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Key Prompt":{"language":0,"code":"; NAME: Skeleton Key Prompt\n; GAMES: MP2_USA\n; EXECUTION: Direct\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\n\n; This code is designed to allow you to choose to throw away your\n; Skeleton Key. Set it Before Dice Roll to allow the player to\n; throw away their Skeleton Key before they roll.\n\n; S0 = Current Player Struct\n; S1 = Prompt Choice\n\n;===Check for Skeleton Key===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\nLBU T0 0x19(S0) ; Load item value into T0 from offset of player struct\nLI T1 0x01 ; Load Skeleton Key item index into T1\nBNE T0 T1 exit ; If item is not Skeleton Key, go to exit\nNOP\n\n;===Give Prompt===\nPrompt:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 20 ; Character image (-1 for none, 20 is for Key)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(SkeletonKeyPrompt)\nADDIU A1 A1 lo(SkeletonKeyPrompt) ; This loads \"SkeletonKeyPrompt\" into the Textbox\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\n; Get the selection, either from the player or CPU.\nJAL WaitOnCursor \nNOP\n\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x80056144\nNOP\nJAL 0x80056168\nNOP\n\nBEQZ S1 yes\nNOP\nLI T0 1\nBEQ S1 T0 exit\nNOP\n; JAL ViewBoardMap ...but the func has not been found yet\n; NOP\n; J Prompt\n; NOP\n\nyes:\n;===Key Says Farewell===\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 20 ; Character image (-1 for none, 20 is for Key)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(FarewellKey)\nADDIU A1 A1 lo(FarewellKey) ; This loads \"FarewellKey\" into the Textbox\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x80056144\nNOP\nJAL 0x80056168\nNOP\n\n;===Remove Key from Inventory===\nLI T0 0xFF ; Load \"no item\" value into T0\nSB T0 0x19(S0) ; Store \"no item\" value into item slot as offset of struct\n\nexit:\nLW RA 44(SP)\nLW S0 40(SP)\nLW S1 36(SP)\nJR RA\nADDIU SP SP 48\n\n;===Message Text===\n.align 16\nSkeletonKeyPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"I am your\"\n.byte 0x06 ; Blue font\n.ascii \" Skeleton Key\"\n.byte 0x08 ; White font\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Do you really want to throw me away\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes please\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"No thanks\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nFarewellKey:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Okay then\"\n.byte 0x85 ; Period (.)\n.ascii \" Guess this is goodbye\"\n.byte 0x85,0x85,0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to continue\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n\n;===Mini Func to Get Prompt Choice===\n.align 8\nWaitOnCursor:\nADDIU          SP, SP, -0x40\nSW             RA, 0x0038 (SP)\nSW             S3, 0x0034 (SP)\nSW             S2, 0x0030 (SP)\nSW             S1, 0x002C (SP)\nSW             S0, 0x0028 (SP)\nADDU           S2, R0, R0\nLUI            A1, 0x8011\nADDIU          A1, A1, 0x3590\nLWL            V0, 0x0000 (A1)\nLWR            V0, 0x0003 (A1)\nSWL            V0, 0x0020 (SP)\nSWR            V0, 0x0023 (SP)\nADDU           S1, R0, R0\nADDIU          S3, SP, 0x0018\nLabel12:\nLUI            V0, 0x8010\nLH             V0, 0x93C6 (V0)\nBNE            S1, V0, Label1\nSLL            V0, S1, 1\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nADDU           V0, V0, S1\nSLL            V1, V0, 2\nLUI            V0, 0x8010\nADDU           V0, V0, V1\nLHU            V0, 0xD2C6 (V0)\nANDI           V0, V0, 0x0001\nBEQZ           V0, Label2\nSLL            S0, S1, 1\nLUI            V0, 0x8010\nADDU           V0, V0, V1\nLH             V0, 0xD2C8 (V0)\nSLTI           V0, V0, 0x0019\nBNEZ           V0, Label3\nADDIU          S2, R0, 0x0002\nLUI            V1, 0x8010\nLH             V1, 0x8CE4 (V1)\nADDIU          V0, R0, 0x0001\nBEQ            V1, V0, Label4\nSLTI           V0, V1, 0x0002\nBEQL          V0, r0, Label5\nADDIU          V0, R0, 0x0002\nBEQZ           V1, Label6\nSLL            V0, S1, 1\nJ              Label7\nNOP            \nLabel5:\nBEQ            V1, V0, Label8\nSLL            V0, S1, 1\nJ              Label7\nNOP           \nLabel6: \nLUI            A0, 0x8011\nJ              Label9\nADDIU          A0, A0, 0x2780\nLabel4:\nLUI            A0, 0x8011\nJ              Label9\nADDIU          A0, A0, 0x27A4\nLabel8:\nLUI            A0, 0x8011\nADDIU          A0, A0, 0x27C8\nLabel9:\nJAL            0x80044800\nNOP            \nSLL            V0, V0, 16\nSRA            V0, V0, 16\nADDIU          S2, V0, 0x0001\nLabel3:\nSLL            V0, S1, 1\nLabel7:\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nLUI            AT, 0x8010\nADDU           AT, AT, V0\nLBU            V0, 0xD2C3 (AT)\nSLL            V0, V0, 1\nADDU           V0, V0, S3\nADDIU          V1, R0, 0x0400\nJ              Label10\nSH             V1, 0x0000 (V0)\nLabel2:\nADDU           S0, S0, S1\nSLL            S0, S0, 2\nADDU           S0, S0, S1\nSLL            S0, S0, 2\nLUI            V0, 0x8010\nADDU           V0, V0, S0\nLBU            V0, 0xD2C3 (V0)\nADDU           V0, SP, V0\nLUI            A0, 0x8010\nLH             A0, 0x9052 (A0)\nLBU            A1, 0x0020 (V0)\nJAL            0x8008D59C\nADDIU          S1, S1, 0x0001\nLUI            V0, 0x8010\nADDU           V0, V0, S0\nLBU            V0, 0xD2C3 (V0)\nSLL            V0, V0, 1\nADDU           V0, V0, S3\nADDIU          V1, R0, 0xFFFF\nJ              Label11\nSH             V1, 0x0000 (V0)\nLabel1:\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nLUI            AT, 0x8010\nADDU           AT, AT, V0\nLBU            V0, 0xD2C3 (AT)\nSLL            V0, V0, 1\nADDU           V0, V0, S3\nSH             R0, 0x0000 (V0)\nLabel10:\nADDIU          S1, S1, 0x0001\nLabel11:\nSLTI           V0, S1, 0x0004\nBNEZ           V0, Label12\nNOP            \nBEQZ           S2, Label13\nADDIU          A1, R0, 0x0002\nLUI            A0, 0x8010\nLH             A0, 0x9052 (A0)\nJAL            0x80089284\nADDIU          A2, R0, 0x0002\nADDU           S0, R0, R0\nADDIU          S1, SP, 0x0018\nLabel17:\nADDIU          S2, S2, 0xFFFF\nBNEZ           S2, Label14\nNOP            \nLUI            V1, 0x8010\nLH             V1, 0x93C6 (V1)\nSLL            V0, V1, 1\nADDU           V0, V0, V1\nSLL            V0, V0, 2\nADDU           V0, V0, V1\nSLL            V0, V0, 2\nLUI            AT, 0x8010\nADDU           AT, AT, V0\nLBU            V0, 0xD2C3 (AT)\nSLL            V0, V0, 1\nADDU           V0, V0, S1\nADDIU          V1, R0, 0x8000\nSH             V1, 0x0000 (V0)\nLabel14:\nBNEZ           S0, Label15\nADDIU          V0, R0, 0x0010\nJAL            0x80057718\nNOP            \nLH             A0, 0x0018 (SP)\nLH             A1, 0x001A (SP)\nLH             A2, 0x001C (SP)\nLH             A3, 0x001E (SP)\nJ              Label16\nANDI           V0, V0, 0x00FF\nLabel15:\nLH             A0, 0x0018 (SP)\nLH             A1, 0x001A (SP)\nLH             A2, 0x001C (SP)\nLH             A3, 0x001E (SP)\nLabel16:\nJAL            0x8008CFD0\nSW             V0, 0x0010 (SP)\nBNEZ           S2, Label17\nADDIU          S0, S0, 0x0001\nJ              Label18\nNOP            \nLabel13:\nLH             A0, 0x0018 (SP)\nLH             A1, 0x001A (SP)\nLH             A2, 0x001C (SP)\nJAL            0x8008D07C\nLH             A3, 0x001E (SP)\nLabel18:\nLUI            A0, 0x8010\nLH             A0, 0x9052 (A0)\nADDU           A1, R0, R0\nJAL            0x8008BB48\nADDIU          A2, R0, 0x0001\nLW             RA, 0x0038 (SP)\nLW             S3, 0x0034 (SP)\nLW             S2, 0x0030 (SP)\nLW             S1, 0x002C (SP)\nLW             S0, 0x0028 (SP)\nJR             RA\nADDIU          SP, SP, 0x40"},"Kamek's Cauldron":{"language":0,"code":"; NAME: Kamek's Cauldron\n; GAMES: MP2_USA\n; EXECUTION: Direct\n; PARAM: Space|Cauldron\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\nSW S2 64(SP)\nSW S3 60(SP)\nSW S4 56(SP)\nSW S5 52(SP)\nSW S6 48(SP)\n\n; S0 = Current Player Struct\n; S1 = Current Player Index\n; S2 = Empty Item Slot / Chosen Item\n; S3 = Initial Chances/Item Value Table (KamekPricesTable/BooItemsTable) / Prize (Coins)\n; S4 = Happy Voice Flag\n; S5 = Good/Bad Message Address / Boo Item Value Table (0-4)\n; S6 = Chosen Option / Item Slot to Remove/Replace\n\n;===Rotate Toward MagicShow===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotateCharacterModel\nLI A2 Cauldron ; Face MagicShow\n\n;===Get Current Player Index===\nJAL GetPlayerStruct\nLI A0 -1\nMOVE S0 V0\n\nLBU S1 0x19(V0)\nBLTZ S1 NoItems ; If slot #1 is empty, go to NoItems\nNOP\n\n;===Main Prompt===\n\n;===Kamek Item===\nKamekItem:\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nLI T0 0xFF ; No item value\nSB T0 0x19(S0) ; Store no item into item slot\n\n;===Randomize Prices Table===\nLUI S3 hi(KamekPricesTable)\nADDIU S3 S3 lo(KamekPricesTable)\nADDU S3 S1 S3 ; Add item offset to KamekPricesTable\nLBU S3 0(S3) ; Load item price into S3\n\n\n;===Converted Item to Coins===\nKamekFadeIn:\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\nMOVE A0 S1 ; Give current player coins\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S3 ; Give coins\n\nMOVE A0 S1 ; Give current player coins\nJAL ShowPlayerCoinChange\nMOVE A1 S3 ; Give coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\nJAL HappyVoice\nMOVE A0 S0 ; Copy S0 to A0\n\nLUI A0 hi(AfterKamekMessage)\nADDIU A0 A0 lo(AfterKamekMessage) ; Display AfterKamekMessage\nJAL CallMessage\nLI A1 0\n\nJ exit\nNOP\n\n;===No Items Message===\nNoItems:\nLUI A0 hi(NoItemsMessage)\nADDIU A0 A0 lo(NoItemsMessage) ; Display NoItemsMessage\nJAL CallMessage\nLI A1 0\n\nexit:\nLW RA 76(SP)\nLW S0 72(SP)\nLW S1 68(SP)\nLW S2 64(SP)\nLW S3 60(SP)\nLW S4 56(SP)\nLW S5 52(SP)\nLW S6 48(SP)\nJR RA\nADDIU SP SP 80\n\n;===Prep for Displaying Coin String===\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\nCoinString:\n.fill 8\n\n\n\n;===Mini Func to Play Happy Voice and Animation===\n.align 4\nHappyVoice:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Current Player Struct\n\nLBU A0 0x4(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x103 ; Add character value to Mario's happy voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x103 = Happy Voice\n\n;===Play Happy Animation===\nLI A0 -1 ; Set current player\nLI A1 5 ; Set joy animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 40 ; Wait 40 frames for animation\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Message Address\n; A1 = String #1\n\nMOVE A2 A1 ; Copy A1 to A2\nMOVE A1 A0 ; Copy A0 to A1\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x22 ; Character image (-1 for none, 0x7 for Boo)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nJAL ShowMessage\nLI A3 0\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n;===Kamek Prices Table===\n.align 16\nKamekPricesTable:\n.byte 20 ; Mushroom price\n.byte 20 ; Skeleton Key price\n.byte 30 ; Plunder Chest price\n.byte 30 ; Bowser Bomb price\n.byte 30 ; Dueling Glove price\n.byte 30 ; Warp Block price\n.byte 40 ; Golden Mushroom price\n.byte 40 ; Boo Bell price\n.byte 40 ; Bowser Suit price\n.byte 60 ; Magic Lamp price\n\n;===Message Text===\n\n.align 16\nAfterKamekMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Excellent\"\n.byte 0xC2,0xC2 ; Two exclamation marks (!!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Your item turned into so many\"\n.byte 0x07 ; Yellow font\n.ascii \" coins\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoItemsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Give me an\"\n.byte 0x06 ; Blue font\n.ascii \"item\"\n.byte 0x08,0x82\n.ascii \" and\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I\"\n.byte 0x5C\n.ascii \"ll turn it into\"\n.byte 0x07 \n.ascii \" coins\"\n.byte 0x08\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black font\n; .byte 0x03 ; Red font\n; .byte 0x04 ; Purple font\n; .byte 0x05 ; Green font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow font\n; .byte 0x08 ; White font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation mark (!)\n; .byte 0xC3 ; Question mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; Minus (-)\n; .byte 0x3E ; Multiply (x)\n; .byte 0xFF,0 ; Wait, press A to confirm\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n"},"Log Path":{"language":0,"code":"; NAME: Log Path\n; GAMES: MP2_USA\n; EXECUTION: Direct\n; PARAM: Space|KeySpace\n; PARAM: Space|NoKeySpace\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\n; This code is designed to allow you to use a Skeleton Key to access\n; a different path or space towards the space parameter KeySpace. If\n; the player doesn't have a Skeleton Key, they will just continue\n; along the main path towards the space parameter NoKeySpace.\n\n; S0 = Current Player Struct\n; S1 = Prompt Choice\n; S2 = Current Player Index\n\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\nLBU T0 0x18(S0) ; Load item value into T0 from offset of player struct\nLI T1 0x01 ; Load Skeleton Key item index into T1\nBNE T0 T1 NoKey ; If item is not Skeleton Key, go to NoKey\nNOP\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Give Prompt===\nPrompt:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0 ; Character image (-1 for none, 20 is for Key)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(SkeletonKeyPrompt)\nADDIU A1 A1 lo(SkeletonKeyPrompt) ; This loads \"SkeletonKeyPrompt\" into the Textbox\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\n; Get the selection, either from the player or CPU.\nJAL WaitOnCursor \nNOP\n\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x80056144\nNOP\nJAL 0x80056168\nNOP\n\nBEQZ S1 yes\nNOP\nLI T0 1\nBEQ S1 T0 NoKey\nNOP\n; JAL ViewBoardMap ...but the func has not been found yet\n; NOP\n; J Prompt\n; NOP\n\nyes:\n;===Key Says Farewell===\nLI A0 0 ; Assigns Happening fade-in\nJAL InitFadeOut ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Remove Key from Inventory===\nLI T0 0 ; Load \"no item\" value into T0\nSB T0 0x18(S0) ; Store \"no item\" value into item slot as offset of struct\n\nLI A0 0 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n;===Set Player Towards KeySpace===\nLI A0 -1 ; Set current player\nLI A1 KeySpace_chain_index\nJAL SetNextChainAndSpace\nLI A2 KeySpace_chain_space_index\n\nJ exit\nNOP\n\n;===Set Player Towards NoKeySpace===\nNoKey:\nLI A0 -1 ; Set current player\nLI A1 NoKeySpace_chain_index\nJAL SetNextChainAndSpace\nLI A2 NoKeySpace_chain_space_index\n\nexit:\nLW RA 44(SP)\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nJR RA\nADDIU SP SP 48\n\n;===Message Text===\n.align 16\nSkeletonKeyPrompt:\n.ascii \"You can use your axe to get past the log\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A\n.ascii \"Use your axe\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes please\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"No thanks\"\n.byte 0x0D ; End option\n.byte 0\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n\n;===Mini Func to Get Prompt Choice===\n.align 8\nWaitOnCursor:\nADDIU          SP, SP, -0x40\nSW             RA, 0x0038 (SP)\nSW             S3, 0x0034 (SP)\nSW             S2, 0x0030 (SP)\nSW             S1, 0x002C (SP)\nSW             S0, 0x0028 (SP)\nADDU           S2, R0, R0\nLUI            A1, 0x8011\nADDIU          A1, A1, 0x3590\nLWL            V0, 0x0000 (A1)\nLWR            V0, 0x0003 (A1)\nSWL            V0, 0x0020 (SP)\nSWR            V0, 0x0023 (SP)\nADDU           S1, R0, R0\nADDIU          S3, SP, 0x0018\nLabel12:\nLUI            V0, 0x8010\nLH             V0, 0x93C6 (V0)\nBNE            S1, V0, Label1\nSLL            V0, S1, 1\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nADDU           V0, V0, S1\nSLL            V1, V0, 2\nLUI            V0, 0x8010\nADDU           V0, V0, V1\nLHU            V0, 0xD2C6 (V0)\nANDI           V0, V0, 0x0001\nBEQZ           V0, Label2\nSLL            S0, S1, 1\nLUI            V0, 0x8010\nADDU           V0, V0, V1\nLH             V0, 0xD2C8 (V0)\nSLTI           V0, V0, 0x0019\nBNEZ           V0, Label3\nADDIU          S2, R0, 0x0002\nLUI            V1, 0x8010\nLH             V1, 0x8CE4 (V1)\nADDIU          V0, R0, 0x0001\nBEQ            V1, V0, Label4\nSLTI           V0, V1, 0x0002\nBEQL          V0, r0, Label5\nADDIU          V0, R0, 0x0002\nBEQZ           V1, Label6\nSLL            V0, S1, 1\nJ              Label7\nNOP            \nLabel5:\nBEQ            V1, V0, Label8\nSLL            V0, S1, 1\nJ              Label7\nNOP           \nLabel6: \nLUI            A0, 0x8011\nJ              Label9\nADDIU          A0, A0, 0x2780\nLabel4:\nLUI            A0, 0x8011\nJ              Label9\nADDIU          A0, A0, 0x27A4\nLabel8:\nLUI            A0, 0x8011\nADDIU          A0, A0, 0x27C8\nLabel9:\nJAL            0x80044800\nNOP            \nSLL            V0, V0, 16\nSRA            V0, V0, 16\nADDIU          S2, V0, 0x0001\nLabel3:\nSLL            V0, S1, 1\nLabel7:\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nLUI            AT, 0x8010\nADDU           AT, AT, V0\nLBU            V0, 0xD2C3 (AT)\nSLL            V0, V0, 1\nADDU           V0, V0, S3\nADDIU          V1, R0, 0x0400\nJ              Label10\nSH             V1, 0x0000 (V0)\nLabel2:\nADDU           S0, S0, S1\nSLL            S0, S0, 2\nADDU           S0, S0, S1\nSLL            S0, S0, 2\nLUI            V0, 0x8010\nADDU           V0, V0, S0\nLBU            V0, 0xD2C3 (V0)\nADDU           V0, SP, V0\nLUI            A0, 0x8010\nLH             A0, 0x9052 (A0)\nLBU            A1, 0x0020 (V0)\nJAL            0x8008D59C\nADDIU          S1, S1, 0x0001\nLUI            V0, 0x8010\nADDU           V0, V0, S0\nLBU            V0, 0xD2C3 (V0)\nSLL            V0, V0, 1\nADDU           V0, V0, S3\nADDIU          V1, R0, 0xFFFF\nJ              Label11\nSH             V1, 0x0000 (V0)\nLabel1:\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nLUI            AT, 0x8010\nADDU           AT, AT, V0\nLBU            V0, 0xD2C3 (AT)\nSLL            V0, V0, 1\nADDU           V0, V0, S3\nSH             R0, 0x0000 (V0)\nLabel10:\nADDIU          S1, S1, 0x0001\nLabel11:\nSLTI           V0, S1, 0x0004\nBNEZ           V0, Label12\nNOP            \nBEQZ           S2, Label13\nADDIU          A1, R0, 0x0002\nLUI            A0, 0x8010\nLH             A0, 0x9052 (A0)\nJAL            0x80089284\nADDIU          A2, R0, 0x0002\nADDU           S0, R0, R0\nADDIU          S1, SP, 0x0018\nLabel17:\nADDIU          S2, S2, 0xFFFF\nBNEZ           S2, Label14\nNOP            \nLUI            V1, 0x8010\nLH             V1, 0x93C6 (V1)\nSLL            V0, V1, 1\nADDU           V0, V0, V1\nSLL            V0, V0, 2\nADDU           V0, V0, V1\nSLL            V0, V0, 2\nLUI            AT, 0x8010\nADDU           AT, AT, V0\nLBU            V0, 0xD2C3 (AT)\nSLL            V0, V0, 1\nADDU           V0, V0, S1\nADDIU          V1, R0, 0x8000\nSH             V1, 0x0000 (V0)\nLabel14:\nBNEZ           S0, Label15\nADDIU          V0, R0, 0x0010\nJAL            0x80057718\nNOP            \nLH             A0, 0x0018 (SP)\nLH             A1, 0x001A (SP)\nLH             A2, 0x001C (SP)\nLH             A3, 0x001E (SP)\nJ              Label16\nANDI           V0, V0, 0x00FF\nLabel15:\nLH             A0, 0x0018 (SP)\nLH             A1, 0x001A (SP)\nLH             A2, 0x001C (SP)\nLH             A3, 0x001E (SP)\nLabel16:\nJAL            0x8008CFD0\nSW             V0, 0x0010 (SP)\nBNEZ           S2, Label17\nADDIU          S0, S0, 0x0001\nJ              Label18\nNOP            \nLabel13:\nLH             A0, 0x0018 (SP)\nLH             A1, 0x001A (SP)\nLH             A2, 0x001C (SP)\nJAL            0x8008D07C\nLH             A3, 0x001E (SP)\nLabel18:\nLUI            A0, 0x8010\nLH             A0, 0x9052 (A0)\nADDU           A1, R0, R0\nJAL            0x8008BB48\nADDIU          A2, R0, 0x0001\nLW             RA, 0x0038 (SP)\nLW             S3, 0x0034 (SP)\nLW             S2, 0x0030 (SP)\nLW             S1, 0x002C (SP)\nLW             S0, 0x0028 (SP)\nJR             RA\nADDIU          SP, SP, 0x40"},"Get Axe":{"language":0,"code":"; NAME: Get Axe\n; GAMES: MP2_USA\n; EXECUTION: Direct\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\n\n; This code is designed to allow you to choose to throw away your\n; Skeleton Key. Set it Before Dice Roll to allow the player to\n; throw away their Skeleton Key before they roll.\n\n; S0 = Current Player Struct\n; S1 = Prompt Choice\n\n;===Check for Skeleton Key===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\nLBU T0 0x18(S0) ; Load item value into T0 from offset of player struct\nLI T1 0x01 ; Load Skeleton Key item index into T1\nBEQ T0 T1 NoSpace ; If item is not Skeleton Key, go to exit\nNOP\n\nLUI A0 hi(KeyMsg)\nADDIU A0 A0 lo(KeyMsg)\nJAL CallMessage\nLI A1 0\n\nJAL HappyVoice\nMOVE A0 S0\n\nLI T0 0x01 ; Load \"no item\" value into T0\nSB T0 0x18(S0) ; Store \"no item\" value into item slot as offset of struct\n\nJ exit\nNOP\n\nNoSpace:\nLUI A0 hi(NoSpaceMsg)\nADDIU A0 A0 lo(NoSpaceMsg)\nJAL CallMessage\nLI A1 0\n\nexit:\nLW RA 44(SP)\nLW S0 40(SP)\nLW S1 36(SP)\nJR RA\nADDIU SP SP 48\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Message Address\n; A1 = String #1\n\nMOVE A2 A1 ; Copy A1 to A2\nMOVE A1 A0 ; Copy A0 to A1\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x22 ; Character image (-1 for none, 0x7 for Boo)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nJAL ShowMessage\nLI A3 0\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Play Happy Voice and Animation===\n.align 4\nHappyVoice:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Current Player Struct\n\nLBU A0 0x4(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x103 ; Add character value to Mario's happy voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x103 = Happy Voice\n\n;===Play Happy Animation===\nLI A0 -1 ; Set current player\nLI A1 5 ; Set joy animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 40 ; Wait 40 frames for animation\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n;===Message Text===\n.align 16\nKeyMsg:\n.ascii \"You found an\"\n.byte 0x06\n.ascii \" axe\"\n.byte 0x08\n.ascii \" lying around\"\n.byte 0x85\n.byte 0xFF,0\n\n.align 16\nNoSpaceMsg:\n.ascii \"You already have an axe\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to continue\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n\n;===Mini Func to Get Prompt Choice===\n.align 8\nWaitOnCursor:\nADDIU          SP, SP, -0x40\nSW             RA, 0x0038 (SP)\nSW             S3, 0x0034 (SP)\nSW             S2, 0x0030 (SP)\nSW             S1, 0x002C (SP)\nSW             S0, 0x0028 (SP)\nADDU           S2, R0, R0\nLUI            A1, 0x8011\nADDIU          A1, A1, 0x3590\nLWL            V0, 0x0000 (A1)\nLWR            V0, 0x0003 (A1)\nSWL            V0, 0x0020 (SP)\nSWR            V0, 0x0023 (SP)\nADDU           S1, R0, R0\nADDIU          S3, SP, 0x0018\nLabel12:\nLUI            V0, 0x8010\nLH             V0, 0x93C6 (V0)\nBNE            S1, V0, Label1\nSLL            V0, S1, 1\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nADDU           V0, V0, S1\nSLL            V1, V0, 2\nLUI            V0, 0x8010\nADDU           V0, V0, V1\nLHU            V0, 0xD2C6 (V0)\nANDI           V0, V0, 0x0001\nBEQZ           V0, Label2\nSLL            S0, S1, 1\nLUI            V0, 0x8010\nADDU           V0, V0, V1\nLH             V0, 0xD2C8 (V0)\nSLTI           V0, V0, 0x0019\nBNEZ           V0, Label3\nADDIU          S2, R0, 0x0002\nLUI            V1, 0x8010\nLH             V1, 0x8CE4 (V1)\nADDIU          V0, R0, 0x0001\nBEQ            V1, V0, Label4\nSLTI           V0, V1, 0x0002\nBEQL          V0, r0, Label5\nADDIU          V0, R0, 0x0002\nBEQZ           V1, Label6\nSLL            V0, S1, 1\nJ              Label7\nNOP            \nLabel5:\nBEQ            V1, V0, Label8\nSLL            V0, S1, 1\nJ              Label7\nNOP           \nLabel6: \nLUI            A0, 0x8011\nJ              Label9\nADDIU          A0, A0, 0x2780\nLabel4:\nLUI            A0, 0x8011\nJ              Label9\nADDIU          A0, A0, 0x27A4\nLabel8:\nLUI            A0, 0x8011\nADDIU          A0, A0, 0x27C8\nLabel9:\nJAL            0x80044800\nNOP            \nSLL            V0, V0, 16\nSRA            V0, V0, 16\nADDIU          S2, V0, 0x0001\nLabel3:\nSLL            V0, S1, 1\nLabel7:\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nLUI            AT, 0x8010\nADDU           AT, AT, V0\nLBU            V0, 0xD2C3 (AT)\nSLL            V0, V0, 1\nADDU           V0, V0, S3\nADDIU          V1, R0, 0x0400\nJ              Label10\nSH             V1, 0x0000 (V0)\nLabel2:\nADDU           S0, S0, S1\nSLL            S0, S0, 2\nADDU           S0, S0, S1\nSLL            S0, S0, 2\nLUI            V0, 0x8010\nADDU           V0, V0, S0\nLBU            V0, 0xD2C3 (V0)\nADDU           V0, SP, V0\nLUI            A0, 0x8010\nLH             A0, 0x9052 (A0)\nLBU            A1, 0x0020 (V0)\nJAL            0x8008D59C\nADDIU          S1, S1, 0x0001\nLUI            V0, 0x8010\nADDU           V0, V0, S0\nLBU            V0, 0xD2C3 (V0)\nSLL            V0, V0, 1\nADDU           V0, V0, S3\nADDIU          V1, R0, 0xFFFF\nJ              Label11\nSH             V1, 0x0000 (V0)\nLabel1:\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nLUI            AT, 0x8010\nADDU           AT, AT, V0\nLBU            V0, 0xD2C3 (AT)\nSLL            V0, V0, 1\nADDU           V0, V0, S3\nSH             R0, 0x0000 (V0)\nLabel10:\nADDIU          S1, S1, 0x0001\nLabel11:\nSLTI           V0, S1, 0x0004\nBNEZ           V0, Label12\nNOP            \nBEQZ           S2, Label13\nADDIU          A1, R0, 0x0002\nLUI            A0, 0x8010\nLH             A0, 0x9052 (A0)\nJAL            0x80089284\nADDIU          A2, R0, 0x0002\nADDU           S0, R0, R0\nADDIU          S1, SP, 0x0018\nLabel17:\nADDIU          S2, S2, 0xFFFF\nBNEZ           S2, Label14\nNOP            \nLUI            V1, 0x8010\nLH             V1, 0x93C6 (V1)\nSLL            V0, V1, 1\nADDU           V0, V0, V1\nSLL            V0, V0, 2\nADDU           V0, V0, V1\nSLL            V0, V0, 2\nLUI            AT, 0x8010\nADDU           AT, AT, V0\nLBU            V0, 0xD2C3 (AT)\nSLL            V0, V0, 1\nADDU           V0, V0, S1\nADDIU          V1, R0, 0x8000\nSH             V1, 0x0000 (V0)\nLabel14:\nBNEZ           S0, Label15\nADDIU          V0, R0, 0x0010\nJAL            0x80057718\nNOP            \nLH             A0, 0x0018 (SP)\nLH             A1, 0x001A (SP)\nLH             A2, 0x001C (SP)\nLH             A3, 0x001E (SP)\nJ              Label16\nANDI           V0, V0, 0x00FF\nLabel15:\nLH             A0, 0x0018 (SP)\nLH             A1, 0x001A (SP)\nLH             A2, 0x001C (SP)\nLH             A3, 0x001E (SP)\nLabel16:\nJAL            0x8008CFD0\nSW             V0, 0x0010 (SP)\nBNEZ           S2, Label17\nADDIU          S0, S0, 0x0001\nJ              Label18\nNOP            \nLabel13:\nLH             A0, 0x0018 (SP)\nLH             A1, 0x001A (SP)\nLH             A2, 0x001C (SP)\nJAL            0x8008D07C\nLH             A3, 0x001E (SP)\nLabel18:\nLUI            A0, 0x8010\nLH             A0, 0x9052 (A0)\nADDU           A1, R0, R0\nJAL            0x8008BB48\nADDIU          A2, R0, 0x0001\nLW             RA, 0x0038 (SP)\nLW             S3, 0x0034 (SP)\nLW             S2, 0x0030 (SP)\nLW             S1, 0x002C (SP)\nLW             S0, 0x0028 (SP)\nJR             RA\nADDIU          SP, SP, 0x40"},"Buy Axe":{"language":0,"code":"; NAME: Buy Axe\n; GAMES: MP2_USA\n; EXECUTION: Direct\n; PARAM: Space|Shop\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\n\n; This code is designed to allow you to choose to throw away your\n; Skeleton Key. Set it Before Dice Roll to allow the player to\n; throw away their Skeleton Key before they roll.\n\n; S0 = Current Player Struct\n; S1 = Prompt Choice\n\n;===Rotate Toward MagicShow===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotateCharacterModel\nLI A2 Shop ; Face MagicShow\n\n;===Check for Skeleton Key===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\nLBU T0 0x18(S0) ; Load item value into T0 from offset of player struct\nLI T1 0x01 ; Load Skeleton Key item index into T1\nBEQ T0 T1 NoSpace ; If item is not Skeleton Key, go to exit\nNOP\n\nPrompt:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x5 ; Character image (-1 for none, 20 is for Key)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(Prompt)\nADDIU A1 A1 lo(Prompt) ; This loads \"SkeletonKeyPrompt\" into the Textbox\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\n; Get the selection, either from the player or CPU.\nJAL WaitOnCursor \nNOP\n\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x80056144\nNOP\nJAL 0x80056168\nNOP\n\nBEQZ S1 yes\nNOP\nLI T0 1\nBEQ S1 T0 exit\nNOP\n; JAL ViewBoardMap ...but the func has not been found yet\n; NOP\n; J Prompt\n; NOP\n\nyes:\nJAL GetCurrentPlayerIndex\nNOP\nMOVE A0 V0\nJAL AdjustPlayerCoinsGradual\nLI A1 -5\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE A0 V0\nJAL ShowPlayerCoinChange\nLI A1 -5\n\nJAL SleepProcess\nLI A0 30\n\nLI T0 0x01 ; Load \"no item\" value into T0\nSB T0 0x18(S0) ; Store \"no item\" value into item slot as offset of struct\n\nJAL HappyVoice\nMOVE A0 S0\n\nJ exit\nNOP\n\nNoSpace:\nLUI A0 hi(NoSpaceMsg)\nADDIU A0 A0 lo(NoSpaceMsg)\nJAL CallMessage\nLI A1 0\n\nexit:\nLW RA 44(SP)\nLW S0 40(SP)\nLW S1 36(SP)\nJR RA\nADDIU SP SP 48\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Message Address\n; A1 = String #1\n\nMOVE A2 A1 ; Copy A1 to A2\nMOVE A1 A0 ; Copy A0 to A1\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x5 ; Character image (-1 for none, 0x7 for Boo)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nJAL ShowMessage\nLI A3 0\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x80056168\nNOP\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Play Happy Voice and Animation===\n.align 4\nHappyVoice:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Current Player Struct\n\nLBU A0 0x4(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x103 ; Add character value to Mario's happy voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x103 = Happy Voice\n\n;===Play Happy Animation===\nLI A0 -1 ; Set current player\nLI A1 5 ; Set joy animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 40 ; Wait 40 frames for animation\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n;===Message Text===\n.align 16\nPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Wanna buy an\"\n.byte 0x06\n.ascii \" axe\"\n.byte 0x08\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes please\"\n.byte 0x1A,0x1A ; Tabs\n.byte 0x29,0x3E ; Coin icon, Multiply (x)\n.ascii \" 5\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"No thanks\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nNoSpaceMsg:\n.byte 0x1A,0x1A,0x1A,0x1A\n.ascii \"You already have an axe\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to continue\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n\n;===Mini Func to Get Prompt Choice===\n.align 8\nWaitOnCursor:\nADDIU          SP, SP, -0x40\nSW             RA, 0x0038 (SP)\nSW             S3, 0x0034 (SP)\nSW             S2, 0x0030 (SP)\nSW             S1, 0x002C (SP)\nSW             S0, 0x0028 (SP)\nADDU           S2, R0, R0\nLUI            A1, 0x8011\nADDIU          A1, A1, 0x3590\nLWL            V0, 0x0000 (A1)\nLWR            V0, 0x0003 (A1)\nSWL            V0, 0x0020 (SP)\nSWR            V0, 0x0023 (SP)\nADDU           S1, R0, R0\nADDIU          S3, SP, 0x0018\nLabel12:\nLUI            V0, 0x8010\nLH             V0, 0x93C6 (V0)\nBNE            S1, V0, Label1\nSLL            V0, S1, 1\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nADDU           V0, V0, S1\nSLL            V1, V0, 2\nLUI            V0, 0x8010\nADDU           V0, V0, V1\nLHU            V0, 0xD2C6 (V0)\nANDI           V0, V0, 0x0001\nBEQZ           V0, Label2\nSLL            S0, S1, 1\nLUI            V0, 0x8010\nADDU           V0, V0, V1\nLH             V0, 0xD2C8 (V0)\nSLTI           V0, V0, 0x0019\nBNEZ           V0, Label3\nADDIU          S2, R0, 0x0002\nLUI            V1, 0x8010\nLH             V1, 0x8CE4 (V1)\nADDIU          V0, R0, 0x0001\nBEQ            V1, V0, Label4\nSLTI           V0, V1, 0x0002\nBEQL          V0, r0, Label5\nADDIU          V0, R0, 0x0002\nBEQZ           V1, Label6\nSLL            V0, S1, 1\nJ              Label7\nNOP            \nLabel5:\nBEQ            V1, V0, Label8\nSLL            V0, S1, 1\nJ              Label7\nNOP           \nLabel6: \nLUI            A0, 0x8011\nJ              Label9\nADDIU          A0, A0, 0x2780\nLabel4:\nLUI            A0, 0x8011\nJ              Label9\nADDIU          A0, A0, 0x27A4\nLabel8:\nLUI            A0, 0x8011\nADDIU          A0, A0, 0x27C8\nLabel9:\nJAL            0x80044800\nNOP            \nSLL            V0, V0, 16\nSRA            V0, V0, 16\nADDIU          S2, V0, 0x0001\nLabel3:\nSLL            V0, S1, 1\nLabel7:\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nLUI            AT, 0x8010\nADDU           AT, AT, V0\nLBU            V0, 0xD2C3 (AT)\nSLL            V0, V0, 1\nADDU           V0, V0, S3\nADDIU          V1, R0, 0x0400\nJ              Label10\nSH             V1, 0x0000 (V0)\nLabel2:\nADDU           S0, S0, S1\nSLL            S0, S0, 2\nADDU           S0, S0, S1\nSLL            S0, S0, 2\nLUI            V0, 0x8010\nADDU           V0, V0, S0\nLBU            V0, 0xD2C3 (V0)\nADDU           V0, SP, V0\nLUI            A0, 0x8010\nLH             A0, 0x9052 (A0)\nLBU            A1, 0x0020 (V0)\nJAL            0x8008D59C\nADDIU          S1, S1, 0x0001\nLUI            V0, 0x8010\nADDU           V0, V0, S0\nLBU            V0, 0xD2C3 (V0)\nSLL            V0, V0, 1\nADDU           V0, V0, S3\nADDIU          V1, R0, 0xFFFF\nJ              Label11\nSH             V1, 0x0000 (V0)\nLabel1:\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nADDU           V0, V0, S1\nSLL            V0, V0, 2\nLUI            AT, 0x8010\nADDU           AT, AT, V0\nLBU            V0, 0xD2C3 (AT)\nSLL            V0, V0, 1\nADDU           V0, V0, S3\nSH             R0, 0x0000 (V0)\nLabel10:\nADDIU          S1, S1, 0x0001\nLabel11:\nSLTI           V0, S1, 0x0004\nBNEZ           V0, Label12\nNOP            \nBEQZ           S2, Label13\nADDIU          A1, R0, 0x0002\nLUI            A0, 0x8010\nLH             A0, 0x9052 (A0)\nJAL            0x80089284\nADDIU          A2, R0, 0x0002\nADDU           S0, R0, R0\nADDIU          S1, SP, 0x0018\nLabel17:\nADDIU          S2, S2, 0xFFFF\nBNEZ           S2, Label14\nNOP            \nLUI            V1, 0x8010\nLH             V1, 0x93C6 (V1)\nSLL            V0, V1, 1\nADDU           V0, V0, V1\nSLL            V0, V0, 2\nADDU           V0, V0, V1\nSLL            V0, V0, 2\nLUI            AT, 0x8010\nADDU           AT, AT, V0\nLBU            V0, 0xD2C3 (AT)\nSLL            V0, V0, 1\nADDU           V0, V0, S1\nADDIU          V1, R0, 0x8000\nSH             V1, 0x0000 (V0)\nLabel14:\nBNEZ           S0, Label15\nADDIU          V0, R0, 0x0010\nJAL            0x80057718\nNOP            \nLH             A0, 0x0018 (SP)\nLH             A1, 0x001A (SP)\nLH             A2, 0x001C (SP)\nLH             A3, 0x001E (SP)\nJ              Label16\nANDI           V0, V0, 0x00FF\nLabel15:\nLH             A0, 0x0018 (SP)\nLH             A1, 0x001A (SP)\nLH             A2, 0x001C (SP)\nLH             A3, 0x001E (SP)\nLabel16:\nJAL            0x8008CFD0\nSW             V0, 0x0010 (SP)\nBNEZ           S2, Label17\nADDIU          S0, S0, 0x0001\nJ              Label18\nNOP            \nLabel13:\nLH             A0, 0x0018 (SP)\nLH             A1, 0x001A (SP)\nLH             A2, 0x001C (SP)\nJAL            0x8008D07C\nLH             A3, 0x001E (SP)\nLabel18:\nLUI            A0, 0x8010\nLH             A0, 0x9052 (A0)\nADDU           A1, R0, R0\nJAL            0x8008BB48\nADDIU          A2, R0, 0x0001\nLW             RA, 0x0038 (SP)\nLW             S3, 0x0034 (SP)\nLW             S2, 0x0030 (SP)\nLW             S1, 0x002C (SP)\nLW             S0, 0x0028 (SP)\nJR             RA\nADDIU          SP, SP, 0x40"}},"audioType":0,"bg":{"width":1152,"height":864,"src":"data:image/png;base64,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","fov":3,"scaleFactor":0.1,"cameraEyePosX":0,"cameraEyePosY":1570,"cameraEyePosZ":1577,"lookatPointX":0,"lookatPointY":0,"lookatPointZ":0},"animbg":["data:image/png;base64,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","largescene":"data:image/png;base64,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"},"audioIndex":11,"boardevents":[{"id":"Skeleton 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