandomByte\nNOP\nLI T1 4\nDIVU V0 T1 ; MOD 4\nMFHI V0 \nJ AIDecision_exit\nNOP\n\nrollthird:\nJAL RNGPercentChance\nLI A0 33\n\nBEQ V0 R0 AIDecision_exit\nNOP \n\nJAL RNGPercentChance\nLI A0 50\nADDIU V0 V0 1\nLI T1 1\nBEQ V0 T1 AIDecision_exit\nNOP\n\nLI V0 3\n\nAIDecision_exit:\nLW RA 48(SP)\nJR RA\nADDIU SP SP 52\n\n.align 16\nGetPlayerCharacterString:\nADDIU SP SP -40\nSW RA 36(SP)\n\nLUI T7 hi(p1_char)\nADDIU T7 T7 lo(p1_char) ; Load Player 1's Character address\nLBU T0 0(T7)\nADDIU V0 T0 0x1C00 ; MARIO String\n\nADDIU T7 T7 0x38 ; Load Player 2's Character Address\nLBU T0 0(T7)\nADDIU V1 T0 0x1C00 ; MARIO String\n\nADDIU T7 T7 0x38 ; Load Player 3's Character Address\nLBU T0 0(T7)\nADDIU T2 T0 0x1C00 ; MARIO String\n\nADDIU T7 T7 0x38 ; Load Player 4's Character Address\nLBU T0 0(T7)\nADDIU T0 T0 0x1C00 ; MARIO String\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nA_Pointer_with_enough_space:\n.fill 0x1024,0\n\n.align 16\nA_Pointer_with_enough_space2:\n.fill 0x1024,0\n\n.align 16\nBlackColor_ptr:\n.byte 0x1,0\n\n.align 16\nWhiteColor_ptr:\n.byte 0x8,0\n\n.align 16\nDisableOptions:\nADDIU SP SP -72\nSW RA 68(SP)\nSW S0 64(SP)\nSW S4 60(SP)\n\nMOVE S0 A0 ; Window ID at S0?\n\nMOVE S4 A1 ; Current Player's Index\n\nMOVE A0 S4\nJAL PlayerHasCoins\nLI A1 Tier2\n\nBNE V0 R0 CheckTier3\nNOP\n\nMOVE A0 S0 ; Window ID?\nJAL DisablePromptOption\nLI A1 1\n\nDisableOption2:\nMOVE A0 S0 ; Window ID?\nJAL DisablePromptOption\nLI A1 2\n\nJ DisableOptions_exit\nNOP\n\nCheckTier3:\nMOVE A0 S4\nJAL PlayerHasCoins\nLI A1 Tier3\n\nBEQ V0 R0 DisableOption2\nNOP\n\nDisableOptions_exit:\nLW S4 60(SP)\nLW S0 64(SP)\nLW RA 68(SP)\nJR RA \nADDIU SP SP 72\n\n.align 16\nGetColorFormatter:\nADDIU SP SP -60\nSW RA 56(SP)\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE A0 V0\nJAL PlayerHasCoins\nLI A1 Tier2\n\nBNE V0 R0 CheckForTier3_Formatter\nNOP\n\nLUI T0 hi(BlackColor_ptr) ; Black Color\nADDIU T0 T0 lo(BlackColor_ptr)\n\nRecolorOption2:\nLUI T1 hi(BlackColor_ptr) ; Black Color\nADDIU T1 T1 lo(BlackColor_ptr)\n\nJ GetColorFormatter_exit\nNOP\n\nCheckForTier3_Formatter:\nJAL GetCurrentPlayerIndex\nNOP\nMOVE A0 V0\nJAL PlayerHasCoins\nLI A1 Tier3\n\nLUI T0 hi(WhiteColor_ptr)\nADDIU T0 T0 lo(WhiteColor_ptr)\nLUI T1 hi(WhiteColor_ptr)\nADDIU T1 T1 lo(WhiteColor_ptr)\n\nBEQ V0 R0 RecolorOption2\nNOP\n\nGetColorFormatter_exit:\nMOVE V0 T0 \nMOVE V1 T1 \n\nLW RA 56(SP)\nJR RA \nADDIU SP SP 60\n\n.align 16\nGetNameColorFormatter:\nADDIU SP SP -60\nSW RA 56(SP)\n\nLUI T1 hi(WhiteColor_ptr)\nADDIU T1 T1 lo(WhiteColor_ptr)\nLUI T3 hi(WhiteColor_ptr)\nADDIU T3 T3 lo(WhiteColor_ptr)\nLUI T4 hi(WhiteColor_ptr)\nADDIU T4 T4 lo(WhiteColor_ptr)\nLUI T5 hi(WhiteColor_ptr)\nADDIU T5 T5 lo(WhiteColor_ptr)\n\nLI T6 1\nBEQ A0 T6 player2active\nNOP\nLI T6 2\nBEQ A0 T6 player3active\nNOP\nLI T6 3\nBEQ A0 T6 player4active\nNOP\n\nplayer1active:\nLUI T1 hi(BlackColor_ptr)\nADDIU T1 T1 lo(BlackColor_ptr)\nJ CheckDehydratedPlayers\nNOP\nplayer2active:\nLUI T3 hi(BlackColor_ptr)\nADDIU T3 T3 lo(BlackColor_ptr)\nJ CheckDehydratedPlayers\nNOP\nplayer3active:\nLUI T4 hi(BlackColor_ptr)\nADDIU T4 T4 lo(BlackColor_ptr)\nJ CheckDehydratedPlayers\nNOP\nplayer4active:\nLUI T5 hi(BlackColor_ptr)\nADDIU T5 T5 lo(BlackColor_ptr)\n\nCheckDehydratedPlayers:\nLUI T9 hi(0x800CD0A1) \nADDIU T9 T9 lo(0x800CD0A1) ; P1 Drinks Address\nBEQ A0 R0 skiptoP2\nNOP\nLBU T8 0(T9) ; P1 Drink Value\nBNE T8 R0 skiptoP2 ; if it's not 0, skip\nNOP\nLUI T1 hi(BlackColor_ptr)\nADDIU T1 T1 lo(BlackColor_ptr)\n\nskiptoP2:\nADDIU T9 T9 1 ; P2 Drinks Address\nLI T6 1 ; P2 Index\nBEQ A0 T6 skiptoP3\nNOP\nLBU T8 0(T9) ; P2 Drink Value\nBNE T8 R0 skiptoP3 ; if it's not 0, skip\nNOP\nLUI T3 hi(BlackColor_ptr)\nADDIU T3 T3 lo(BlackColor_ptr)\n\nskiptoP3:\nADDIU T9 T9 1 ; P3 Drinks Address\nLI T6 2 ; P3 Index\nBEQ A0 T6 skiptoP4\nNOP\nLBU T8 0(T9) ; P3 Drink Value\nBNE T8 R0 skiptoP4 ; if it's not 0, skip\nNOP\nLUI T4 hi(BlackColor_ptr)\nADDIU T4 T4 lo(BlackColor_ptr)\n\nskiptoP4:\nADDIU T9 T9 1 ; P4 Drinks Address\nLI T6 3 ; P4 Index\nBEQ A0 T6 GetNameColorFormatter_exit\nNOP\nLBU T8 0(T9) ; P4 Drink Value\nBNE T8 R0 GetNameColorFormatter_exit ; if it's not 0, skip\nNOP\nLUI T5 hi(BlackColor_ptr)\nADDIU T5 T5 lo(BlackColor_ptr)\n\nGetNameColorFormatter_exit:\nLW RA 56(SP)\nJR RA \nADDIU SP SP 60\n\n.align 16\nGetTargetPlayerCharacterString:\nADDIU SP SP -32\nSW RA 28(SP)\n\nJAL GetPlayerStruct ; at V0\nNOP\n\nLBU V0 3(V0) ; Current Player's Character Index\nADDIU V0 V0 0x1C00 ; MARIO string index\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n.align 16\nGetABInput:\nADDIU SP SP -24\nSW RA 16(SP)\n\nJAL GetPlayerStruct ; at V0\nLI A0 -1\n\nLBU T0 2(V0)\n\nLUI T1 hi(0x800C9520)\nADDIU T1 T1 lo(0x800C9520) ; Load P1's Button Press Address\nLI T2 0x2 ; This is the distance between each player's Button Address\nMULT T2 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 Input Address\nLBU V0 0(T1) ; Load address value into V0\n\nLI T2 0x80\nBEQ T2 V0 GetABInput_exit\nNOP\nLI T2 0x40\nBEQ T2 V0 GetABInput_exit\nNOP\nLI V0 0\n\nGetABInput_exit:\nLW RA 16(SP)\nJR RA\nADDIU SP SP 24\n\n.align 16\nDisableDehydratedPlayers:\n; A0 = Window ID\n; A1 = Current Player's Index\nADDIU SP SP -40\nSW RA 36(SP)\nSB A0 32(SP)\nSB A1 28(SP)\n\nJAL DisablePromptOption\nNOP \n\nLUI T9 hi(0x800CD0A1) \nADDIU T9 T9 lo(0x800CD0A1) ; P1 Drinks Address\nLB A1 28(SP)\nBEQ A1 R0 skiptodisableP2\nNOP\nLBU T8 0(T9) ; P1 Drink Value\nBNE T8 R0 skiptodisableP2 ; if it's not 0, skip\nNOP\nLB A0 32(SP)\nJAL DisablePromptOption\nLI A1 0\n\nskiptodisableP2:\nADDIU T9 T9 1 ; P2 Drinks Address\nLI T6 1 ; P2 Index\nLB A1 28(SP)\nBEQ A1 T6 skiptodisableP3\nNOP\nLBU T8 0(T9) ; P2 Drink Value\nBNE T8 R0 skiptodisableP3 ; if it's not 0, skip\nNOP\nLB A0 32(SP)\nJAL DisablePromptOption\nLI A1 1\n\nskiptodisableP3:\nADDIU T9 T9 1 ; P3 Drinks Address\nLI T6 2 ; P3 Index\nLB A1 28(SP)\nBEQ A1 T6 skiptodisableP4\nNOP\nLBU T8 0(T9) ; P3 Drink Value\nBNE T8 R0 skiptodisableP4 ; if it's not 0, skip\nNOP\nLB A0 32(SP)\nJAL DisablePromptOption\nLI A1 2\n\nskiptodisableP4:\nADDIU T9 T9 1 ; P4 Drinks Address\nLI T6 3 ; P4 Index\nLB A1 28(SP)\nBEQ A1 T6 DisableDehydratedPlayers_exit\nNOP\nLBU T8 0(T9) ; P4 Drink Value\nBNE T8 R0 DisableDehydratedPlayers_exit ; if it's not 0, skip\nNOP\nLB A0 32(SP)\nJAL DisablePromptOption\nLI A1 3\n\nDisableDehydratedPlayers_exit:\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nCheckDehydratedOpponents:\n; A0 = Current Player's Index\nADDIU SP SP -40\nSW RA 36(SP)\n\nMOVe V0 R0 ; Start Count at 0\nLUI T9 hi(0x800CD0A1) \nADDIU T9 T9 lo(0x800CD0A1) ; P1 Drinks Address\nBEQ A0 R0 verifyp2\nNOP\nLBU T8 0(T9) ; P1 Drink Value\nBNE T8 R0 verifyp2 ; if it's not 0, skip\nNOP\nADDIU V0 V0 1 ; Add 1 counter\n\nverifyp2:\nADDIU T9 T9 1 ; P2 Drinks Address\nLI T6 1 ; P2 Index\nBEQ A0 T6 verifyp3\nNOP\nLBU T8 0(T9) ; P2 Drink Value\nBNE T8 R0 verifyp3 ; if it's not 0, skip\nNOP\nADDIU V0 V0 1\n\nverifyp3:\nADDIU T9 T9 1 ; P3 Drinks Address\nLI T6 2 ; P3 Index\nBEQ A0 T6 verifyp4\nNOP\nLBU T8 0(T9) ; P3 Drink Value\nBNE T8 R0 verifyp4 ; if it's not 0, skip\nNOP\nADDIU V0 V0 1\n\nverifyp4:\nADDIU T9 T9 1 ; P4 Drinks Address\nLI T6 3 ; P4 Index\nBEQ A0 T6 CheckDehydratedTotal\nNOP\nLBU T8 0(T9) ; P4 Drink Value\nBNE T8 R0 CheckDehydratedTotal ; if it's not 0, skip\nNOP\nADDIU V0 V0 1\n\nCheckDehydratedTotal:\nLI T0 3\nBEQ V0 T0 CheckDehydratedOpponents_exit\nLI V0 0 ; return 0, event cancelled\n\nLI V0 1 ; return 1, event goes on\n\nCheckDehydratedOpponents_exit:\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nNobodyHasDrinks_Message:\n.ascii \"Erryone else kinda lookin\\x5C not so hot\\x85\"\n.byte 0x0A ; Newline\n.ascii \"My services ain\\x5Ct needed rite now\\x85\\xFF\\x00\"\n\n.align 16\nTooManyDrinks_Message:\n.ascii \"Seems to me ya can\\x5Ct carry \\x5Cnother\"\n.byte 0x0A ; Newline\n.ascii \"one o\\x5C them dranks on ya\\x85\\x85\\x85\"\n.byte 0x0A ; Newline\n.ascii \"Let me kno\\x5C when yer feelin\\x5C the thirst\\x85\\xFF\\x00\"\n\n.align 16\nNotEnoughCoins_Message:\n.ascii \"Ya really got nothin\\x5C to yer name\\x82 eh\\xC3\"\n.byte 0x0A ; Newline\n.ascii \"You gon\\x5C hafta come back with sum dough\\x85\\xFF\\x00\"\n\n.align 16\nGreeting_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Pssst\\x82 ey you\\xC2 Need sum dranks\\xC3\"\n.byte 0x0A ; Newline\n.ascii \"I can get ya sum\\x85 Pick a service\\x85\"\n.byte 0x0A,0xA ; Newline\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Needler Swindler \\x29 \\x3E10\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.ascii \"Prickly Pickpocket \\x29 \\x3E15\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.ascii \"Bristled Burglar \\x29 \\x3E20\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"\\x8Stealing is bad\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0,0 ; End Prompt\n\n.align 16\nRejection_Message:\n.ascii \"Bah\\xC2 Ya goody two shoes lookin\\x5C\\x3D\\x3D\\x3D\"\n.byte 0x0A ; Newline\n.ascii \"Git outta here\\x82 bucko\\xC2\"\n.byte 0x0A ; Newline\n.ascii \"Yer wastin\\x5C my time\\x85\\xFF\\x00\"\n\n.align 16\nSelectOpponent_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Who\\x5Cs your opponent\\xC3\"\n.byte 0x0A,0x0A ; Newlines (2x)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x11 ; Player 1 Name\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x12 ; Player 2 Name\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x13 ; Player 3 Name\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"%s\"\n.byte 0x14 ; Player 4 Name\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"\\x8Your Choice\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Go Back\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0,0 ; End Prompt\n\n.align 16\nWarning_Message:\n.byte 0x11 ; String #1 (Targeted Player's Name)\n.ascii \"\\x82 watch out\\xC2\"\n.byte 0x0A ; Newline\n.ascii \"Alternate \\x21 and \\x22 repeatedly to\"\n.byte 0x0A ; Newline\n.ascii \"fight off the \\x03Cactheef\\x08\\xC2\\xFF\\x00\"\n\n.align 16\nGoodbye_Message:\n.ascii \"Here\\x5Cs yer dranks\\x85\"\n.byte 0x0A ; Newline\n.ascii \"All in a day\\x5Cs work\\x85\\x85\\x85 Heh\\x85\\xFF\\x00\"\n\n.align 16\nMain:\nADDIU SP SP -0x80\nSW ra, 0x0070 (sp)\nSW s0, 0x0074 (sp)\nSW s1, 0x0078 (sp)\n;\nJAL CopyPlayerDrinkAmounts\nNOP\nLI s0, 0x800D1108\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0003 (s0) ;load character ID 1\nSW v0, 0x0010 (sp)\nSW s1, 0x0014 (sp) ;store drink amount for p1 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x003B (s0) ;load character ID 2\nSW v0, 0x0018 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x001C (sp) ;store drink amount for p2 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0073 (s0) ;load character ID 3\nSW v0, 0x0020 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x0024 (sp) ;store drink amount for p3 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x00AB (s0) ;load character ID 4\nSW v0, 0x0028 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x002C (sp) ;store drink amount for p4 to stack\n;\nJAL MainsPrintf\nNOP\nLW ra, 0x0070 (sp)\nLW s0, 0x0074 (sp)\nLW s1, 0x0078 (sp)\nJR RA\nADDIU SP SP 0x80\n\n.align 0x10\nMainsPrintf:\nADDIU sp, sp, -0x60\nSW ra, 0x0030 (sp)\nSW a0, 0x0034 (sp)\nSW a1, 0x0038 (sp)\nSW a2, 0x003C (sp)\nSW a3, 0x0040 (sp)\nSW S0, 0x002C (SP)\nSW S4, 0x0028 (SP)\nSW S1, 0x0024 (SP)\n;\nLW a2, 0x0070 (sp) ;load character 1 ptr from stack\nLW a3, 0x0074 (sp) ;load character 1 drink amount ptr from stack\nLW a0, 0x0078 (sp) ;load character 2 pointer from stack\nSW a0, 0x0010 (sp) ;store character 2 pointer to stack\n;\nLW a0, 0x007C (sp) ;load character 2 drink amount ptr from stack\nSW a0, 0x0014 (sp) ;store character 2 drink amount ptr to stack\n;\nLW a0, 0x0080 (sp) ;load character 3 pointer from stack\nSW a0, 0x0018 (sp) ;store character 3 pointer to stack\n;\nLW a0, 0x0084 (sp) ;load character 3 drink amount ptr from stack\nSW a0, 0x001C (sp) ;store character 3 drink amount ptr to stack\n;\nLW a0, 0x0088 (sp) ;load character 4 pointer from stack\nSW a0, 0x0020 (sp) ;store character 4 pointer to stack\n;\nLW a0, 0x008C (sp) ;load character 4 pointer from stack\nSW a0, 0x0024 (sp) ;store character 4 pointer to stack\n;\nSW r0, 0x0028 (sp) ;terminate sprintf\n;\nLI a0, 0x800977C0 ;where to store result\nLUI a1, hi(DrinkPrintingFormatters)\nADDIU a1, a1, lo(DrinkPrintingFormatters) ;ptr to format to use\nJAL sprintf\nNOP\n\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn)\nLB T1 0(T0)\n\nLI T3 0x800CD09D\nLB T2 0(T3)\n\nBNE T1 T2 drinkdisplayshowmessage ; Branch if Star changed location\nSB T1 0(T3)\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nLUI S1 hi(0x800CD0A5) ; First RAM address with Item\nADDIU S1 S1 lo(0x800CD0A5)\nLI S0 0 ; Loop Counter\n\ndrinkdisplayloop:\nLI T3 3\nBEQ S0 T3 drinkdisplayloop_exit ; once all 3 items checked, exit\nNOP\n\nLI T0 -1 ; 0xFF\nLB T2 0(S1) ; Load Item's Index from RAM\nBEQ T0 T2 drinkdisplayloop_exit ; if 0xFF, exit\nNOP\n\nMOVE A0 S4\nJAL PlayerHasItem ; V0 = -1 if Item is NOT found\nLBU A1 0(S1)\n\nADDIU S1 S1 1 ; add 1 to check next address\nLI T1 -1\nBNE T1 V0 drinkdisplayloop ; If item is found, loop to check next\nADDIU S0 S0 1 ; add 1 to counter\n\ndrinkdisplayshowmessage:\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T1 0x41800000\nSW T1 28(SP)\nLI A0 -1\nLUI A1, hi(0x800977C0)\nADDIU A1, A1, lo(0x800977C0)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\n\nLUI T0 hi(0x800CD0A5)\nADDIU T0 T0 lo(0x800CD0A5)\nSB A0 3(T0)\nLI T1 -1\nSB T1 0(T0)\nSB T1 1(T0)\nJ MainsPrintf_exit\nSB T1 2(T0)\n\ndrinkdisplayloop_exit:\nLUI T0 hi(0x800CD0A8) ; Window ID RAM Address\nADDIU T0 T0 lo(0x800CD0A8)\nLB T1 0(T0)\nLUI T0 hi(0x80105702) \nADDIU T0 T0 lo(0x80105702) ; Window ID for cleanup calls?\nSH T1 0(T0) ; Store the Window ID\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ drinkdisplayshowmessage\nNOP\n\nMainsPrintf_exit:\nLW S0, 0x002C (SP)\nLW S4, 0x0028 (SP)\nLW S1, 0x0024 (SP)\nLW ra, 0x0030 (sp)\nLW a0, 0x0034 (sp)\nLW a1, 0x0038 (sp)\nLW a2, 0x003C (sp)\nLW a3, 0x0040 (sp)\nJR RA\nADDIU sp, sp, 0x60\n\n.align 0x10\nGetPlayerNamePtr: ;takes arg a0, character ID\n;returns pointer to player name on v0\nADDIU sp, sp, -0x20\nSW a0, 0x0010 (sp)\nSW s0, 0x0014 (sp)\nLUI s0, hi(CharacterNamesNormal)\nADDIU s0, s0, lo(CharacterNamesNormal)\nSLL a0, a0, 0x0004 ;multiply character ID by 0x10\nADDU v0, a0, s0 ;pointer to character name is on v0 now\nLW a0, 0x0010 (sp)\nLW s0, 0x0014 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nCharacterNamesNormal:\n.asciiz \"MARIO\"\n.align 0x10\n.asciiz \"LUIGI\"\n.align 0x10\n.asciiz \"PEACH\"\n.align 0x10\n.asciiz \"YOSHI\"\n.align 0x10\n.asciiz \"WARIO\"\n.align 0x10\n.asciiz \"DK\"\n.align 0x10\n.asciiz \"WALUIGI\"\n.align 0x10\n.asciiz \"DAISY\"\n\n/**\nCharactersEnum\n{\n0x00 - Mario\n0x01 - Luigi\n0x02 - Peach\n0x03 - Yoshi\n0x04 - Wario\n0x05 - DK\n0x06 - Waluigi\n0x07 - Daisy\n}\n**/\n.align 0x10\nCopyPlayerDrinkAmounts: ;copy drink amounts from board ram to\n;label PlayerDrinkAmounts\nADDIU sp, sp, -0x20\nSW t0, 0x0010 (sp)\nSW v0, 0x0014 (sp) ;counter\nSW s0, 0x0018 (sp) ;pointer to read from\nSW s1, 0x001C (sp) ;pointer to store to\nLI s0, 0x800CD0A1 ;pointer to drinks (big hardcode)\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\nORI v0, r0, 0x0000 ;init counter\nDrinkAmountLoop:\nLBU t0, 0x0000 (s0) ;load current drink amount\nADDIU t0, t0, 0x0030 ;convert int to string\nSB t0, 0x0000 (s1) ;store current drink\nADDIU s0, s0, 0x0001 ;add 1 to drink pointer\nADDIU s1, s1, 0x0002 ;add 2 to PlayerDrinkAmountsPointer\nADDIU v0, v0, 0x0001 ;add 1 to counter\nSLTI t0, v0, 0x0004 ;exit if v1 is equal to v0\nBNEZ t0, DrinkAmountLoop\nNOP\nLW t0, 0x0010 (sp)\nLW v0, 0x0014 (sp)\nLW s0, 0x0018 (sp)\nLW s1, 0x001C (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nDrinkPrintingFormatters:\n.ascii \"%s \" ;Character name 1\n.ascii \"%s\" ;Drink amount 1\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 2\n.ascii \"%s\" ;Drink amount 2\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 3\n.ascii \"%s\" ;Drink amount 3\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 4\n.ascii \"%s\" ;Drink amount 4\n.byte 0x00\n\n.align 0x10\nPlayerDrinkAmounts: ;you will need to store player drink amounts in the 1st byte of each row\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string"},"Problematic Item Check":{"language":0,"code":"; NAME: Problematic Item Check\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S4 68(SP)\nSW S2 64(SP)\nSW S1 60(SP)\n\nLUI S0 hi(Item_Array)\nADDIU S0 S0 lo(Item_Array)\nLUI S1 hi(0x800CD0A5) \nADDIU S1 S1 lo(0x800CD0A5) ; Address for problematic item flag 1\nJAL GetCurrentPlayerIndex ; at V0\nNOP \nMOVE S4 V0\n\nLOOP:\nLBU S2 0(S0) ; Load item index in the array\nBEQ S2 R0 checkstarspawn\nNOP\n\nMOVE A0 S4 \nJAL PlayerHasItem ; returns -1 if they don't have the item\nMOVE A1 S2\n\nLI T0 -1\nBEQ V0 T0 LOOP ; Loop back if player doesn't have the item\nADDIU S0 S0 1 ; Add 1 to check next item in the array\n\nSB S2 0(S1) ; Store Item Index on Board RAM\nJ LOOP\nADDIU S1 S1 1 ; load next RAM address\n\ncheckstarspawn:\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn)\nLB T2 0(T0)\n\nLI T1 0x800CD09D ; RAM for storing Current Star Spawn\nSB T2 0(T1)\n\n\n\nLW S1 60(SP)\nLW S2 64(SP)\nLW S4 68(SP)\nLW S0 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nItem_Array:\n.byte 0x7,0x8,0x9,0xE,0x11,0"},"(Junction) Bottom Eye":{"language":0,"code":"; NAME: (Junction) Bottom Eye\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S3 68(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S4 V0 \n\nLBU T0 23(S4) ; Status Flags\nSRL T0 T0 7 ; Shift bits to the right by 7 for Reverse flag\nBNEZ T0 exit ; exit if player is in reverse\nNOP\n\nJAL PlayerIsCPU\nLI A0 -1 \n\nBEQZ V0 exit ; If 0, exit because it's a human\nNOP\n\nLBU S3 1(S4) ; Load CPU's Difficulty (0-3)\n\nLBU T1 29(S4) ; Current Player's Index\n\nLUI T0 hi(0x800CD0A1)\nADDIU T0 T0 lo(0x800CD0A1) ; Drink Count Address\nADDU T0 T0 T1 ; T0 now holds current player's drink count address\nLBU T2 0(T0) ; T2 now holds current player's drink count value\n\nSLTI T3 T2 4 ; ON IF Player has 3 or less drinks\nBNEZ T3 LeftChoice\nNOP\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins ; \nLI A1 20 ; Coins\n\nBNEZ V0 checkstar ; Check Star Location if 20 Coins or more\nNOP\n\ncheckspacesremaining:\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining) ; Address of spaces remaining\nLW T0 0(T0) ; Load Value\n\n\nLI T1 3\nBEQ T0 T1 checkitems\nNOP\nLI T1 7\nBEQ T0 T1 checkfor20coins\nNOP\nLI T1 9\nBEQ T0 T1 checkfor0coins\nNOP\nJ exit\nNOP\n\ncheckstar:\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn) ; Address of current Star Spawn Cycle\nADDIU T1 T0 1 ; Address of first Star Spawn Index in the Cycle\nLBU T0 0(T0) ; Load Index of Star Spawn to T0\nADDU T0 T0 T1 ; Add to get address of current Star Spawn Index\nLBU T2 0(T0) ; Load current Star Spawn Index to T2\n\nLI T9 7\nBEQ T2 T9 LeftChoice ; Branch IF it's Star 07\nNOP\nJ checkspacesremaining\nNOP\n\ncheckbank:\nLUI T0 hi(bank_coin_total)\nADDIU T0 T0 lo(bank_coin_total) ; Address of current bank total\nLH T0 0(T0) ; Load Value\n\nSLTI T1 T0 10 ; ON IF Bank has less than 10 coins\nBNEZ T1 RightChoice\nNOP\nJ LeftChoice\nNOP\n\ncheckitems:\nJAL PlayerHasEmptyItemSlot\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 LeftChoice ; Left if full\nNOP\nJ checkbank\nNOP\n\ncheckfor20coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20\n\nBEQZ V0 LeftChoice ; Pick Left if no coins \nNOP\nJ RightChoice\nNOP\n\ncheckfor0coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 1\n\nBEQZ V0 RightChoice ; Pick Left if no coins \nNOP\nJ LeftChoice\nNOP\n\nLeftChoice:\nBEQZ S3 CalculateChance\nLI A0 50 ; 50%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 30 ; 30%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 3 ; 3%\nJ CalculateChance\nLI A0 0 ; 0% Super Hard Difficulty\n\nRightChoice:\nBEQZ S3 CalculateChance\nLI A0 50 ; 50%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 70 ; 70%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 97 ; 97%\n\nLI A0 100 ; 100% Super Hard Difficulty \n\nCalculateChance:\nJAL RNGPercentChance ; 0 = Left - 1 = Right\nNOP \n\nBNEZ V0 GoRight\nNOP\n\nLI A1 Left_chain_index\nJ SetDecision\nLI A2 Left_chain_space_index\n\nGoRight:\nLI A1 Right_chain_index\nLI A2 Right_chain_space_index\n\nSetDecision:\nJAL SetNextChainAndSpace\nLBU A0 29(S4)\n\n\n\nexit:\nLW S3 68(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"(Junction) Top Eye":{"language":0,"code":"; NAME: (Junction) Top Eye\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S3 68(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S4 V0 \n\nLBU T0 23(S4) ; Status Flags\nSRL T0 T0 7 ; Shift bits to the right by 7 for Reverse flag\nBNEZ T0 exit ; exit if player is in reverse\nNOP\n\nJAL PlayerIsCPU\nLI A0 -1 \n\nBEQZ V0 exit ; If 0, exit because it's a human\nNOP\n\nLBU S3 1(S4) ; Load CPU's Difficulty (0-3)\n\nLBU T1 29(S4) ; Current Player's Index\n\nLUI T0 hi(0x800CD0A1)\nADDIU T0 T0 lo(0x800CD0A1) ; Drink Count Address\nADDU T0 T0 T1 ; T0 now holds current player's drink count address\nLBU T2 0(T0) ; T2 now holds current player's drink count value\n\nSLTI T3 T2 4 ; ON IF Player has 3 or less drinks\nBNEZ T3 LeftChoice\nNOP\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins ; \nLI A1 20 ; Coins\n\nBNEZ V0 checkstar ; Check Star Location if 20 Coins or more\nNOP\n\ncheckspacesremaining:\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining) ; Address of spaces remaining\nLW T0 0(T0) ; Load Value\n\n\nLI T1 3\nBEQ T0 T1 checkitems\nNOP\nLI T1 7\nBEQ T0 T1 checkfor20coins\nNOP\nLI T1 9\nBEQ T0 T1 checkfor0coins\nNOP\nJ exit\nNOP\n\ncheckstar:\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn) ; Address of current Star Spawn Cycle\nADDIU T1 T0 1 ; Address of first Star Spawn Index in the Cycle\nLBU T0 0(T0) ; Load Index of Star Spawn to T0\nADDU T0 T0 T1 ; Add to get address of current Star Spawn Index\nLBU T2 0(T0) ; Load current Star Spawn Index to T2\n\nLI T9 4\nBEQ T2 T9 LeftChoice ; Branch IF it's Star 04\nNOP\nJ checkspacesremaining\nNOP\n\ncheckbank:\nLUI T0 hi(bank_coin_total)\nADDIU T0 T0 lo(bank_coin_total) ; Address of current bank total\nLH T0 0(T0) ; Load Value\n\nSLTI T1 T0 10 ; ON IF Bank has less than 10 coins\nBNEZ T1 RightChoice\nNOP\nJ LeftChoice\nNOP\n\ncheckitems:\nJAL PlayerHasEmptyItemSlot\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 LeftChoice ; Left if full\nNOP\nJ checkbank\nNOP\n\ncheckfor20coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20\n\nBEQZ V0 LeftChoice ; Pick Left if no coins \nNOP\nJ RightChoice\nNOP\n\ncheckfor0coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 1\n\nBEQZ V0 RightChoice ; Pick Left if no coins \nNOP\nJ LeftChoice\nNOP\n\nLeftChoice:\nBEQZ S3 CalculateChance\nLI A0 50 ; 50%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 30 ; 30%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 3 ; 3%\nJ CalculateChance\nLI A0 0 ; 0% Super Hard Difficulty\n\nRightChoice:\nBEQZ S3 CalculateChance\nLI A0 50 ; 50%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 70 ; 70%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 97 ; 97%\n\nLI A0 100 ; 100% Super Hard Difficulty \n\nCalculateChance:\nJAL RNGPercentChance ; 0 = Left - 1 = Right\nNOP \n\nBNEZ V0 GoRight\nNOP\n\nLI A1 Left_chain_index\nJ SetDecision\nLI A2 Left_chain_space_index\n\nGoRight:\nLI A1 Right_chain_index\nLI A2 Right_chain_space_index\n\nSetDecision:\nJAL SetNextChainAndSpace\nLBU A0 29(S4)\n\n\n\nexit:\nLW S3 68(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"(Junction) Top Oasis":{"language":0,"code":"; NAME: (Junction) Top Oasis\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S3 68(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S4 V0 \n\nLBU T0 23(S4) ; Status Flags\nSRL T0 T0 7 ; Shift bits to the right by 7 for Reverse flag\nBNEZ T0 exit ; exit if player is in reverse\nNOP\n\nJAL PlayerIsCPU\nLI A0 -1 \n\nBEQZ V0 exit ; If 0, exit because it's a human\nNOP\n\nLBU S3 1(S4) ; Load CPU's Difficulty (0-3)\n\nLBU T1 29(S4) ; Current Player's Index\n\nLUI T0 hi(0x800CD0A1)\nADDIU T0 T0 lo(0x800CD0A1) ; Drink Count Address\nADDU T0 T0 T1 ; T0 now holds current player's drink count address\nLBU T2 0(T0) ; T2 now holds current player's drink count value\n\nSLTI T3 T2 5 ; ON IF Player has 4 or less drinks\nBNEZ T3 RightChoice\nNOP\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins ; \nLI A1 20 ; Coins\n\nBNEZ V0 checkstar ; Check Star Location if 20 Coins or more\nNOP\n\ncheckspacesremaining:\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining) ; Address of spaces remaining\nLW T0 0(T0) ; Load Value\n\n\nLI T1 3\nBEQ T0 T1 RightChoice\nNOP\nLI T1 4\nBEQ T0 T1 checkfor20coins\nNOP\nLI T1 6\nBEQ T0 T1 checkfor0coins\nNOP\nLI T1 8\nBEQ T0 T1 checkitems\nNOP\nJ exit\nNOP\n\ncheckstar:\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn) ; Address of current Star Spawn Cycle\nADDIU T1 T0 1 ; Address of first Star Spawn Index in the Cycle\nLBU T0 0(T0) ; Load Index of Star Spawn to T0\nADDU T0 T0 T1 ; Add to get address of current Star Spawn Index\nLBU T2 0(T0) ; Load current Star Spawn Index to T2\n\nLI T9 5\nBEQ T2 T9 LeftChoice ; Branch IF it's Star 05\nNOP\nLI T9 6\nBEQ T2 T9 LeftChoice ; Branch IF it's Star 06\nNOP\nLI T9 7\nBEQ T2 T9 LeftChoice ; Branch IF it's Star 07\nNOP\nJ checkspacesremaining\nNOP\n\ncheckbank:\nLUI T0 hi(bank_coin_total)\nADDIU T0 T0 lo(bank_coin_total) ; Address of current bank total\nLH T0 0(T0) ; Load Value\n\nSLTI T1 T0 10 ; ON IF Bank has less than 10 coins\nBNEZ T1 RightChoice\nNOP\nJ LeftChoice\nNOP\n\ncheckitems:\nJAL PlayerHasEmptyItemSlot\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 RightChoice ; Right if full\nNOP\nJ checkdrinks\nNOP\n\ncheckdrinks:\nLUI T0 hi(0x800CD0A1)\nADDIU T0 T0 lo(0x800CD0A1) ; Drink Count Address\nADDU T0 T0 T1 ; T0 now holds current player's drink count address\nLBU T2 0(T0) ; T2 now holds current player's drink count value\nLI T3 7 ; Max Drink Amount\nBEQ T2 T3 LeftChoice\nNOP\nJ exit\nNOP\n\ncheckfor20coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20\n\nBEQZ V0 LeftChoice ; Pick Left if no coins \nNOP\nJ RightChoice\nNOP\n\ncheckfor0coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 1\n\nBEQZ V0 LeftChoice ; Pick Left if no coins \nNOP\nJ RightChoice\nNOP\n\nLeftChoice:\nBEQZ S3 CalculateChance\nLI A0 50 ; 50%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 30 ; 30%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 3 ; 3%\nJ CalculateChance\nLI A0 0 ; 0% Super Hard Difficulty\n\nRightChoice:\nBEQZ S3 CalculateChance\nLI A0 50 ; 50%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 70 ; 70%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 97 ; 97%\n\nLI A0 100 ; 100% Super Hard Difficulty \n\nCalculateChance:\nJAL RNGPercentChance ; 0 = Left - 1 = Right\nNOP \n\nBNEZ V0 GoRight\nNOP\n\nLI A1 Left_chain_index\nJ SetDecision\nLI A2 Left_chain_space_index\n\nGoRight:\nLI A1 Right_chain_index\nLI A2 Right_chain_space_index\n\nSetDecision:\nJAL SetNextChainAndSpace\nLBU A0 29(S4)\n\n\n\nexit:\nLW S3 68(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"(Junction) Bottom Oasis":{"language":0,"code":"; NAME: (Junction) Bottom Oasis\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S3 68(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S4 V0 \n\nLBU T0 23(S4) ; Status Flags\nSRL T0 T0 7 ; Shift bits to the right by 7 for Reverse flag\nBNEZ T0 exit ; exit if player is in reverse\nNOP\n\nJAL PlayerIsCPU\nLI A0 -1 \n\nBEQZ V0 exit ; If 0, exit because it's a human\nNOP\n\nLBU S3 1(S4) ; Load CPU's Difficulty (0-3)\n\nLBU T1 29(S4) ; Current Player's Index\n\nLUI T0 hi(0x800CD0A1)\nADDIU T0 T0 lo(0x800CD0A1) ; Drink Count Address\nADDU T0 T0 T1 ; T0 now holds current player's drink count address\nLBU T2 0(T0) ; T2 now holds current player's drink count value\n\nSLTI T3 T2 5 ; ON IF Player has 4 or less drinks\nBNEZ T3 RightChoice\nNOP\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins ; \nLI A1 20 ; Coins\n\nBNEZ V0 checkstar ; Check Star Location if 20 Coins or more\nNOP\n\ncheckspacesremaining:\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining) ; Address of spaces remaining\nLW T0 0(T0) ; Load Value\n\n\nLI T1 3\nBEQ T0 T1 RightChoice\nNOP\nLI T1 4\nBEQ T0 T1 checkfor20coins\nNOP\nLI T1 6\nBEQ T0 T1 checkfor0coins\nNOP\nLI T1 8\nBEQ T0 T1 checkitems\nNOP\nJ exit\nNOP\n\ncheckstar:\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn) ; Address of current Star Spawn Cycle\nADDIU T1 T0 1 ; Address of first Star Spawn Index in the Cycle\nLBU T0 0(T0) ; Load Index of Star Spawn to T0\nADDU T0 T0 T1 ; Add to get address of current Star Spawn Index\nLBU T2 0(T0) ; Load current Star Spawn Index to T2\n\nSLTI T9 T2 5 ; ON if 0-4\nBNEZ T9 LeftChoice\nNOP\nJ checkspacesremaining\nNOP\n\ncheckbank:\nLUI T0 hi(bank_coin_total)\nADDIU T0 T0 lo(bank_coin_total) ; Address of current bank total\nLH T0 0(T0) ; Load Value\n\nSLTI T1 T0 10 ; ON IF Bank has less than 10 coins\nBNEZ T1 RightChoice\nNOP\nJ LeftChoice\nNOP\n\ncheckitems:\nJAL PlayerHasEmptyItemSlot\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 RightChoice ; Right if full\nNOP\nJ checkdrinks\nNOP\n\ncheckdrinks:\nLUI T0 hi(0x800CD0A1)\nADDIU T0 T0 lo(0x800CD0A1) ; Drink Count Address\nADDU T0 T0 T1 ; T0 now holds current player's drink count address\nLBU T2 0(T0) ; T2 now holds current player's drink count value\nLI T3 7 ; Max Drink Amount\nBEQ T2 T3 LeftChoice\nNOP\nJ exit\nNOP\n\ncheckfor20coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20\n\nBEQZ V0 LeftChoice ; Pick Left if no coins \nNOP\nJ RightChoice\nNOP\n\ncheckfor0coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 1\n\nBEQZ V0 LeftChoice ; Pick Left if no coins \nNOP\nJ RightChoice\nNOP\n\nLeftChoice:\nBEQZ S3 CalculateChance\nLI A0 50 ; 50%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 30 ; 30%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 3 ; 3%\nJ CalculateChance\nLI A0 0 ; 0% Super Hard Difficulty\n\nRightChoice:\nBEQZ S3 CalculateChance\nLI A0 50 ; 50%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 70 ; 70%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 97 ; 97%\n\nLI A0 100 ; 100% Super Hard Difficulty \n\nCalculateChance:\nJAL RNGPercentChance ; 0 = Left - 1 = Right\nNOP \n\nBNEZ V0 GoRight\nNOP\n\nLI A1 Left_chain_index\nJ SetDecision\nLI A2 Left_chain_space_index\n\nGoRight:\nLI A1 Right_chain_index\nLI A2 Right_chain_space_index\n\nSetDecision:\nJAL SetNextChainAndSpace\nLBU A0 29(S4)\n\n\n\nexit:\nLW S3 68(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"(Junction) Left Gate":{"language":0,"code":"; NAME: (Junction) Left Gate\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n; PARAM: Space|Check\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S3 68(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S4 V0 \n\nLBU T0 23(S4) ; Status Flags\nSRL T0 T0 7 ; Shift bits to the right by 7 for Reverse flag\nBNEZ T0 exit ; exit if player is in reverse\nNOP\n\nLBU A0 21(S4)\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 22(S4)\n\nLI T0 Check\nBEQ V0 T0 exit\nNOP\n\nJAL PlayerIsCPU\nLI A0 -1 \n\nBEQZ V0 exit ; If 0, exit because it's a human\nNOP\n\nLBU S3 1(S4) ; Load CPU's Difficulty (0-3)\nJ checkfor20coins \nNOP\n\ncheckskeletonkey:\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasItem\nLI A1 1 ; Skeleton Key Index\n\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 RightChoice\nNOP\n\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining) ; Address of spaces remaining\nLW T0 0(T0) ; Load Value\n\nLI T1 2\nBEQ T0 T1 LeftChoice\nNOP\nLI T1 3\nBEQ T0 T1 LeftChoice\nNOP\nLI T1 4\nBEQ T0 T1 checkfor0coins\nNOP\nLI T1 5\nBEQ T0 T1 RightChoice\nNOP\nLI T1 6\nBEQ T0 T1 checkfor0coins_2\nNOP\nJ exit\nNOP\n\ncheckstar:\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn) ; Address of current Star Spawn Cycle\nADDIU T1 T0 1 ; Address of first Star Spawn Index in the Cycle\nLBU T0 0(T0) ; Load Index of Star Spawn to T0\nADDU T0 T0 T1 ; Add to get address of current Star Spawn Index\nLBU T2 0(T0) ; Load current Star Spawn Index to T2\n\nLI T9 0\nBEQ T2 T9 LeftChoice ; Branch IF it's Star 00\nNOP\nJ checkskeletonkey\nNOP\n\ncheckbank:\nLUI T0 hi(bank_coin_total)\nADDIU T0 T0 lo(bank_coin_total) ; Address of current bank total\nLH T0 0(T0) ; Load Value\n\nSLTI T1 T0 3 ; ON IF Bank has less than 3 coins\nBNEZ T1 LeftChoice\nNOP\nJ checkstar\nNOP\n\ncheckitems:\nJAL PlayerHasEmptyItemSlot ; -1 if no Item Slots\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 checkstar ; checkstar if full\nNOP\nJ LeftChoice\nNOP\n\ncheckfor0coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 1\n\nBEQZ V0 LeftChoice ; Pick Left if no coins \nNOP\nJ RightChoice\nNOP\n\ncheckfor0coins_2:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 1\n\nBEQZ V0 RightChoice ; Pick Right if no coins \nNOP\nJ LeftChoice\nNOP\n\ncheckfor20coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20 ; Coins\n\nBEQZ V0 checkskeletonkey ; check Skeleton Key if less than 20 coins\nNOP\nJ checkstar ; check Star Location if 20 coins or more\nNOP\n\ncheckcoins4:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 1 ; Coins\n\nBEQZ V0 LeftChoice ; Pick Left if no coins \nNOP\nJ checkstar \nNOP\n\nskeletonkeylogic:\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining) ; Address of spaces remaining\nLW T0 0(T0) ; Load Value\n\nLI T1 2\n;BEQ T0 T1 checkcoins2\nNOP\n\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20 ; Coins\n\nBEQZ V0 LeftChoice ; Pick Left if < 20 Coins\nNOP\nJ checkstar\nNOP\n\n\nLeftChoice:\nBEQZ S3 CalculateChance\nLI A0 50 ; 50%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 37 ; 37%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 13 ; 13%\nJ CalculateChance\nLI A0 1 ; 1% Super Hard Difficulty\n\nRightChoice:\nBEQZ S3 CalculateChance\nLI A0 50 ; 50%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 63 ; 63%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 87 ; 87%\n\nLI A0 99 ; 99% Super Hard Difficulty \n\nCalculateChance:\nJAL RNGPercentChance ; 0 = Left - 1 = Right\nNOP \n\nBNEZ V0 GoRight\nNOP\n\nLI A1 Left_chain_index\nJ SetDecision\nLI A2 Left_chain_space_index\n\nGoRight:\nLI A1 Right_chain_index\nLI A2 Right_chain_space_index\n\nSetDecision:\nJAL SetNextChainAndSpace\nLBU A0 29(S4)\n\n\n\nexit:\nLW S3 68(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"(Junction) Right Gate":{"language":0,"code":"; NAME: (Junction) Right Gate\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n; PARAM: Space|Check\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S3 68(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S4 V0 \n\nLBU T0 23(S4) ; Status Flags\nSRL T0 T0 7 ; Shift bits to the right by 7 for Reverse flag\nBNEZ T0 exit ; exit if player is in reverse\nNOP\n\nLBU A0 21(S4)\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 22(S4)\n\nLI T0 Check\nBEQ V0 T0 exit\nNOP\n\nJAL PlayerIsCPU\nLI A0 -1 \n\nBEQZ V0 exit ; If 0, exit because it's a human\nNOP\n\nLBU S3 1(S4) ; Load CPU's Difficulty (0-3)\nJ checkfor20coins \nNOP\n\ncheckskeletonkey:\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasItem\nLI A1 1 ; Skeleton Key Index\n\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 RightChoice\nNOP\n\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining) ; Address of spaces remaining\nLW T0 0(T0) ; Load Value\n\nLI T1 2\nBEQ T0 T1 LeftChoice\nNOP\nLI T1 3\nBEQ T0 T1 LeftChoice\nNOP\nLI T1 4\nBEQ T0 T1 checkfor0coins\nNOP\nLI T1 5\nBEQ T0 T1 RightChoice\nNOP\nLI T1 6\nBEQ T0 T1 checkfor0coins_2\nNOP\nJ exit\nNOP\n\ncheckstar:\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn) ; Address of current Star Spawn Cycle\nADDIU T1 T0 1 ; Address of first Star Spawn Index in the Cycle\nLBU T0 0(T0) ; Load Index of Star Spawn to T0\nADDU T0 T0 T1 ; Add to get address of current Star Spawn Index\nLBU T2 0(T0) ; Load current Star Spawn Index to T2\n\nLI T9 6\nBEQ T2 T9 LeftChoice ; Branch IF it's Star 06\nNOP\nJ checkskeletonkey\nNOP\n\ncheckbank:\nLUI T0 hi(bank_coin_total)\nADDIU T0 T0 lo(bank_coin_total) ; Address of current bank total\nLH T0 0(T0) ; Load Value\n\nSLTI T1 T0 3 ; ON IF Bank has less than 3 coins\nBNEZ T1 LeftChoice\nNOP\nJ checkstar\nNOP\n\ncheckitems:\nJAL PlayerHasEmptyItemSlot ; -1 if no Item Slots\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 checkstar ; checkstar if full\nNOP\nJ LeftChoice\nNOP\n\ncheckfor0coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 1\n\nBEQZ V0 LeftChoice ; Pick Left if no coins \nNOP\nJ RightChoice\nNOP\n\ncheckfor0coins_2:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 1\n\nBEQZ V0 RightChoice ; Pick Right if no coins \nNOP\nJ LeftChoice\nNOP\n\ncheckfor20coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20 ; Coins\n\nBEQZ V0 checkskeletonkey ; check Skeleton Key if less than 20 coins\nNOP\nJ checkstar ; check Star Location if 20 coins or more\nNOP\n\ncheckcoins4:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 1 ; Coins\n\nBEQZ V0 LeftChoice ; Pick Left if no coins \nNOP\nJ checkstar \nNOP\n\nskeletonkeylogic:\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining) ; Address of spaces remaining\nLW T0 0(T0) ; Load Value\n\nLI T1 2\n;BEQ T0 T1 checkcoins2\nNOP\n\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20 ; Coins\n\nBEQZ V0 LeftChoice ; Pick Left if < 20 Coins\nNOP\nJ checkstar\nNOP\n\n\nLeftChoice:\nBEQZ S3 CalculateChance\nLI A0 50 ; 50%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 37 ; 37%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 13 ; 13%\nJ CalculateChance\nLI A0 1 ; 1% Super Hard Difficulty\n\nRightChoice:\nBEQZ S3 CalculateChance\nLI A0 50 ; 50%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 63 ; 63%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 87 ; 87%\n\nLI A0 99 ; 99% Super Hard Difficulty \n\nCalculateChance:\nJAL RNGPercentChance ; 0 = Left - 1 = Right\nNOP \n\nBNEZ V0 GoRight\nNOP\n\nLI A1 Left_chain_index\nJ SetDecision\nLI A2 Left_chain_space_index\n\nGoRight:\nLI A1 Right_chain_index\nLI A2 Right_chain_space_index\n\nSetDecision:\nJAL SetNextChainAndSpace\nLBU A0 29(S4)\n\n\n\nexit:\nLW S3 68(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"(Junction) Left Sand Slide Entrance":{"language":0,"code":"; NAME: (Junction) Left Sand Slide Entrance\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S3 68(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S4 V0 \n\nLBU T0 23(S4) ; Status Flags\nSRL T0 T0 7 ; Shift bits to the right by 7 for Reverse flag\nBNEZ T0 exit ; exit if player is in reverse\nNOP\n\nJAL PlayerIsCPU\nLI A0 -1 \n\nBEQZ V0 exit ; If 0, exit because it's a human\nNOP\n\nLBU S3 1(S4) ; Load CPU's Difficulty (0-3)\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins ; \nLI A1 20 ; Coins\n\nBNEZ V0 checkstar ; Check Star Location if 20 coins or more\nNOP\n; ELSE check drinks\n\ncheckdrinks:\nLBU T1 29(S4) ; Current Player's Index\n\nLUI T0 hi(0x800CD0A1)\nADDIU T0 T0 lo(0x800CD0A1) ; Drink Count Address\nADDU T0 T0 T1 ; T0 now holds current player's drink count address\nLBU T2 0(T0) ; T2 now holds current player's drink count value\n\nSLTI T3 T2 4 ; ON IF Player has 3 or less drinks\nBNEZ T3 checkfor9coins\nNOP\n\n\ncheckspacesremaining:\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining) ; Address of spaces remaining\nLW T0 0(T0) ; Load Value\n\nLI T1 1\nBEQ T0 T1 checkfor20coins\nNOP\nLI T1 2\nBEQ T0 T1 checkitems\nNOP\nLI T1 3\nBEQ T0 T1 checkfor20coins2\nNOP\nLI T1 4\nBEQ T0 T1 LeftChoice\nNOP\nLI T1 5\nBEQ T0 T1 RightChoice\nNOP\nLI T1 9\nBEQ T0 T1 LeftChoice\nNOP\nLI T1 10\nBEQ T0 T1 checkitems2\nNOP\nJ exit\nNOP\n\ncheckstar:\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn) ; Address of current Star Spawn Cycle\nADDIU T1 T0 1 ; Address of first Star Spawn Index in the Cycle\nLBU T0 0(T0) ; Load Index of Star Spawn to T0\nADDU T0 T0 T1 ; Add to get address of current Star Spawn Index\nLBU T2 0(T0) ; Load current Star Spawn Index to T2\n\nBEQZ T2 RightChoice ; Branch IF it's Star 00\nNOP\nLI T9 3\nBEQ T2 T9 RightChoice ; Branch IF it's Star 03\nNOP\nLI T9 1\nBEQ T2 T9 LeftChoice ; Branch IF it's Star 01\nNOP\nLI T9 2\nBEQ T2 T9 LeftChoice ; Branch IF it's Star 02\nNOP\nLI T9 4\nBEQ T2 T9 LeftChoice ; Branch IF it's Star 04\nNOP\nJ checkdrinks\nNOP\n\ncheckbank:\nLUI T0 hi(bank_coin_total)\nADDIU T0 T0 lo(bank_coin_total) ; Address of current bank total\nLH T0 0(T0) ; Load Value\n\nSLTI T1 T0 10 ; ON IF Bank has less than 10 coins\nBNEZ T1 RightChoice\nNOP\nSLTI T1 T0 20 ; ON IF Bank has less than 20 coins\nBNEZ T1 exit\nNOP\nJ LeftChoice\nNOP\n\ncheckitems:\nJAL PlayerHasEmptyItemSlot\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 LeftChoice ; Left if full\nNOP\nJ exit\nNOP\n\ncheckitems2:\nJAL PlayerHasEmptyItemSlot\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 checkbank ; Check Bank if full\nNOP\nJ exit\nNOP\n\ncheckfor20coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20\n\nBEQZ V0 RightChoice ; Pick Right if no coins \nNOP\nJ LeftChoice\nNOP\n\ncheckfor20coins2:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20\n\nBEQZ V0 LeftChoice ; Pick Left if no coins \nNOP\nJ RightChoice\nNOP\n\ncheckfor9coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 9\n\nBEQZ V0 RightChoice ; Pick Right if no coins \nNOP\n\n\ncheckdrinkshop:\nLUI T0 hi(0x800CD09A)\nADDIU T0 T0 lo(0x800CD09A) ; Shop Inventory Address \nLBU T1 0(T0) ; Drink Shop Inventory on T1\n\nSLTI T2 T1 5 ; ON If 4 Drinks or less remain\nBNEZ T2 RightChoice\nNOP\n\n\nLeftChoice:\nBEQZ S3 CalculateChance\nLI A0 33 ; 33%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 10 ; 10%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 1 ; 1%\nJ CalculateChance\nLI A0 0 ; 0% Super Hard Difficulty\n\nRightChoice:\nBEQZ S3 CalculateChance\nLI A0 77 ; 77%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 90 ; 90%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 99 ; 99%\n\nLI A0 100 ; 100% Super Hard Difficulty \n\nCalculateChance:\nJAL RNGPercentChance ; 0 = Left - 1 = Right\nNOP \n\nBNEZ V0 GoRight\nNOP\n\nLI A1 Left_chain_index\nJ SetDecision\nLI A2 Left_chain_space_index\n\nGoRight:\nLI A1 Right_chain_index\nLI A2 Right_chain_space_index\n\nSetDecision:\nJAL SetNextChainAndSpace\nLBU A0 29(S4)\n\n\n\nexit:\nLW S3 68(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"(Junction) Left Sand Slide Inner":{"language":0,"code":"; NAME: (Junction) Left Sand Slide Inner\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S3 68(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S4 V0 \n\nLBU T0 23(S4) ; Status Flags\nSRL T0 T0 7 ; Shift bits to the right by 7 for Reverse flag\nBNEZ T0 exit ; exit if player is in reverse\nNOP\n\nJAL PlayerIsCPU\nLI A0 -1 \n\nBEQZ V0 exit ; If 0, exit because it's a human\nNOP\n\nLBU S3 1(S4) ; Load CPU's Difficulty (0-3)\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins ; \nLI A1 20 ; Coins\n\nBNEZ V0 checkstar ; Check Star Location if 20 coins or more\nNOP\nJ checkspacesremaining\nNOP\n\n\ncheckdrinks:\nLBU T1 29(S4) ; Current Player's Index\n\nLUI T0 hi(0x800CD0A1)\nADDIU T0 T0 lo(0x800CD0A1) ; Drink Count Address\nADDU T0 T0 T1 ; T0 now holds current player's drink count address\nLBU T2 0(T0) ; T2 now holds current player's drink count value\n\nBEQZ T2 RightChoice\nNOP\nJ LeftChoice\nNOP\n\n\ncheckspacesremaining:\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining) ; Address of spaces remaining\nLW T0 0(T0) ; Load Value\n\nLI T1 2\nBEQ T0 T1 RightChoice\nNOP\nLI T1 3\nBEQ T0 T1 checkfor20coins2 ; goes left on false\nNOP\nLI T1 4\nBEQ T0 T1 RightChoice\nNOP\nLI T1 7\nBEQ T0 T1 checkdrinks\nNOP\nLI T1 9\nBEQ T0 T1 RightChoice\nNOP\nLI T1 10\nBEQ T0 T1 LeftChoice\nNOP\nJ exit\nNOP\n\ncheckstar:\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn) ; Address of current Star Spawn Cycle\nADDIU T1 T0 1 ; Address of first Star Spawn Index in the Cycle\nLBU T0 0(T0) ; Load Index of Star Spawn to T0\nADDU T0 T0 T1 ; Add to get address of current Star Spawn Index\nLBU T2 0(T0) ; Load current Star Spawn Index to T2\n\nLI T9 1\nBEQ T2 T9 LeftChoice ; Branch IF it's Star 01\nNOP\nLI T9 2\nBEQ T2 T9 RightChoice ; Branch IF it's Star 02\nNOP\nJ checkspacesremaining\nNOP\n\ncheckbank:\nLUI T0 hi(bank_coin_total)\nADDIU T0 T0 lo(bank_coin_total) ; Address of current bank total\nLH T0 0(T0) ; Load Value\n\nSLTI T1 T0 10 ; ON IF Bank has less than 10 coins\nBNEZ T1 RightChoice\nNOP\nSLTI T1 T0 20 ; ON IF Bank has less than 20 coins\nBNEZ T1 exit\nNOP\nJ LeftChoice\nNOP\n\ncheckitems:\nJAL PlayerHasEmptyItemSlot\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 LeftChoice ; Left if full\nNOP\nJ exit\nNOP\n\ncheckitems2:\nJAL PlayerHasEmptyItemSlot\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 checkbank ; Check Bank if full\nNOP\nJ exit\nNOP\n\ncheckfor20coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20\n\nBEQZ V0 RightChoice ; Pick Right if no coins \nNOP\nJ LeftChoice\nNOP\n\ncheckfor20coins2:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20\n\nBEQZ V0 LeftChoice ; Pick Left if no coins \nNOP\nJ RightChoice\nNOP\n\ncheckfor9coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 9\n\nBEQZ V0 RightChoice ; Pick Right if no coins \nNOP\n\n\ncheckdrinkshop:\nLUI T0 hi(0x800CD09A)\nADDIU T0 T0 lo(0x800CD09A) ; Shop Inventory Address \nLBU T1 0(T0) ; Drink Shop Inventory on T1\n\nSLTI T2 T1 5 ; ON If 4 Drinks or less remain\nBNEZ T2 RightChoice\nNOP\n\n\nLeftChoice:\nBEQZ S3 CalculateChance\nLI A0 35 ; 35%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 22 ; 22%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 2 ; 2%\nJ CalculateChance\nLI A0 0 ; 0% Super Hard Difficulty\n\nRightChoice:\nBEQZ S3 CalculateChance\nLI A0 65 ; 65%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 78 ; 78%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 98 ; 98%\n\nLI A0 100 ; 100% Super Hard Difficulty \n\nCalculateChance:\nJAL RNGPercentChance ; 0 = Left - 1 = Right\nNOP \n\nBNEZ V0 GoRight\nNOP\n\nLI A1 Left_chain_index\nJ SetDecision\nLI A2 Left_chain_space_index\n\nGoRight:\nLI A1 Right_chain_index\nLI A2 Right_chain_space_index\n\nSetDecision:\nJAL SetNextChainAndSpace\nLBU A0 29(S4)\n\n\n\nexit:\nLW S3 68(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"(Junction) Sand Slide Oasis":{"language":0,"code":"; NAME: (Junction) Sand Slide Oasis\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S3 68(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S4 V0 \n\nLBU T0 23(S4) ; Status Flags\nSRL T0 T0 7 ; Shift bits to the right by 7 for Reverse flag\nBNEZ T0 exit ; exit if player is in reverse\nNOP\n\nJAL PlayerIsCPU\nLI A0 -1 \n\nBEQZ V0 exit ; If 0, exit because it's a human\nNOP\n\nLBU S3 1(S4) ; Load CPU's Difficulty (0-3)\n\nJ RightChoice ; Go Right if at this junction\nNOP\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins ; \nLI A1 20 ; Coins\n\nBNEZ V0 checkstar ; Check Star Location if 20 coins or more\nNOP\nJ checkspacesremaining\nNOP\n\n\ncheckdrinks:\nLBU T1 29(S4) ; Current Player's Index\n\nLUI T0 hi(0x800CD0A1)\nADDIU T0 T0 lo(0x800CD0A1) ; Drink Count Address\nADDU T0 T0 T1 ; T0 now holds current player's drink count address\nLBU T2 0(T0) ; T2 now holds current player's drink count value\n\nBEQZ T2 RightChoice\nNOP\nJ LeftChoice\nNOP\n\n\ncheckspacesremaining:\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining) ; Address of spaces remaining\nLW T0 0(T0) ; Load Value\n\nLI T1 2\nBEQ T0 T1 RightChoice\nNOP\nLI T1 3\nBEQ T0 T1 checkfor20coins2 ; goes left on false\nNOP\nLI T1 4\nBEQ T0 T1 RightChoice\nNOP\nLI T1 7\nBEQ T0 T1 checkdrinks\nNOP\nLI T1 9\nBEQ T0 T1 RightChoice\nNOP\nLI T1 10\nBEQ T0 T1 LeftChoice\nNOP\nJ exit\nNOP\n\ncheckstar:\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn) ; Address of current Star Spawn Cycle\nADDIU T1 T0 1 ; Address of first Star Spawn Index in the Cycle\nLBU T0 0(T0) ; Load Index of Star Spawn to T0\nADDU T0 T0 T1 ; Add to get address of current Star Spawn Index\nLBU T2 0(T0) ; Load current Star Spawn Index to T2\n\nLI T9 1\nBEQ T2 T9 LeftChoice ; Branch IF it's Star 01\nNOP\nLI T9 2\nBEQ T2 T9 RightChoice ; Branch IF it's Star 02\nNOP\nJ checkspacesremaining\nNOP\n\ncheckbank:\nLUI T0 hi(bank_coin_total)\nADDIU T0 T0 lo(bank_coin_total) ; Address of current bank total\nLH T0 0(T0) ; Load Value\n\nSLTI T1 T0 10 ; ON IF Bank has less than 10 coins\nBNEZ T1 RightChoice\nNOP\nSLTI T1 T0 20 ; ON IF Bank has less than 20 coins\nBNEZ T1 exit\nNOP\nJ LeftChoice\nNOP\n\ncheckitems:\nJAL PlayerHasEmptyItemSlot\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 LeftChoice ; Left if full\nNOP\nJ exit\nNOP\n\ncheckitems2:\nJAL PlayerHasEmptyItemSlot\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 checkbank ; Check Bank if full\nNOP\nJ exit\nNOP\n\ncheckfor20coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20\n\nBEQZ V0 RightChoice ; Pick Right if no coins \nNOP\nJ LeftChoice\nNOP\n\ncheckfor20coins2:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20\n\nBEQZ V0 LeftChoice ; Pick Left if no coins \nNOP\nJ RightChoice\nNOP\n\ncheckfor9coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 9\n\nBEQZ V0 RightChoice ; Pick Right if no coins \nNOP\n\n\ncheckdrinkshop:\nLUI T0 hi(0x800CD09A)\nADDIU T0 T0 lo(0x800CD09A) ; Shop Inventory Address \nLBU T1 0(T0) ; Drink Shop Inventory on T1\n\nSLTI T2 T1 5 ; ON If 4 Drinks or less remain\nBNEZ T2 RightChoice\nNOP\n\n\nLeftChoice:\nBEQZ S3 CalculateChance\nLI A0 35 ; 35%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 22 ; 22%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 2 ; 2%\nJ CalculateChance\nLI A0 0 ; 0% Super Hard Difficulty\n\nRightChoice:\nBEQZ S3 CalculateChance\nLI A0 65 ; 65%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 78 ; 78%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 98 ; 98%\n\nLI A0 100 ; 100% Super Hard Difficulty \n\nCalculateChance:\nJAL RNGPercentChance ; 0 = Left - 1 = Right\nNOP \n\nBNEZ V0 GoRight\nNOP\n\nLI A1 Left_chain_index\nJ SetDecision\nLI A2 Left_chain_space_index\n\nGoRight:\nLI A1 Right_chain_index\nLI A2 Right_chain_space_index\n\nSetDecision:\nJAL SetNextChainAndSpace\nLBU A0 29(S4)\n\n\n\nexit:\nLW S3 68(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"(Junction) Right Sand Slide Entrance":{"language":0,"code":"; NAME: (Junction) Right Sand Slide Entrance\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S3 68(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S4 V0 \n\nLBU T0 23(S4) ; Status Flags\nSRL T0 T0 7 ; Shift bits to the right by 7 for Reverse flag\nBNEZ T0 exit ; exit if player is in reverse\nNOP\n\nJAL PlayerIsCPU\nLI A0 -1 \n\nBEQZ V0 exit ; If 0, exit because it's a human\nNOP\n\nLBU S3 1(S4) ; Load CPU's Difficulty (0-3)\n\nLBU A0 29(S4) ; Player Index\nJAL PlayerHasCoins ; \nLI A1 20 ; Coins\n\nBNEZ V0 checkstar ; Check Star Location if 20 coins or more\nNOP\n; ELSE check drinks\n\ncheckdrinks:\nLBU T1 29(S4) ; Current Player's Index\n\nLUI T0 hi(0x800CD0A1)\nADDIU T0 T0 lo(0x800CD0A1) ; Drink Count Address\nADDU T0 T0 T1 ; T0 now holds current player's drink count address\nLBU T2 0(T0) ; T2 now holds current player's drink count value\n\nSLTI T3 T2 4 ; ON IF Player has 3 or less drinks\nBNEZ T3 checkfor9coins\nNOP\n\n\ncheckspacesremaining:\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining) ; Address of spaces remaining\nLW T0 0(T0) ; Load Value\n\nLI T1 1\nBEQ T0 T1 checkplacing\nNOP\nLI T1 2\nBEQ T0 T1 checkitems ; goes left\nNOP\nLI T1 3\nBEQ T0 T1 checkitems2 ; goes right\nNOP\nLI T1 5\nBEQ T0 T1 RightChoice\nNOP\nLI T1 9\nBEQ T0 T1 LeftChoice\nNOP\nLI T1 10\nBEQ T0 T1 checkitems3\nNOP\nJ exit\nNOP\n\ncheckstar:\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn) ; Address of current Star Spawn Cycle\nADDIU T1 T0 1 ; Address of first Star Spawn Index in the Cycle\nLBU T0 0(T0) ; Load Index of Star Spawn to T0\nADDU T0 T0 T1 ; Add to get address of current Star Spawn Index\nLBU T2 0(T0) ; Load current Star Spawn Index to T2\n\nLI T9 5\nBEQ T2 T9 RightChoice ; Branch IF it's Star 03\nNOP\nLI T9 6\nBEQ T2 T9 RightChoice ; Branch IF it's Star 02\nNOP\nLI T9 7\nBEQ T2 T9 LeftChoice ; Branch IF it's Star 01\nNOP\nJ checkdrinks\nNOP\n\ncheckplacing:\nJAL GetPlayerPlacementAtEndOfGame ; at V0\nLBU A0 29(S4)\n\nSLTI T0 V0 2 ; ON IF Player is 1st/2nd Place\nBNEZ T0 LeftChoice \nNOP\nJ RightChoice\nNOP\n\ncheckbank:\nLUI T0 hi(bank_coin_total)\nADDIU T0 T0 lo(bank_coin_total) ; Address of current bank total\nLH T0 0(T0) ; Load Value\n\nSLTI T1 T0 10 ; ON IF Bank has less than 10 coins\nBNEZ T1 RightChoice\nNOP\nSLTI T1 T0 20 ; ON IF Bank has less than 20 coins\nBNEZ T1 exit\nNOP\nJ LeftChoice\nNOP\n\ncheckitems:\nJAL PlayerHasEmptyItemSlot\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 exit ; 50/50 if full\nNOP\nJ LeftChoice\nNOP\n\ncheckitems2:\nJAL PlayerHasEmptyItemSlot\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 exit ; 50/50 if full\nNOP\nJ RightChoice\nNOP\n\ncheckitems3:\nJAL PlayerHasEmptyItemSlot\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 checkbank ; Check Bank if full\nNOP\nJ exit\nNOP\n\n\ncheckfor20coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20\n\nBEQZ V0 RightChoice ; Pick Right if no coins \nNOP\nJ LeftChoice\nNOP\n\ncheckfor20coins2:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20\n\nBEQZ V0 LeftChoice ; Pick Left if no coins \nNOP\nJ RightChoice\nNOP\n\ncheckfor9coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 9\n\nBEQZ V0 RightChoice ; Pick Right if no coins \nNOP\n\n\ncheckdrinkshop:\nLUI T0 hi(0x800CD09A)\nADDIU T0 T0 lo(0x800CD09A) ; Shop Inventory Address \nLBU T1 0(T0) ; Drink Shop Inventory on T1\n\nSLTI T2 T1 5 ; ON If 4 Drinks or less remain\nBNEZ T2 RightChoice\nNOP\n\n\nLeftChoice:\nBEQZ S3 CalculateChance\nLI A0 33 ; 33%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 10 ; 10%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 1 ; 1%\nJ CalculateChance\nLI A0 0 ; 0% Super Hard Difficulty\n\nRightChoice:\nBEQZ S3 CalculateChance\nLI A0 77 ; 77%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 90 ; 90%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 99 ; 99%\n\nLI A0 100 ; 100% Super Hard Difficulty \n\nCalculateChance:\nJAL RNGPercentChance ; 0 = Left - 1 = Right\nNOP \n\nBNEZ V0 GoRight\nNOP\n\nLI A1 Left_chain_index\nJ SetDecision\nLI A2 Left_chain_space_index\n\nGoRight:\nLI A1 Right_chain_index\nLI A2 Right_chain_space_index\n\nSetDecision:\nJAL SetNextChainAndSpace\nLBU A0 29(S4)\n\n\n\nexit:\nLW S3 68(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"},"(Junction) Right Sand Slide Inner":{"language":0,"code":"; NAME: (Junction) Right Sand Slide Inner\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Left\n; PARAM: Space|Right\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S3 68(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S4 V0 \n\nLBU T0 23(S4) ; Status Flags\nSRL T0 T0 7 ; Shift bits to the right by 7 for Reverse flag\nBNEZ T0 exit ; exit if player is in reverse\nNOP\n\nJAL PlayerIsCPU\nLI A0 -1 \n\nBEQZ V0 exit ; If 0, exit because it's a human\nNOP\n\nLBU S3 1(S4) ; Load CPU's Difficulty (0-3)\n\ncheckdrinks:\nLBU T1 29(S4) ; Current Player's Index\n\nLUI T0 hi(0x800CD0A1)\nADDIU T0 T0 lo(0x800CD0A1) ; Drink Count Address\nADDU T0 T0 T1 ; T0 now holds current player's drink count address\nLBU T2 0(T0) ; T2 now holds current player's drink count value\n\nSLTI T0 T2 4 ; ON IF less than 4 drinks\nBNEZ T0 LeftChoice\nNOP\n\n\ncheckspacesremaining:\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining) ; Address of spaces remaining\nLW T0 0(T0) ; Load Value\n\nLI T1 1\nBEQ T0 T1 checkfor0coins\nNOP\nLI T1 2\nBEQ T0 T1 checkitems\nNOP\nSLTI T1 T0 9 ; ON IF 3-8 Spaces remaining\nBNEZ T1 checkfor50coins\nNOP\nLI T1 9\nBEQ T0 T1 RightChoice\nNOP\nLI T1 10\nBEQ T0 T1 LeftChoice\nNOP\nJ exit\nNOP\n\ncheckstar:\nLUI T0 hi(current_star_spawn)\nADDIU T0 T0 lo(current_star_spawn) ; Address of current Star Spawn Cycle\nADDIU T1 T0 1 ; Address of first Star Spawn Index in the Cycle\nLBU T0 0(T0) ; Load Index of Star Spawn to T0\nADDU T0 T0 T1 ; Add to get address of current Star Spawn Index\nLBU T2 0(T0) ; Load current Star Spawn Index to T2\n\nLI T9 1\nBEQ T2 T9 LeftChoice ; Branch IF it's Star 01\nNOP\nLI T9 2\nBEQ T2 T9 RightChoice ; Branch IF it's Star 02\nNOP\nJ checkspacesremaining\nNOP\n\ncheckbank:\nLUI T0 hi(bank_coin_total)\nADDIU T0 T0 lo(bank_coin_total) ; Address of current bank total\nLH T0 0(T0) ; Load Value\n\nSLTI T1 T0 10 ; ON IF Bank has less than 10 coins\nBNEZ T1 RightChoice\nNOP\nSLTI T1 T0 20 ; ON IF Bank has less than 20 coins\nBNEZ T1 exit\nNOP\nJ LeftChoice\nNOP\n\ncheckitems:\nJAL PlayerHasEmptyItemSlot\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 checkdrinks2 ; Check Drinks if full\nNOP\nJ RightChoice\nNOP\n\ncheckitems2:\nJAL PlayerHasEmptyItemSlot\nLB A0 29(S4) ; Player Index\nLUI T1 hi(0xFFFFFFFF)\nADDIU T1 T1 lo(0xFFFFFFFF) ; No Item Value\nBNE V0 T1 checkbank ; Check Bank if full\nNOP\nJ exit\nNOP\n\ncheckfor20coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 20\n\nBEQZ V0 RightChoice ; Pick Right if no coins \nNOP\nJ LeftChoice\nNOP\n\ncheckfor50coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 50\n\nBEQZ V0 exit ; 50/50 if no coins \nNOP\nJ LeftChoice\nNOP\n\ncheckfor0coins:\nLB A0 29(S4) ; Player Index\nJAL PlayerHasCoins\nLI A1 1\n\nBEQZ V0 RightChoice ; Pick Right if no coins \nNOP\n\ncheckdrinks2:\nLBU T1 29(S4) ; Current Player's Index\n\nLUI T0 hi(0x800CD0A1)\nADDIU T0 T0 lo(0x800CD0A1) ; Drink Count Address\nADDU T0 T0 T1 ; T0 now holds current player's drink count address\nLBU T2 0(T0) ; T2 now holds current player's drink count value\n\nSLTI T0 T2 5 ; ON IF 4 drinks (previous check removes 0-3)\nBEQZ T0 RightChoice ; Go to Saguar if 5-7 Drinks\nNOP\nJ LeftChoice\nNOP\n\n\ncheckdrinkshop:\nLUI T0 hi(0x800CD09A)\nADDIU T0 T0 lo(0x800CD09A) ; Shop Inventory Address \nLBU T1 0(T0) ; Drink Shop Inventory on T1\n\nSLTI T2 T1 5 ; ON If 4 Drinks or less remain\nBNEZ T2 RightChoice\nNOP\n\n\nLeftChoice:\nBEQZ S3 CalculateChance\nLI A0 35 ; 35%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 22 ; 22%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 2 ; 2%\nJ CalculateChance\nLI A0 0 ; 0% Super Hard Difficulty\n\nRightChoice:\nBEQZ S3 CalculateChance\nLI A0 65 ; 65%\nLI T9 1 ; Normal Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 78 ; 78%\nLI T9 2 ; Hard Difficulty\nBEQ S3 T9 CalculateChance\nLI A0 98 ; 98%\n\nLI A0 100 ; 100% Super Hard Difficulty \n\nCalculateChance:\nJAL RNGPercentChance ; 0 = Left - 1 = Right\nNOP \n\nBNEZ V0 GoRight\nNOP\n\nLI A1 Left_chain_index\nJ SetDecision\nLI A2 Left_chain_space_index\n\nGoRight:\nLI A1 Right_chain_index\nLI A2 Right_chain_space_index\n\nSetDecision:\nJAL SetNextChainAndSpace\nLBU A0 29(S4)\n\n\n\nexit:\nLW S3 68(SP)\nLW S4 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80"}},"bg":{"width":1152,"height":864,"src":"data:image/png;base64,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","fov":15,"scaleFactor":0.1,"cameraEyePosX":0,"cameraEyePosY":300,"cameraEyePosZ":300,"lookatPointX":0,"lookatPointY":0,"lookatPointZ":0},"otherbg":{"boardselect":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAgAElEQVR4XuWbCZheVZ3mf3f79qX2PVtlqcQsZCFkYwkQCAHEyKJEBUTTKu3StmLbTmMits44bXTsHnS0FWgaBbWRgDossiSQkI0kkFBJZU+l9r2++vblLvOcc6uSqqSC2DOPM0/P5SHPV993l3Pe8/639/yvwv/nh3L+/D/55U86/5Exefh7D4+Z85g/PvmtLzubPvsAZHz/xzDw+bPg80E2K+/p/vu/f4gR/in3Gjn//h9+i4cf+N7ZeZ/9MHryxWvcAS6bBzeugM/coRAOwuv74dHfwpMvnJtAURim1oGmQt6EI82Qzf1pE9RUB8t2hzL68/l3cTbvGPOV8sHl4z7IvYf709n7KQ6ZV3MStNEgyKcK2m/68kPyguI17kDuugn+eQNcYCPAr/8Ad38d5kyDn22A+Q3nxvHiTrjv29DR+6eB4DzjTk5Ze25SCg4OCqriYDtgnweA+sEVw78pjJw78tTx7id+G9yakQy//3ufQ5jDGACKb3anu2QOvPpjUNXxARDnvLADpk1w/z//2H8E1nwBhpLvHQTnN2NXt+aTl9IZ85yd4Pm/j9xZuW352XOqi/J0PLx3LEtuu5AlmVcyfO5b948DwG0uAC98H1YuuHDwuq5j2zaFgiXBEX9bljhP/jPm2Pwa/NNTsLPxj4OgKQ6Wo+A8cR7FP3Ju8KN/E/QWJicZc5FzRn4buffoUQw+l+H+8QBYs0Fh9RL4/B0QGuUHHcfBMAxUTcOyLBzbNTBFVdE0DduyKBQKKC6hzh4inOxqhC/8AN45+ceBGJmk48CYWxmhcxcXkjD6b/GL+G74GH3taHDeEwD+EncCMg6OGoTX6yUWi/G97/8j06ZP5567PiLPe+zxJzhx/Dhf/tJfUVRURC43vvfri8FVn4EzXeODoCgOjqNQeHKEAQ42XoGwtEN118Z3Rc9e+iCIRXFsVMQY3HkY65Yzcu/RN+h9/iIMGAHg/KcJALZvf4PHHnucyspK7r33bnnKo4/+K93d3dxzz11cfvmKiwIgzn12K3z8XeaR/uUo+ouJO8NuXFy8YyOoGojlHX3owzRd/NVz3553beDOC31AxwujAHAcx7f+/vUZEQV8xcpY6g3fVgDw4osv8pf3fZbZs+fx337wXfnLX3/xKxw6fJAf/eiHrF69+l0BiCVg7Zfh7WMuvc+fS+bs6o+a4Zv/9Y/bjSDrMC7KZaOAGL7Sv+5CADpHM2A0AO/GgKPHjjNn9myuWrmSF55/TprJmjU3sXXrFg41NtLQMONdAcgXYP134NltbnQZdiNymNnHdiD8jCJX2YZdfw+a5z1N/oKTrDws/bprPsMs8t0zFoSuZ8cywLv+/vXZTQ9sIuD3u/Z/3qGqCpqms23bdkLhEIsWLpRn7HtrP4mhBFdccQW2bckIccG1YrWBll5Y+zfQ3AmJR3aMyS/kCqoeFCfvXj5q5UX8V8dLRkY9SJ7jUyE3/Pxhk3AUD9j5C1gdK1pwLgo4jqOtv3+9KQAIBfzytueDIOelgDAFuWLZrByUx+vaoHR+w+539GBFpMra0JOB57fDA993Rz3w6NhwJ7/UfGBlz07e/2k3fmYengumOyLx71m6K2NzlLPn/2SOOxRhDiP3PG9VxgAgfpOZ4AOb6DX9lPjBq7k3Fw/UFTAEZR2wLFvGXxH+hvKCxjZRj6C0enZFMxYkCm6czlkwlIXGE/C1f4DBobEjiY0GwghAIS0BGJmMBOAnc85dNDKoC0k65pr0j+e4AIzcc/j8ontdU2jePF4UeGATTXE/Hh1sc2TCEPRBXRSChguK5UA8D80D7mqUhiDqdUHKFqAzCc4wZTUdDjTBN/4J4uNmhQJihYFHD8pYbr+xAdUTvAAA9yz30Ne7zDB/5gIz8tsY0B6ei1NwhkEIUXLvvFFnwqlfXwSA2zb4uWUVTK4F3YCqMjBNZGFRFHTZkBRsV9wCTwAg2J8TbLBA04SZQHMrvHkQWjpgx/6LF0dujq/Q+bNhAHY+iKr7JACZgd1ygv6SJWdZIL5XhzMk23HGfD/m/J/NxTHPAVC9ft7ZdFncs+nJiwDwvo+4PqCqHPw+mDoRPvkhZCUoKjzxbK/HneTTL8Lh4zBnBtx8jet032mC3Qfgpe0wlBiHp+d9NZKkdPzUBcDZ+SDKOACMviwg7BNIC/sadYwB4KdzcaxzANT8xbwxCdHhJy4CwOx7/dLWRx9FEbh9FXxwFQSD0DcImx6FXQfOnTVjMsye6tr68TPDVNVcMxonMJy9cASAzh+6ALDrQddxiZUfdoLis0ixBdu8ukLY7xYBiYxNTqyyzCnODVr4DGkWwqEu3SjT5urPjgWg6V8uAsC8T7gM+HMdIwC0/PdhAHY+CCPZ3XkgjIxpxCmOBmj0b2f9hZmFZS4AEz8/FoCDj1wEgIUf/78DwKkRBpwHwPlsfLeFGQm/Z4uhUQDUn8eA/RdjwPy/+PMCMOIEm38wYgLfBM0LmoI9HPv/VDaqwlOLUGXlYOkGyYDJXxzrBN/+6UUYsOgv/7wAjASxk98dMYGNoAfO+oBsokAg6iGXNzF01/kVTNf5jf7b69FJD+XxhY2zkeFsMmSEmPqVsWFw348uAsCyz/x5AWj6zqiMcCRp2b0B5c43cRxXQJBhcGCfiPzDn0eFRxkqdRRPPU7+mDxfUabi/HIxLPnmBeSZ9bduIrTzxxcBYPmfiQGH//O7pMLb7sf/V91j84DROcE4nwPFl5IedKUwCdg/VsIVmy5qPRdNhZd98b0zoCbawjc+8B1s6alMFEXjaFcDLzZex8neqeQsrxQ5xlMVm75xIQCicJHF0HAhNJ6Xfy/+oPPhS3g7FJThUYRgTQmyZMrteIdNS9zjogBc9aX3AoBDdaSVj176XarLMngMUSAJEETF5MZo284xmAxi4SdXMDjVP5On967Ddlw7Pv84sGFUOeyJYm/9a1TdLbzey2ECQ6pGl99Dl2qQzriZqaGLjFWhsedyfrnzI6RyQlpz2P397Dii6AObuOaPMEBRLGZWH+CWSx7BKaTw+y0CAQ9ejzEsjIoJChAsLCuDprrlqWVr7Gm+lt/vW0sqFx53TvuHWSEFT38xbP/bcc9zoVZIazptmpczBYWhnEY4ZCNqj0xGyAAaqqagayYBv4LuDXCscwYPv3of2YKPHT+4CABX/834DFCwqS1uZfHE11hY+7KsDwKBS9CUAyiq0PNUWRGqmi5UfGkSmYyJx7Dd0lrRUPUGUnmD3729lD2nluMMs2Vklm/9p/ElMZHlxXd/m45wFFMxyAgRVlFICQnQMaXmkSuIStWtRTweA4+hoSgFsllTbrgYmiprm5ea3s8Lh9by6j/kx1GFH9jE1V8bDYCDoeWYUnyUaxueY1bNGWxHJRFP4vXWM2nKPDrad5HPdsuyWNVUfH5B2wK5jEU8qRAI2Bi6gj9cx7TpnyA2mKC19dckcxYPbfkS/elKSgJ9LJ64TRYan17RiopBbfEsVC1Ezkyz7/QzdPf3Ew46+ANebFuhUBA+B46f7iWVSRFPFFg8bzK6oeP3+1EVId1nyOdtsjlVLkI44JC1ozy663M8fP/E8QFY9VUFP61URVqZXPwWZaF+ZtWeQlUNLEug6CGdVJg1dxXpdB6vx89A/15y2VayQo1RNPK5PAODGTTNSzRiUFpazvRZ9+L316MbBgf3/45E8hWSOYP2/gr60nVkcx6Z6398aQe6DiWRaoL+MLtPPk02626b6ZpDwC9MzOBAUzvxRIbJ08IEvBNJZU9z5NAARVEfKy6dJp2vMFfBkGTSIVcQW3sOPi/0xiLceO13pQ+4a3V+47mdoQc28Zn7v0hl6G2CIY+kka4rGLqgtEMm5TBjWhVFReWUVy4mGi2S2l4+l+HEsVfYsesosVQGRzFpPNJDX7fFymUzuO8zX6V++ko01aSv7zinTr5E4zv7SWYHpK/I5x16EhMkA2ZUJKXjKo6UU1aTJ581QXGk+pQviLHAO8e78Hi9LL+igZ7+k0ysWEVLz8uUF09h5/ZGHMtm4ZxJ0jSF6SaSFvmCMFHxt1var1n1ExeANfZYAL7ydyuYPh/CRQq2rWKawt04GB7IDEHzQY0Vl01nytRVlJRWyhrbsk26Ojt56rlHCFZbVM0EMwWn3soxpXwpH7xpnXROhXyadDrFwQOvsXv/Aapn5ghEXDVJk3twFqYp/Akc2q6wdOEEaqsjWLYtQ6xYkDNtfaTyCouXNjCUaEdTvZRGZtMfbySZ6aemrIE9u48R8itMnVQmI3AikSefd8t1wZ+CCTdePwqA11//VPVjz1odQhL7H0+tYMZi16EL2lmWg3DwQt4q2NB6EBq3atz78bUUlzRIEVWMPZ0fYO/phylkklSEoxRyBqbjUFw6jelVN1IoOFhWjs7OVl7Z8hwVs/somgBen4LHEBFE/G5KR2bnDAqxIPGTAapr/ISDPjkOr1el8VgHFZV1VNVGGUiepjw6jaC/gniik+7BU1QUT6G9NU5/fzcLZtfiOLZkTltHDJ9HJxTwSBNbdsVPpA9Yd216o/LyC+s2PPlS4EEBwCPPrKBhsbsHIVJuQTnHgkIBYnE31L/yiMINq+YwadJsUCJSvU46B9nbvo9aiqkxICmkMdOhJBygKjIfx6rGUBI0NR2iI3YY/6Q8NZPAMFQCPg+6quNkhRYnAPAQ61PoOakybUYZLa39VJSE8fkMdr99gnV3foie/lP0x5spDtUTDlYxlOxgINFMNDCZqvIpPPPss1y+uJ5c3qKnL01ZeRE9PX2kEnlmN5Sx4LIfSwDuuDq+Ufn9M3ds2LwtIgF4YONKiuscDJ8tPXsgBJNmwUASPCY0vg7JmEFxKMSc2RVk0ipZI079vAGSnREpTAjRRISmTBpkLmN5OHNSkw0SsUSanliKYJHN9MtUSoqi+OwgsR4by7SkaiNsdKBdYfqsMsKhKMlUjK6OOFMmRNm2+xTr1t1KInOGt/a2UFlVweRJ02hpPUFHWy/vm1uDrpTy1r49zJlZTVtXnMrqKMFAlJyZor15UDJ67Y3/Kn3AR6+Lb1RefeHDG37xUkgC8OxT6+jsTqOqGmbBpKV1iAXXmngqYNfTkMkpzLhUwTFt2g5olBQFiEzIc8llEboPq3j9EbylMRTTg50IoQRjKB6H15/rJ51yqJ5tS+F06JSXKdMiLFjqobdVoeuMQ1mZRzYzpDKmjDZVdWEM1Q9qjjMn+6iribD9zWZmz1wq4/pliy9nKJam6cQuptQ1YDtDtLa1YDs2sVgr9VPK6OgaYnJ9JSo+Cnaa2EAWM5/nltWPSgDuWRPfqLz+8roNjz0fePChBzaxbcenpLcQnlnE7wMHu0gp/YQrbY7shQmXaBTVWJSWObQfMug57GXG7ADV0xU6Tqr41DDVM2Jk0wb9rQF8pQl8hsMbr/VQVg+l9ZBKQyRZyVA7NCx2OLpXaJBhKsqD0sb6Y1kc1SAU0fFoPhQ1R0vzAKXFQXbsa+HOO2+ntaURv7qAts79xOItlJVUUBSpxmSAkuIKjhw5RHVlmP7BNPXTqlAcP6adJj5UoJDN8P5hAO5aHd+obH153YbHhwHY8vqnZe6cyzmIrazu7iR9+Q7CFQUObodLVxTjiwodTiES1ol3azLUlNQ69HW51K+pg2QSenogUuTuMbT09xCpglRWOD7QOioYaIO5yx1OHtBpmFomiypRV8ViWdF4QEmZRxYwNhlOneilrCTKjr2nue2228jmW9m3bx/lRcXUTahjKD5IW/MgdZOqiEYqOHbkMHW1UXr7kkyqLwHbS95Mk0rYZDN51tz0mPQBYwAQJnBk/8dlFiULGlSOHE/RX+ijfJbJnt/b1E+ooPZ9wnm5ewfCVAQYumFKJ+nzKITCDoWcQzKp4PGBrqm0JLtkGIqWKuQzENtXLp3n+xY7nNirM21KuQx3onqLJ7LoHp3Sch+a4sOyU3R2JMlkTRkGb7/9NhLpdp75zQ5uvnEWquLBsjMkhmxyhQKVFRM40tSErqv4/QY1dVEUfOQLSQYHCli5Amve//g5JzjCAAHAyYMflU5ITEwM6MTpNN2ZAYpnmAT9Dq27y/AHNEprFbwhkZK6q66otszYPF6F4iLh0BRiQ2741FSN1mwn4ahCfkih8TWbWdMqiVY61NQ6HN4F0+orpd1ns3mZ4QUjAYJBFV0Vk0ujaSEGBlPs3Xecu+7+EHv2vMGRI92svm46uuqlYKUYGnSdaHl5LY3vHKakrIiy8ii2ncXQfGTzSfr7LKkW33DzzyUAH1iRFD7gwxsee951gseGAdAUFct2aG7N0JXuJ1JvUj0BEqfK6D0t9G4F1XComKLgiGLIdmSCIbKvslJ3M6Wvzw1zum5zqqeHniaFwXYoqna4+roKcqZCeYnC4T0KkyeWo+marCEGhzKEoh5CYZ103GZwMEZJWZBw2MsfXm7iY3d9iLcP7ObwoXZWXTsT1dGxnDSJWEHm/DU1k9i//x2mNVTIjhYJgBqiYKaJDVpgZrhuzS8kAB9dnRZR4I4Nv3gpIp3g7353O5PqxB6YimmpdPflePX1XuZdW0ApghKnjEzS3aTqbQXNwgXAn8dbmUf1mNTWOOSyCh1tOkbeR7ZP59ChPkKlUD0dSmvAly3HH1LIDaj0tggGlEoAhDkNxlL0DeQpKw8Ri8cly8yMQyDk5cixM9x33738z+d/S29PnKtXzkDBg+1kSCVN6bvqaidIAGbOmoLh1RC7ltn8AD5PiPbWfry6yZrrnxhOhdMbld8+fceGZ99w84C//94NFPk1Fs6MUF5hkEqYdLWn2bZvkMnzbSZXlWEW3HYWsSUmYvdbOxN4K/LULQR/wKG42K0dOjocEt0KqTM+FD1LxUQFr9/dXQqpZQz0m/S0msyZVUVVhRfD8DAYy/Pam2cICHNJmgRKvaS6TUorg0RCOocOdksfo+sGS5bPxadnpSBTMDMk4xaJlMOUSbUy4ZrWUCXzElURdYBOZ/sAuWyBCZU+Vqxww6BkwAu/X7fh37a4meBDP7+JukkGrYdz7gQ9Olq6wNQKlbRpU1ZehW2bku7CV7S1x2g6PMjCW8FUhUYAE85GAQUro9J1yKYw6Ke2Loyu2RgeDb9Pp68vQ1VFhNM9cSzd5PDRfroHstz7qQJvHC4n92YOf8iLx2+gqjZlxR6WLJ9NJBqUYxP9CCo9+Dyl5MwYLWdyHD/WzqJFszhx4iR+r4Hfp8m9xGxekZ9rynx4fSoLlz4sTeDDV6eFD7hrw2PPeyQA3/j29RRNMEjE3Bx6xSITxTBoPeEQEkunRslmC9JBWqYokjwcb+1kyYdMurtVggGor3eIDTm0tYmJQu8Rm/Z3POiaJiVtUfgUFXupqQowqOS5bHaCDt3hm184yfy1FaiWxRtP9rLkyirmz69AM1SygwXygzZr182SIoegumBZRDR0qLp0lJ1tWQYH4hSXhFEVjePHW7jxyhpZ02RzbpEllHXDq/O+hsdlo+S1c5MiD7hrw+PDADz4X64jk7DIZW00r0ZxlUFNQ0hWac27h5g1swxPRJP0zCVsmpoGmDDXZP4NNiePK/j8MH2qQjzhcOKEjS/gkGiDQ1vA79UpmxokXOah/3QGK2MxYVmRKBN5Y3cnlWYIRXdkHVKwbPY2dbJy2WSsNMxtKKdrIMbKVdNlj6LIGXJ5ETYVTCuF3yhn25a3uWzFBMLRoAyBW/9wnJtXVmLbGlmxey3MQRSdisacRT+VDFiz5DwAvvb1a/AX+ZlSkyOeVTh9ShQnFtEyg3hXnksWVjK5XsVUNDpbTHZv7+SKuwtU12kcPebuKE+bJkpQOHXKoajExk7C3t8qROuKuPoqiGV0dr2coZAoUFTtx69ALJenosLBKUDPkEZuMIdt6syZVcyshgo0TWHHvtNMnV6HKUIMIgTb7qrqCocbT3PNdYsIBv0yLBsenRee28mqpWE8RoBsXnM3TKVmq7B40c+kD/jYDYUtysvPfXjDk6+4YXDjt65H94gy2BUqchmHXMqiYkoAf8hDrXiA6kjn1NubpXFnN+//gkkgonLkqILXYzN1qk0yqXKmRaOszEaxbd74jUKkvJjqSX6yHSZeQ8Pwe1Ask1wmz9FTg+iGhibEF8fC69Uo8oe4fFmVnJDIS4Qje333MWbMaCCeitHZ0UMmnWfRonpCRV68Pkf6BUVR8XkNXnnhCKsu86PqHnKFgOxD0HS3C+7ShS4Ad6+xt5wNgwKAxjdvQ3VsIcKQySrseCcL1T6qq1QqQ0JkLKGvPUOsK8PxEzH8VRbX3+mg6tB0BPx+mDFdmIBK2xmdqoio5zXONGoMtiv4/SrRGh/RYg2PUiCW1egeyNB/KsuVl9Xh9Wmy/UbkIIpVkCKnyA5VzZCef8uOo9z8/lvo6W8ma7Vy7ECOWKwPTXaUqThOQeoKXq+PmZM8TKo0sFWVvCmaLnV0j0dYHMuX/VQCcPvK7JYxiVDj7ltlEqwpOtt2Z+jKQrjUIJeypTw1uTxILJ7Djtoc3zVA1UyFlXe42wLCBAIBhWn1BunuML2dOkVRh9JSje5mla420W6roYqNS9WW0nbBduhJZUj120ypjnDJ3DJJa9NSZPutoZqStum0SihksG3PSW75wAcYHGommWuhNDKNkL+WVLaVofRpioJTKY5O5IlfPMGaJREKloMjW+8McnZAapbiAVdc7jLg1isSW8YUQ2/tWiu9qqgDZIdXxqatyySTFbKUg+kYnGxPUDrdR+MrAyy8DebM1zBthWNHLEJ+nUnRYlIpGBiESEihtFSlpx16WlUiRQaZeAGvLlbMYXAwJ+k9b26lzP9VVQiZtpSwpMyNaJtzZNgTSdLexhZuvfVWBofOEE83EwnUE/RXkUy3EE+3EA1OpjhSy+bNm1m9tISCJdikooiU2vFIlVg4whEAPnZ9UviAOzY8+UrkwYe+9RAHXlsj5SDRuS1sRROdGUKGNm0pS3X02SSG0tKeXtsVZ9ndCrNnG2RycPqoSoU3SiTsDngorhAMqESj0NvpkOxUiQaELYvU2aI8akqbFx3nQvRUEaxw/zNNwYCRzjNRb4rIYLDn8BC3fGAtQ4k2hlKniASmEPTXkMq0MZg4QXFoEuFAFVu2vs6imSF0XTR3i+fJ1jYKpoNpw9IrH5VR4O416S3Kqy9/dMMvnvdJAPa8tBrDowxXeaqcqG3ZUvwUlLBF3i2yIAd+/PMulnxMZfYcnWxKp/dkUHaKFRe7wmM8rhMOaUTCNn1dJuluneoyw21ysgp4PHlpEsJpidu70xRb3wp5Uzhid5tNJt7iDRDT4HinxeLlV5NMtRPPNBPxCwBqSWVaGYy14NdK8XqjHDrUxKzJAVmc2aaIFkLa1bAdoRArLLnyX9xy+IbMFmXr1ns3PP47VdYCO19bi8dw5AaD8Gz5vImm2DKuOqoiKWUX3Maff36yhwW3GMyb78UcCtDXJQRUh2iRUL8cyYBQWCUaVuhtt0l2K0yo9Mj2esXJYWimLKvFvcQkRTeqAMNRFFko2QVL5s2CJZruYFsaJztgweKr6I+1ksi2UByags8oYSjWRiIl8v0ifL4oR5qO0DDJj8fj1i1in9AFwd3FWrDskeFyOL3l7L6AAODo/pXnWjFFSBIuWMjBwh0bKgPJYmzbbWLafyhDqExhxiWCKW71J7R/QXkhf4ly2B8UGxIK3c0O1pDKhBqhyooCRbS0mzLFFYKJqugyTROOT1DWEkAULKlK6V5d7g2IpOfoGYdFS1fSN9DCQOIMZdF6PGikMkOkM0N49Cg+XxFNR4/RMMGH4REOXZWJk8gbxH8qOguWu4LI2hXJ8wB461rXpcvgO0zAkfZf2S6rMlQoliZx8HCaQx0JVt8tyXIuEZrqMBCD06ehsgJKS2Dns+DP+LlySRCfx3WaeVMMRrBGQVMN0MU+hIkto4ScsyynRaktN9kNhee3xVj/+Q2cbn2Dtr7XqCu7ioDlJ5XtJJ4+Q8Q/mXBoAr/61dPcsDSMrjpy7UQOIWR6HFHHGMy//KlhABLnAbDnaml0iqG6EcMWb4eIC8XWjCQqcadYhqbmliwvvx7jmk9ASTUcPXouE4wPOZxuhvIK8KCw73mFqaVBFs0NIl5vyoqKUlJf7CkKBojNEbEBIeqFgnzcSHuuYomKTpEboi/uTrD+c383BgC/FSCd7WAo1UzYN5mSokn86tdPcf1lYWlS4lqhC4hnObYpn73wymfdYkjsC4h1Fr3C0gT2Xi1TRlVXUQ1hhyaOiEcCDeFJbYekVSI3QsW7OI/8qof65TazlsOxUQAkEw6nTkNRMZL6LXs05jdEmFjrkysr8nmxGkItEomPRF3TZb6ez4vnia5U1wcI/yNKT5Ec/WFPkvWf//pYAOwwyVQLyWwzIe9kopFJPPvMM1yzKICi6XhEyHUsbCsvpX4RFuddvlkCcO9NowAQmaCw7iMHrpWrJPuS5epbrjkIE7BV0k7JsG92eHX7EFYkw4KbRgEw1aF/QJTKEAzB0GmF9EkvK5cXEQyKzSlXQcpmLOkPRNorZTihMwr/Kv5wcGO2aL31KJh50AyFF3dcaAJ+M0gi3SYBiAanEApOZPPTm7lmkWCAhs/vCi2YBTmPhkufOvva3D1rhgGQLBh+a1SAcPTg9W6rmTR7B0cIpbIVRiNjlwy3xcDufQkGlAQLboTjRyEUFKmww6lmlf5+IY44dDUqRFJhFi2I4PGIRXVL2XzBIZ8Dj+C6bMV3qa6qJqpVAEUM2DUVHA+O6mfz1iHu++LGC0wgme5gMNFMSWQKAV8dTz21mVsuLwZD3G/YhGybWWLywy9Orru0Y6NwwuO/OguSDf9PHqJLe/idhX/P+MRbo3ctfAtTLRcvIl34Yuh/9Jen77g6uTHgE6ERkumLvxh6UXCFhCZUGZ9HNCAFZIgRMplt52VaO3IIl5EXMnfSdR/iPQSh66gSy9YAAAAzSURBVAmnNhJZxaesEDZMk0gZ312+/N8y/55V/WPXbH35jmXZLNeJrXixSzxS6wg/878AHFsCS/fSjC0AAAAASUVORK5CYII=","boardlogo":"data:image/png;base64,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","boardlogotext":"data:image/png;base64,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","largescene":"data:image/png;base64,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"},"audioIndex":26,"boardevents":[{"id":"Drink Intro","activationType":-5,"executionType":1,"custom":true,"parameterValues":{"SpaceToFace":120,"StartingShopInventory":12,"StartingPlayerDrinks":7}},{"id":"Dehydration check","activationType":-5,"executionType":1,"custom":true},{"id":"Problematic Item Check","activationType":-5,"executionType":1,"custom":true}],"audioType":0,"additionalbgcode":{"code":"; Customize the background used each turn!\n; This function runs at the start of each turn.\n; The default background is available as DEFAULT_BG.\n; Additional backgrounds are available as ADDITIONAL_BG_#,\n; e.g. ADDITIONAL_BG_1 for the first added background.\nADDIU SP SP -80\nSW RA 76(SP)\n\n;JAL Rainhook\n;NOP\n\n; Return the background index in V0.\nLI V0 DEFAULT_BG\n\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n\n;===Insert Rainhook===\n.align 16\nRainhook:\nADDIU SP SP -72\nSW RA 68(SP)\n\nLUI T0 hi(HookData)\nADDIU T0 T0 lo(HookData)\nLW V0 0(T0) ; Load HookData operation\nLUI V1 0x8000 ; 0x8000000\nORI V1 V1 0xE7F0 ; 0x8000E7F0, address in main game loop\nSW V0 0(V1) ; Insert rainhook to CustomCode in main game loop\n\nLW RA 68(SP)\nJR RA\nADDIU SP SP 72\n\n;===Hook Data===\n.align 16\nHookData: ; Rainhook to jump to CustomCode in main game loop\nJ CustomCode\n\n\n;===Custom Code===\n.align 16\nCustomCode:\nADDIU SP SP -40\nSW RA 36(SP)\nSW T0 32(SP)\nSW T1 28(SP)\n\nLUI T0 0x800D ; 0x800D0000\nLW T0 0xC3DC(T0) ; Load value from 0x800CC3DC\nBEQZ T0 Skip ; If 0x800CC3DC == NULL (not in board play), skip\nNOP\n; else, run custom code here\n\nJAL DehydrateCheck\nNOP\n\nSkip:\nLW RA 36(SP)\nLW T0 32(SP)\nLW T1 28(SP)\nJ 0x8000E7C0 ; Resume main game loop\nADDIU SP SP 40\n\n\n\n.align 16\nDehydrateCheck:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP) ; Loop Counter\nSW S1 68(SP) ; Current Player's Drink Count\nSW S3 64(SP) ; Current Player's Forced Roll Address\nSW S4 60(SP) ; Current Player's Index\n\nJAL GetPlayerStruct ; At V0\nLI A0 -1 ; Current Player \n\nLBU A0 15(V0) ; Chain Index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; at V0\nLBU A1 16(V0) ; Chain Space Index\n\nLUI T0 hi(SpaceArray)\nADDIU T0 T0 lo(SpaceArray)\nSpaceLoop:\nLBU T1 0(T0) ; Load the first Space Index of the Array\n\nBEQ T1 R0 Continue ; if 0, exit\nNOP\n\nBEQ V0 T1 DisplayMessage\nNOP\n\nJ SpaceLoop\nADDIU T0 T0 1\n\nContinue:\nJAL GetCurrentPlayerIndex ; at V0\nNOP\n\nLUI S1 hi(0x800CD0A1)\nADDIU S1 S1 lo(0x800CD0A1)\nADDU S1 S1 V0 ; Add Current Player's Index to get Drink Count\n\nLUI S3 hi(0x800CDBD2)\nADDIU S3 S3 lo(0x800CDBD2) ; P1 Forced Roll Address\n\nLI T2 0x4C ; Distance between each player's addresses\nMULT V0 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S3 S3 T2 ; Add to get current Player's Forced Roll address\n\nLBU T0 0(S1)\nBNE T0 R0 notdehydrated\nNOP\n\nLI S0 0 ; Loop Counter\nLOOP:\nJAL GetRandomByte ; Rand Int 0-99 at V0\nNOP\n\nLI T0 5\nDIVU V0 T0 \nMFHI T1\nADDIU T1 T1 1 ; add 1 to get a 1-5 number\nSB T1 0(S3) ; Store Forced Roll\n\nADDIU S0 S0 1 ; Add 1 to the Loop Counter\nLI T2 1\nBNE S0 T2 LOOP ; exit when the counter hits 1 (Dehydrate 1 Dice Block only)\nADDIU S3 S3 1\n\nJ DisplayMessage\nNOP\n\nnotdehydrated:\n\n\nDisplayMessage:\n;JAL Main\n;NOP\n\n\n\nLW RA 76(SP)\nLW S0 72(SP)\nLW S1 68(SP)\nLW S3 64(SP)\nLW S4 60(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nSpaceArray:\n.byte 0x3F,0x38,0x3B,0x3D,0x42,0x3C,0x41,0x3A,0x40,0x39,0\n\n.align 16\nMain:\nADDIU SP SP -0x80\nSW ra, 0x0070 (sp)\nSW s0, 0x0074 (sp)\nSW s1, 0x0078 (sp)\n;\nJAL CopyPlayerDrinkAmounts\nNOP\nLI s0, 0x800D1108\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0003 (s0) ;load character ID 1\nSW v0, 0x0010 (sp)\nSW s1, 0x0014 (sp) ;store drink amount for p1 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x003B (s0) ;load character ID 2\nSW v0, 0x0018 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x001C (sp) ;store drink amount for p2 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x0073 (s0) ;load character ID 3\nSW v0, 0x0020 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x0024 (sp) ;store drink amount for p3 to stack\n;\nJAL GetPlayerNamePtr\nLBU a0, 0x00AB (s0) ;load character ID 4\nSW v0, 0x0028 (sp)\nADDIU s1, s1, 0x0002 ;big hardcode 0x02 alignment\nSW s1, 0x002C (sp) ;store drink amount for p4 to stack\n;\nJAL MainsPrintf\nNOP\nLW ra, 0x0070 (sp)\nLW s0, 0x0074 (sp)\nLW s1, 0x0078 (sp)\nJR RA\nADDIU SP SP 0x80\n\n.align 0x10\nMainsPrintf:\nADDIU sp, sp, -0x60\nSW ra, 0x0030 (sp)\nSW a0, 0x0034 (sp)\nSW a1, 0x0038 (sp)\nSW a2, 0x003C (sp)\nSW a3, 0x0040 (sp)\nSW S0, 0x002C (SP)\nSW S4, 0x0028 (SP)\nSW S1, 0x0024 (SP)\n;\nLW a2, 0x0070 (sp) ;load character 1 ptr from stack\nLW a3, 0x0074 (sp) ;load character 1 drink amount ptr from stack\nLW a0, 0x0078 (sp) ;load character 2 pointer from stack\nSW a0, 0x0010 (sp) ;store character 2 pointer to stack\n;\nLW a0, 0x007C (sp) ;load character 2 drink amount ptr from stack\nSW a0, 0x0014 (sp) ;store character 2 drink amount ptr to stack\n;\nLW a0, 0x0080 (sp) ;load character 3 pointer from stack\nSW a0, 0x0018 (sp) ;store character 3 pointer to stack\n;\nLW a0, 0x0084 (sp) ;load character 3 drink amount ptr from stack\nSW a0, 0x001C (sp) ;store character 3 drink amount ptr to stack\n;\nLW a0, 0x0088 (sp) ;load character 4 pointer from stack\nSW a0, 0x0020 (sp) ;store character 4 pointer to stack\n;\nLW a0, 0x008C (sp) ;load character 4 pointer from stack\nSW a0, 0x0024 (sp) ;store character 4 pointer to stack\n;\nSW r0, 0x0028 (sp) ;terminate sprintf\n;\nLI a0, 0x800977C0 ;where to store result\nLUI a1, hi(DrinkPrintingFormatters)\nADDIU a1, a1, lo(DrinkPrintingFormatters) ;ptr to format to use\nJAL sprintf\nNOP\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nLUI S1 hi(0x800CD0A5) ; First RAM address with Item\nADDIU S1 S1 lo(0x800CD0A5)\nLI S0 0 ; Loop Counter\n\ndrinkdisplayloop:\nLI T3 3\nBEQ S0 T3 drinkdisplayloop_exit ; once all 3 items checked, exit\nNOP\n\nLI T0 -1 ; 0xFF\nLBU T2 0(S1) ; Load Item's Index from RAM\nBEQ T0 T2 drinkdisplayloop_exit ; if 0xFF, exit\nNOP\n\nMOVE A0 S4\nJAL PlayerHasItem ; V0 = -1 if Item is NOT found\nLBU A1 0(S1)\n\nADDIU S1 S1 1 ; add 1 to check next address\nLI T1 -1\nBNE T1 V0 drinkdisplayloop ; If item is found, loop to check next\nADDIU S0 S0 1 ; add 1 to counter\n\ndrinkdisplayshowmessage:\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T1 0x41800000\nSW T1 28(SP)\nLI A0 -1\nLUI A1, hi(0x800977C0)\nADDIU A1, A1, lo(0x800977C0)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\n\nLUI T0 hi(0x800CD0A5)\nADDIU T0 T0 lo(0x800CD0A5)\nJ MainsPrintf_exit\nSB A0 3(T0)\n\ndrinkdisplayloop_exit:\nLUI T0 hi(0x800CD0A8) ; Window ID RAM Address\nADDIU T0 T0 lo(0x800CD0A8)\nJAL 0x800EC9DC\nLBU A0 0(T0)\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\nJ drinkdisplayshowmessage\nNOP\n\nMainsPrintf_exit:\nLW S0, 0x002C (SP)\nLW S4, 0x0028 (SP)\nLW S1, 0x0024 (SP)\nLW ra, 0x0030 (sp)\nLW a0, 0x0034 (sp)\nLW a1, 0x0038 (sp)\nLW a2, 0x003C (sp)\nLW a3, 0x0040 (sp)\nJR RA\nADDIU sp, sp, 0x60\n\n.align 0x10\nGetPlayerNamePtr: ;takes arg a0, character ID\n;returns pointer to player name on v0\nADDIU sp, sp, -0x20\nSW a0, 0x0010 (sp)\nSW s0, 0x0014 (sp)\nLUI s0, hi(CharacterNamesNormal)\nADDIU s0, s0, lo(CharacterNamesNormal)\nSLL a0, a0, 0x0004 ;multiply character ID by 0x10\nADDU v0, a0, s0 ;pointer to character name is on v0 now\nLW a0, 0x0010 (sp)\nLW s0, 0x0014 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nCharacterNamesNormal:\n.asciiz \"MARIO\"\n.align 0x10\n.asciiz \"LUIGI\"\n.align 0x10\n.asciiz \"PEACH\"\n.align 0x10\n.asciiz \"YOSHI\"\n.align 0x10\n.asciiz \"WARIO\"\n.align 0x10\n.asciiz \"DK\"\n.align 0x10\n.asciiz \"WALUIGI\"\n.align 0x10\n.asciiz \"DAISY\"\n\n/**\nCharactersEnum\n{\n0x00 - Mario\n0x01 - Luigi\n0x02 - Peach\n0x03 - Yoshi\n0x04 - Wario\n0x05 - DK\n0x06 - Waluigi\n0x07 - Daisy\n}\n**/\n.align 0x10\nCopyPlayerDrinkAmounts: ;copy drink amounts from board ram to\n;label PlayerDrinkAmounts\nADDIU sp, sp, -0x20\nSW t0, 0x0010 (sp)\nSW v0, 0x0014 (sp) ;counter\nSW s0, 0x0018 (sp) ;pointer to read from\nSW s1, 0x001C (sp) ;pointer to store to\nLI s0, 0x800CD0A1 ;pointer to drinks (big hardcode)\nLUI s1, hi(PlayerDrinkAmounts)\nADDIU s1, s1, lo(PlayerDrinkAmounts)\nORI v0, r0, 0x0000 ;init counter\nDrinkAmountLoop:\nLBU t0, 0x0000 (s0) ;load current drink amount\nADDIU t0, t0, 0x0030 ;convert int to string\nSB t0, 0x0000 (s1) ;store current drink\nADDIU s0, s0, 0x0001 ;add 1 to drink pointer\nADDIU s1, s1, 0x0002 ;add 2 to PlayerDrinkAmountsPointer\nADDIU v0, v0, 0x0001 ;add 1 to counter\nSLTI t0, v0, 0x0004 ;exit if v1 is equal to v0\nBNEZ t0, DrinkAmountLoop\nNOP\nLW t0, 0x0010 (sp)\nLW v0, 0x0014 (sp)\nLW s0, 0x0018 (sp)\nLW s1, 0x001C (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n.align 0x10\nDrinkPrintingFormatters:\n.ascii \"%s \" ;Character name 1\n.ascii \"%s\" ;Drink amount 1\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 2\n.ascii \"%s\" ;Drink amount 2\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 3\n.ascii \"%s\" ;Drink amount 3\n.byte 0x0A ;\\n\n.ascii \"%s \" ;Character name 4\n.ascii \"%s\" ;Drink amount 4\n.byte 0x00\n\n.align 0x10\nPlayerDrinkAmounts: ;you will need to store player drink ;amounts in the 1st byte of each row\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string\n.byte 0x00, 0x00 ;2nd 0x00 terminates the string","language":0}}