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Koopa (MP3) v2.1":{"language":0,"code":"; NAME: Visit Koopa (MP3) v2.1\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|KoopaSpace\n; PARAM: Boolean|KoopaKard\n; PARAM: Number|KoopaKardCoins\n\n; This code is designed to mimic the \"Visit Koopa\" event from MP1.\n; Koopa gives 10 coins upon passing/landing, or 20 coins during the\n; Last 5 Turns. Use in conjunction with the \"Model View Koopa\" event\n; to actively load the Koopa model on the board! The parameter\n; \"KoopaSpace\" is the space the player will face during the event,\n; which should also be where Koopa is standing.\n\n; Set the parameter \"KoopaKard\" to \"true\" if you want Koopa to check\n; for a Koopa Kard in the player's inventory and exchange any for\n; coins. The number of coins is decided by the parameter\n; \"KoopaKardCoins\".\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\nSW S1 28(SP)\n\n; S0 = Current Player Struct\n; S1 = Coins to Gain\n\n;===Hide Dice Roll===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\nJAL 0x800DBEC0 ; HideDiceRoll\nLBU A0 0x1D(S0) ; Pass current player index on A0\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate Toward KoopaSpace===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotatePlayerModel\nLI A2 KoopaSpace ; Face KoopaSpace\n\n;===Check Turn Count===\nLUI T0 hi(total_turns)\nADDIU T0 T0 lo(total_turns)\nLBU T1 0(T0) ; Load total turns into T1\nLBU T0 1(T0) ; Load current turn into T0\n\nSUBU T2 T1 T0 ; Subtract current turn from total turns\nSLTI T3 T2 5 ; If T2 < 5, in the last 5 turns, T3 = 1\nBNEZ T3 LastTurns ; If T3 = 1, go to LastTurns\nNOP\n\n;===Koopa Message===\nLI A0 0 ; No string\nLUI A1 hi(KoopaMessage)\nJAL CallMessage\nADDIU A1 A1 lo(KoopaMessage) ; Display KoopaMessage\n\nJ GetCoins\nLI S1 10 ; Get 10 coins\n\n;===Last 5 Turns Message===\nLastTurns:\nLI A0 0 ; No string\nLUI A1 hi(LastTurnsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(LastTurnsMessage) ; Display LastTurnsMessage\n\nLI S1 20 ; Get 20 coins\n\n;===Get Coins===\nGetCoins:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S1 ; Gain coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nMOVE A1 S1 ; Gain coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\nJAL HappyVoice\nMOVE A0 S0 ; Pass current player struct on A0\n\n;===Check for Koopa Kards===\nLI T0 KoopaKard\nBEQZ T0 exit ; If KoopaKard is OFF, exit\nNOP\n; else, check for Koopa Kards\n\nLI S1 0 ; Reset bonus to 0\nKoopaKardLoop:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL PlayerHasItem\nLI A1 0x0F ; Check for Koopa Kard\n\nBLTZ V0 CheckKards ; If no Koopa Kard, check Koopa Kards\nNOP\nADDU T0 S0 V0 ; Add item slot offset to player struct\nLI T1 0xFF ; No item index\nSB T1 0x18(T0) ; Store no item into item slot offset of player struct\nJ KoopaKardLoop\nADDIU S1 S1 KoopaKardCoins ; Add coins bonus per Koopa Kard\n\nCheckKards:\nBEQZ S1 exit ; If no Koopa Kards found, exit\nNOP\n; else, player has 1 or more Koopa Kards\n\n;===Prepare Koopa Kard Message===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Parse destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String formatter\nJAL sprintf\nMOVE A2 S1 ; Convert coins to text string\n\n;===Koopa Kard Message===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; String #1 (Coins to Gain)\nLUI A1 hi(KoopaKardMessage)\nJAL CallMessage\nADDIU A1 A1 lo(KoopaKardMessage) ; Display KoopaKardMessage\n\n;===Remove Koopa Kards from HUD===\nJAL FixUpPlayerItemSlots\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL FixUpPlayerItemSlots\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL RefreshHUD\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\n\nJ GetCoins ; Get coins\nNOP\n\nexit:\nJAL 0x800DB884 ; ShowDiceRoll\nLBU A0 0x1D(S0) ; Pass current player index on A0\n\nJAL SleepProcess\nLI A0 10 ; Wait 10 frames for dice roll to show\n\nLW RA 36(SP)\nLW S0 32(SP)\nLW S1 28(SP)\nJR RA\nADDIU SP SP 40\n\n;===Prep for Displaying Coin String===\n.align 16\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\n.align 16\nCoinString:\n.fill 8\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\nSW S1 28(SP)\n\n; A0 / S0 = String #1\n; A1 / S1 = Message Address\n\nMOVE S0 A0 ; Copy A0 to S0\nMOVE S1 A1 ; Copy A1 to S1\n\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x2 ; Character image (-1 for none, 0x2 for Koopa)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nMOVE A1 S1 ; Pass message address on A1\nMOVE A2 S0 ; Pass String #1 on A2\nJAL ShowMessage\nLI A3 0\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 36(SP)\nLW S0 32(SP)\nLW S1 28(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Play Happy Voice and Animation===\n.align 4\nHappyVoice:\nADDIU SP SP -32\nSW RA 28(SP)\n\n; A0 = Current Player Struct\n\nLBU A0 3(A0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x2BE ; Add character value to Mario's happy voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice\n\nLI A0 -1 ; Set current player\nLI A1 5 ; Set joy animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 40 ; Wait 40 frames for animation\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Message Text===\n.align 16\nKoopaMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Nice work\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Take this\"\n.byte 0x06 ; Blue font\n.ascii \" 10 Coin\"\n.byte 0x08 ; White font\n.ascii \" Bonus\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Use it wisely\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nLastTurnsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Nice work\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Take this\"\n.byte 0x06 ; Blue font\n.ascii \" 20 Coin\"\n.byte 0x08 ; White font\n.ascii \" Bonus\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Just a little bit longer\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nKoopaKardMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Do I spy a shiny\"\n.byte 0x07 ; Yellow font\n.ascii \" Koopa Kard\"\n.byte 0x08,0xC3 ; White font, Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Let me take that off your hands\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Of course\"\n.byte 0x82 ; Comma (,)\n.ascii \" you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll be compensated\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Take this \"\n.byte 0x06,0x11 ; Blue font, String #1 stored on A2 (CoinString)\n.ascii \" Coin\"\n.byte 0x08 ; White font\n.ascii \" Bonus\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black font\n; .byte 0x03 ; Red font\n; .byte 0x04 ; Purple font\n; .byte 0x05 ; Green font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow font\n; .byte 0x08 ; White font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation mark (!)\n; .byte 0xC3 ; Question mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; Minus (-)\n; .byte 0x3E ; Multiply (x)\n; .byte 0xFF,0 ; Wait, press A to confirm\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image"},"Paid Fly Guy Flight Service":{"language":0,"code":"; NAME: Paid Fly Guy Flight Service\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Destination\n; PARAM: Space|PreviousSpace\n; PARAM: Space|NextSpace\n; PARAM: Space|SpaceDirection\n; PARAM: Boolean|EverdriveCompatibility\n; PARAM: +Number|Price\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S2 72(SP) ;Holds choice for window\nSW S1 68(SP) ;Has current player\nSW S0 64(SP) ;Holds various values\n\n;===============================================================\n;Code by Spongyoshi made originally for FixedFun\n;Call unto your space the opponent of your choice\n;Choose yourself to cancel it, Choose Your Choice for a random one\n;Edited from Airsola's Amazing Assembly!!\n;Feel free to use for your own boards!!\n;Destination should be the current space\n;PreviousSpace should be the space before the current space\n;NextSpace should be the space after the current space\n;SpaceDirection should be where the player looks at during the event\n;Price is the Price to pay for this service\n;===============================================================\n\n;===Set Player Idle Animation===\nLI A0 -1 ; Load Current Player Index\nLI A1 -1 ; Set player's idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Rotate Player Model Towards Space===\nLI A0 -1 ; Load Current Player Index\nLI A1 10 ; Frames it takes to turn\nJAL 0x800ED20C ; RotatePlayerModel function\nLI A2 SpaceDirection ; Space Index to face towards\n\nJAL PlaySound \nLI A0 0x2A5 ; Shy Guy Voice Index\n\n;BEING CHECKING PLAYER FOR NECESSARY COINS============================\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S1 V0 ; Copied Current Player Index to S1\nMOVE A0 S1 ; Copied Current Player Index to A0\nJAL PlayerHasCoins ; Checks if Player has A1's amount of Coins\nLI A1 Price ; Amount of coins to check for\nBEQ V0 R0 NotEnoughCoins ; If insufficient funds, branch\nNOP\n;END CHECKING PLAYER FOR NECESSARY COINS==============================\n\n;BEGIN LOADING STRING VALUES FOR PROMPT===============================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc) ; Parse Destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String Format\nJAL sprintf\nLI A2 Price ; Convert Price into string\n;END LOADING STRING VALUES FOR PROMPT=================================\nReload:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0xA ; Character image (Game Guy)\nLUI A1 hi(First_Prompt)\nADDIU A1 A1 lo(First_Prompt)\nLI A2 0\nLUI A3 hi(coin_string_loc)\nADDIU A3 A3 lo(coin_string_loc) ; Pass Price to A3\nJAL 0x800EC8EC ; ShowMessage\nNOP\n\n; Get the selection, either from the player or CPU.\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S3 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the outcome based on the choice.\nLI A0 0\nBEQ S0 A0 yes\nNOP\nLI A0 1\nBEQ S0 A0 Declined\nNOP\nLI A0 2\nBEQ S0 A0 viewmap\nNOP\n\n;WINDOW START\nComeBack:\nJAL GetPlayerCharacterString ; V0 for P1's Character String\nNOP\n\nSW V1 16(SP) ; A4\nSW T2 20(SP) ; A5\nSW T0 24(SP) ; A6\nLI A0 0xA ; Character image (Game Guy)\nLUI A1 hi(Main_Prompt)\nADDIU A1 A1 lo(Main_Prompt)\nMOVE A2 V0\nJAL ShowMessage\nLI A3 0\n; Get the selection, either from the player or CPU.\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 0\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\n; Change the outcome based on the choice.\nBEQ S0 R0 Player1Select\nNOP\nLI T0 1\nBEQ S0 T0 Player2Select\nNOP\nLI T0 2\nBEQ S0 T0 Player3Select\nNOP\nLI T0 3\nBEQ S0 T0 Player4Select\nNOP\nLI T0 4\nBEQ S0 T0 PlayerRandomSelect\nNOP\nJ view_map\nNOP\n;WINDOW END\n\nview_map:\nJAL ViewBoardMap\nNOP\nJ ComeBack\nNOP\n\nviewmap:\nJAL ViewBoardMap\nNOP\nJ Reload\nNOP\n\n;YES RESULTS START\nyes:\nLI S0 Price\n\nMOVE A0 S1 ; Current Player's Index moved to A0\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nSUBU A1 R0 S0 ; Amount to pay\n\nMOVE A0 S1 ; Current Player's Index moved to A0\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nSUBU A1 R0 S0 ; Amount to display\n\nJAL SleepProcess ; Sleeps for 30 frames\nADDIU A0 R0 30\n\nJ ComeBack\nNOP\n;YES RESULTS END\n\n;DECLINED WINDOW START\nDeclined:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0xA ; Character image (Game Guy)\nLUI A1 hi(Refusal_Message)\nADDIU A1 A1 lo(Refusal_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n;DECLINED WINDOW END\n\n;JOKE WINDOW START\nJokeWindow:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0xA ; Character image (Game Guy)\nLUI A1 hi(Joke_Message)\nADDIU A1 A1 lo(Joke_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n;JOKE WINDOW END\n\n;PLAYER RANDOM SELECT START;\nPlayerRandomSelect:\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 90 ; Is the number less than 90?\nBNE S0 R0 Player1Test\nNOP\n\nSLTI S0 V0 180 ; Is the number less than 180?\nBNE S0 R0 Player2Test\nNOP\n\nJ Player3Test\nNOP\n;PLAYER RANDOM SELECT END;\n\n;PLAYER TEST SELECT START;\nPlayer1Test:\nLI S2 0 ;give P1 index\nBEQ S2 S1 Player4Select ;if P1 index = current player, pick P4's\nNOP\nJ Player1Select ;if not, select P1\nNOP\n\nPlayer2Test:\nLI S2 1 ;give P2 index\nBEQ S2 S1 Player4Select ;if P2 index = current player, pick P4's\nNOP\nJ Player2Select ;if not, select P2\nNOP\n\nPlayer3Test:\nLI S2 2 ;give P3 index\nBEQ S2 S1 Player4Select ;if P3 index = current player, pick P4's\nNOP\nJ Player3Select ;if not, select P3\nNOP\n;PLAYER TEST SELECT END;\n\n;CHARACTER SELECT START;\nPlayer1Select:\nLI S2 0 ;give P1 index\nBEQ S2 S1 JokeWindow ;if P1 index = current player, cancel\nNOP\nJ WarpStart ;if not, start warp!\nNOP\nPlayer2Select:\nLI S2 1 ;give P2 index\nBEQ S2 S1 JokeWindow ;if P2 index = current player, cancel\nNOP\nJ WarpStart ;if not, start warp!\nNOP\nPlayer3Select:\nLI S2 2 ;give P3 index\nBEQ S2 S1 JokeWindow ;if P3 index = current player, cancel\nNOP\nJ WarpStart ;if not, start warp!\nNOP\nPlayer4Select:\nLI S2 3 ;give P4 index\nBEQ S2 S1 JokeWindow ;if P4 index = current player, cancel\nNOP ;if not, start warp!\n;CHARACTER SELECT END;\n\n;WARP START\nWarpStart:\nLI A0 2 ; Star Fade-out \nJAL InitFadeOut\nLI A1 10 ; Fade Out for 10 Frames\n\nJAL SleepProcess\nLI A0 10 ; Sleep 10 Frames\n\nMOVE A0 S2 ; Assigns Player Index to A0\nLI A1 Destination_chain_index ; Assigns Chain Index to A1\nJAL SetPlayerOntoChain\nLI A2 Destination_chain_space_index ; Assigns Space Index to A2\n\nMOVE A0 S2 ; Assigns Player Index to A0\nLI A1 PreviousSpace_chain_index ; Assigns Chain Index to A1\nJAL SetPrevChainAndSpace\nLI A2 PreviousSpace_chain_space_index ; Assigns Space Index to A2\n\nMOVE A0 S2 ; Assigns Player Index to A0\nLI A1 NextSpace_chain_index ; Assigns Chain Index to A1\nJAL SetNextChainAndSpace\nLI A2 NextSpace_chain_space_index ; Assigns Space Index to A2\n\nJAL GetPlayerStruct ; Player Struct at V0\nMOVE A0 S2 ; Selected Player\nMOVE S0 V0\n\nLI A0 Destination_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nLI A1 Destination_chain_space_index\n\nLI S1 EverdriveCompatibility\nBNE S1 R0 EverdriveSkip ; if yes, skip\nNOP ; If not, keep going\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nADDIU V0 V0 8 ; This gets the X pos of the space\nLW V1 0(V0) \nMOVE T0 V1 ; Copy to T0\n\nADDIU V0 V0 8 ; This gets the Y pos of the space\nLW V1 0(V0)\nMOVE T1 V1 ; Copy to T1\n\nLI T2 0x41200000 ; Float value for 10?\nMTC1 T2 F0 ; Move Float to F1?\nMTC1 T1 F1 ; Move Space Y Pos float to F1?\nADD.S F0 F0 F1 ; Add the floats for maximum floatiness\nMFC1 T1 F0 ; Move total to T1?\n\nLW V1 0x24(S0) ; Load Offset 24 into V1\nADDIU V1 V1 0xC ; Add 0xC to get current player's X Coords\nSW T0 0(V1) \n\nADDIU V1 V1 8 ; This should load current player's Y Coords\nSW T1 0(V1)\n;WARP END\n\n;EFFECTS START;\nEverdriveSkip:\nJAL PlaySound \nLI A0 0x1FD ; Flight Sound Index\n\nJAL SleepProcess\nLI A0 40 ; Sleep 40 Frames\n\nLI A0 2 ; Star Fade-in \nJAL InitFadeIn\nLI A1 10 ; Fade In for 10 Frames\n;EFFECTS END;\n\n;FINAL WINDOW START\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0xA ; Character image (Game Guy)\nLUI A1 hi(Warp_Message)\nADDIU A1 A1 lo(Warp_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ exit\nNOP\n;FINAL WINDOW END\n\n;FINAL WINDOW START\nNotEnoughCoins:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0xA ; Character image (Game Guy)\nLUI A1 hi(No_Message)\nADDIU A1 A1 lo(No_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;FINAL WINDOW END\n\nexit:\nLW S0 64(SP)\nLW S1 68(SP)\nLW S2 72(SP)\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 4\nGetPlayerCharacterString:\nADDIU SP SP -40\nSW RA 36(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLBU T0 0(T1)\nADDIU V0 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 2's Character Address\nLBU T0 0(T1)\nADDIU V1 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 3's Character Address\nLBU T0 0(T1)\nADDIU T2 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 4's Character Address\nLBU T0 0(T1)\nADDIU T0 T0 0x1C00 ; MARIO String\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n percent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n \n D_8011D308:\n.word 0x00000000\n\n.align 16\nMain_Prompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Who should I bring here\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.byte 0x0C ; Start option\n.byte 0x11 ; String #1\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x13 ; String #3\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x14 ; String #4\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x15 ; String #5\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Your Choice\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nFirst_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Hello\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m \"\n.byte 0x06 ; Blue font\n.ascii \"Fly Guy\"\n.byte 0x08 ; White Font\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.ascii \"I can bring here another\"\n.byte 0x06 ; Blue font\n.ascii \" player\"\n.byte 0x08 ; White Font\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.ascii \"Would you need my services\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x0A ; Newlines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"Yes \"\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" \"\n.byte 0x12 ; Price\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"No\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nRefusal_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" really\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.ascii \"Ok\"\n.byte 0x82 ; Comma (,)\n.ascii \" see you later\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nJoke_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"That\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \" doesn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t make any sense\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.ascii \"You know what\"\n.byte 0xC3 ; Question Mark (?)\n.ascii \" Forget my offer\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nWarp_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"My job here is done\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.ascii \"Good luck\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNo_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m very sorry to say\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.ascii \"But you do not have enough coins\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAILogic:\nLI S0 Price ; Gives the price to S0\nMOVE A0 S1 ; Copy Current Player Index to A0\nADDIU A1 S0 20 ; Add 20 to the price to see if the AI buys it\nJAL PlayerHasCoins ; Checks if Player has the minimum Coins \nNOP\n\nBNE V0 R0 PickDeal ; If the player has the Coins, Deal\nNOP\n\nJ PickNoDeal ; Else, No Deal\nNOP\n\nPickDeal:\nLI S3 0\nJ AISelect\nNOP\n\nPickNoDeal:\nLI S3 1\nJ AISelect\nNOP"},"Chance Time EX":{"language":0,"code":"; NAME: Chance Time EX\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|SpaceToFace\n\nADDIU SP SP -104\nSW RA 100(SP)\nSW S0 68(SP)\nSW S1 72(SP)\nSW S2 76(SP)\nSW S3 80(SP)\nSW S4 84(SP) ; Model Pointer\nSW S5 88(SP) ; Giver Index\nSW S6 92(SP) ; Receiver Index\nSW S7 96(SP) ; Event Index\n\n\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLI A0 -1 ; Current Player's Index\nLI A1 8 ; Frames it takes to turn\nLI A2 SpaceToFace\nJAL 0x800ED20C ; RotatePlayerModel\nNOP\n\nJAL SleepProcess\nLI A0 8\n\nLI A0 5\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\nJAL PlayMusic\nLI A0 66 ; Chance Time Music Index\n\nJAL SleepProcess\nLI A0 15\n\nJAL PlaySound\nLI A0 0x248 ; Crowd Cheering\n\nJAL SleepProcess\nLI A0 45\n\n; S0 = ModelSpaceData\n; S1 = ModelDataFromPointer\n\n; ==GET MODEL SPACE DATA==\nLI A0 SpaceToFace\nJAL GetSpaceData\nNOP\nMOVE S0 V0\n\n; ==GET MODEL DATA FROM POINTER==\nLI A0 27 ; Toad Model\nJAL 0x800D90C8\nLI A1 0\n\nMOVE S4 V0 ; Copy to S4\n\n; ==PUT MODEL ON SPACE==\nMOVE A1 S0\nADDIU A1 A1 8\nMOVE A0 V0\nADDIU A0 A0 12 \nJAL 0x80089A20 ; SetModelOnBoard\nNOP\n\nLI A0 5\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\n\nLI S5 15 ; Giver Index\nLI S6 15 ; Receiver Index\nLI S7 15 ; Chance Time Event\n\nJAL PlaySound\nLI A0 0x298 ; Toad: Yooo!\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Greeting_Message)\nADDIU A1 A1 lo(Greeting_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nPROMPT:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Introduction_Prompt)\nADDIU A1 A1 lo(Introduction_Prompt)\nLI A2 0\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 chosen option index\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nLI A0 0\nBEQ S0 A0 giver\nNOP\nLI A0 1\nBEQ S0 A0 receiver\nNOP\nLI A0 2\nBEQ S0 A0 event\nNOP\nLI A0 3\nBEQ S0 A0 determinegiver\nNOP\n\nJAL ViewBoardMap\nNOP\nJ PROMPT\nNOP\n\n\ngiver:\nJAL GetPlayerCharacterString ; V0 for P1's Character String\nNOP\n\nSW V1 16(SP) ; A4\nSW T2 20(SP) ; A5\nSW T0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Giver_Prompt)\nADDIU A1 A1 lo(Giver_Prompt)\nMOVE A2 V0\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 S5 V0 ; S5 now has the giver index\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nLI A0 4\nBEQ S5 A0 PROMPT\nNOP\n\nJ determinereceiver\nNOP\n\n\n\nreceiver:\nJAL GetPlayerCharacterString ; V0 for P1's Character String\nNOP\n\nSW V1 16(SP) ; A4\nSW T2 20(SP) ; A5\nSW T0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Receiver_Prompt)\nADDIU A1 A1 lo(Receiver_Prompt)\nMOVE A2 V0\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 S6 V0 ; S0 now has the receiver index\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nLI A0 4\nBEQ S6 A0 PROMPT\nNOP\n\nJ determinegiver\nNOP\n\n\nevent:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 3 ; Character image (Toad)\nLUI A1 hi(Event_Prompt)\nADDIU A1 A1 lo(Event_Prompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL AIChoiceEvent ; AI's Choice at V0\nNOP\n\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; A1 now has the AI's decision\nMOVE S7 V0 ; S0 now has the receiver index\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nLI A0 9\nBEQ S7 A0 PROMPT\nNOP\n\n\ndeterminegiver:\nBEQ S7 R0 determineparticipant_1\nNOP\nLI T0 3\nBEQ S7 T0 determineparticipant_1\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineGiver_Message)\nADDIU A1 A1 lo(DetermineGiver_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n \nJ giverloop\nNOP\n\ndetermineparticipant_1:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineParticipant1_Message)\nADDIU A1 A1 lo(DetermineParticipant1_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\n\ngiverloop:\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nLI T0 4\nDIVU V0 T0\nMFHI S5\n\nBEQ S5 S6 giverloop\nNOP\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S5\nJAL GetSelectedPlayerCharacterString\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(AnnounceGiver_Message)\nADDIU A1 A1 lo(AnnounceGiver_Message)\nMOVE A2 V0 ; Copy Selected Character's Name to A2\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\n\ndeterminereceiver:\nLI T0 15\nBNE S6 T0 determineevent\nNOP\nBEQ S7 R0 determineparticipant_2\nNOP\nLI T0 3\nBEQ S7 T0 determineparticipant_2\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineReceiver_Message)\nADDIU A1 A1 lo(DetermineReceiver_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\nJ receiverloop\nNOP\n\ndetermineparticipant_2:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineParticipant2_Message)\nADDIU A1 A1 lo(DetermineParticipant2_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\n\nreceiverloop:\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nLI T0 4\nDIVU V0 T0\nMFHI S6\n\nBEQ S6 S5 receiverloop\nNOP\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S6\nJAL GetSelectedPlayerCharacterString\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(AnnounceReceiver_Message)\nADDIU A1 A1 lo(AnnounceReceiver_Message)\nMOVE A2 V0 ; Copy Selected Character's Name to A2\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\n\n\ndetermineevent:\nLI T0 0 ; Swap Stars Index\nBEQ S7 T0 SwapStars_2\nNOP\nLI S3 2 \nLI T0 1 ; 2 Stars Index\nBEQ S7 T0 LoseStars\nNOP\nLI S3 1\nLI T0 2 ; 1 Star Index\nBEQ S7 T0 LoseStars\nNOP\nLI T0 3 ; Swap Coins Index\nBEQ S7 T0 SwapCoins_2\nNOP\nLI S3 40\nLI T0 4 ; 40 Coin Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 30\nLI T0 5 ; 30 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 20\nLI T0 6 ; 20 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 10\nLI T0 7 ; 10 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 1\nLI T0 8 ; 1 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineEvent_Message)\nADDIU A1 A1 lo(DetermineEvent_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nSLTI T0 V0 19\nNOP\nBNE T0 R0 SwapStars\nNOP\nSLTI T0 V0 38\nNOP\nBNE T0 R0 TwoStars\nNOP\nSLTI T0 V0 78\nNOP\nBNE T0 R0 OneStar\nNOP\nSLTI T0 V0 97\nNOP\nBNE T0 R0 SwapCoins\nNOP\nSLTI T0 V0 116\nNOP\nBNE T0 R0 FortyCoins\nNOP\nSLTI T0 V0 136\nNOP\nBNE T0 R0 ThirtyCoins\nNOP\nSLTI T0 V0 176\nNOP\nBNE T0 R0 TwentyCoins\nNOP\nSLTI T0 V0 216\nNOP\nBNE T0 R0 TenCoins\nNOP\nJ OneCoin\nNOP\n\nSwapStars:\nLUI S0 hi(AnnounceSwapStars_Message)\nADDIU S0 S0 lo(AnnounceSwapStars_Message)\nLI S7 0 ; Swap Stars Index\nJ FinishMessage\nNOP\n\nTwoStars:\nLUI S0 hi(AnnounceTwoStars_Message)\nADDIU S0 S0 lo(AnnounceTwoStars_Message)\nLI S7 1 ; 2 Stars Index\nJ FinishMessage\nNOP\n\nOneStar:\nLUI S0 hi(AnnounceOneStar_Message)\nADDIU S0 S0 lo(AnnounceOneStar_Message)\nLI S7 2 ; 1 Star Index\nJ FinishMessage\nNOP\n\nSwapCoins:\nLUI S0 hi(AnnounceSwapCoins_Message)\nADDIU S0 S0 lo(AnnounceSwapCoins_Message)\nLI S7 3 ; Coin Swap Index\nJ FinishMessage\nNOP\n\nFortyCoins:\nLUI S0 hi(AnnounceFortyCoins_Message)\nADDIU S0 S0 lo(AnnounceFortyCoins_Message)\nLI S7 4 ; 40 Coins Index\nJ FinishMessage\nNOP\n\nThirtyCoins:\nLUI S0 hi(AnnounceThirtyCoins_Message)\nADDIU S0 S0 lo(AnnounceThirtyCoins_Message)\nLI S7 5 ; 30 Coins Index\nJ FinishMessage\nNOP\n\nTwentyCoins:\nLUI S0 hi(AnnounceTwentyCoins_Message)\nADDIU S0 S0 lo(AnnounceTwentyCoins_Message)\nLI S7 6 ; 20 Coins Index\nJ FinishMessage\nNOP\n\nTenCoins:\nLUI S0 hi(AnnounceTenCoins_Message)\nADDIU S0 S0 lo(AnnounceTenCoins_Message)\nLI S7 7 ; 10 Coins Index\nJ FinishMessage\nNOP\n\nOneCoin:\nLUI S0 hi(AnnounceOneCoin_Message)\nADDIU S0 S0 lo(AnnounceOneCoin_Message)\nLI S7 8 ; 1 Coin Index\n\nFinishMessage:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nMOVE A1 S0\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nJ determineevent\nNOP\n\n\n\nSwapStars_2:\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S0 T0 T2 ; Add results to get current Player's Stars address\nLBU S2 0(S0) ; Load the value address value of T0 into S2\n\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S6 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S1 T0 T2 ; Add results to get current Player's Stars address\nLBU S3 0(S1) ; Load the value address value of T0 into S2\n\nSB S2 0(S1)\nSB S3 0(S0)\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index?\n\nJAL SleepProcess\nLI A0 30\n\nJ goodbye\nNOP\n\nLoseStars:\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S0 T0 T2 ; Add results to get current Player's Stars address\nLBU S2 0(S0) ; Load the value address value of T0 into S2\n\nBEQ S2 R0 NoStars\nNOP\n\nSLT T0 S2 S3\nNOP\nBNE T0 R0 MissingStars\nNOP\n\ntakingthestars:\nSUBU T0 S2 S3\nSB T0 0(S0)\n\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S6 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S0 T0 T2 ; Add results to get current Player's Stars address\nLBU S2 0(S0) ; Load the value address value of T0 into S2\n\nADDU T0 S2 S3\nSB T0 0(S0)\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index?\n\nJAL SleepProcess\nLI A0 30\n\nJ goodbye\nNOP\n\nMissingStars:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(MissingStars_Message)\nADDIU A1 A1 lo(MissingStars_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nMOVE S3 S2\nJ takingthestars\nNOP\n\n\nNoStars:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(NoStars_Message)\nADDIU A1 A1 lo(NoStars_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n \nJ goodbye\nNOP\n\nSwapCoins_2:\nLUI T0 hi(p1_coins)\nADDIU T0 T0 lo(p1_coins) ; Load Player 1's Coins address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Coins address\nLHU S3 0(T0) ; Load the value address value of T0 into S3\n\nMOVE A0 S5 \nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S3\n\nLUI T0 hi(p1_coins)\nADDIU T0 T0 lo(p1_coins) ; Load Player 1's Coins address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S6 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Coins address\nLHU S2 0(T0) ; Load the value address value of T0 into S2\n\nMOVE A0 S6 \nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S2\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S5 \nJAL AdjustPlayerCoinsGradual\nMOVE A1 S2\n\nMOVE A0 S6\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S3\n\nJAL SleepProcess\nLI A0 30\nJ goodbye\nNOP\n\n\nLoseCoins:\nMOVE A0 S5\nJAL PlayerHasCoins\nLI A1 1\n\nBEQ V0 R0 NoCoins\nNOP\n\nMOVE A0 S5\nJAL PlayerHasCoins\nMOVE A1 S3\n\nBEQ V0 R0 MissingCoins\nNOP\n\ntakingthecoins:\nMOVE A0 S5 ; Take Coins from the Giver\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S3\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S6 ; Give Coins to the Receiver\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S3\n\nJAL SleepProcess\nLI A0 30\nJ goodbye\nNOP\n\n\nMissingCoins:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(MissingCoins_Message)\nADDIU A1 A1 lo(MissingCoins_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nLUI T0 hi(p1_coins)\nADDIU T0 T0 lo(p1_coins) ; Load Player 1's Coins address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Character address\nLHU S3 0(T0) ; Load the value address value of S0 into S2\n\nJ takingthecoins\nNOP\n\n\nNoCoins:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(NoCoins_Message)\nADDIU A1 A1 lo(NoCoins_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\ngoodbye:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Goodbye_Message)\nADDIU A1 A1 lo(Goodbye_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nLI A0 5\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 17\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJAL 0x800D9B54 ; Removes Toad from the board\nMOVE A0 S4 ; Toad Model Pointer\n\nLI A0 5\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\n\n\nexit:\nLW RA 100(SP)\nLW S0 68(SP)\nLW S1 72(SP)\nLW S2 76(SP)\nLW S3 80(SP)\nLW S4 84(SP)\nLW S5 88(SP)\nLW S6 92(SP)\nLW S7 96(SP)\nJR RA\nADDIU SP SP 104\n\nAIChoice:\nADDIU SP SP -64\nSW RA 60(SP)\n\nLI V0 0\n\nLW RA 60(SP)\nJR RA\nADDIU SP SP 64\n\n.align 4\nAIChoiceEvent:\nADDIU SP SP -56\nSW RA 52(SP)\n\nLI V0 0\n\nLW RA 52(SP)\nJR RA\nADDIU SP SP 56\n\n.align 4\nGetPlayerCharacterString:\nADDIU SP SP -40\nSW RA 36(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLBU T0 0(T1)\nADDIU V0 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 2's Character Address\nLBU T0 0(T1)\nADDIU V1 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 3's Character Address\nLBU T0 0(T1)\nADDIU T2 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 4's Character Address\nLBU T0 0(T1)\nADDIU T0 T0 0x1C00 ; MARIO String\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 4\nGetSelectedPlayerCharacterString:\n; A0 = Current Player's Index\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T0 hi(p1_char)\nADDIU T0 T0 lo(p1_char) ; Load Player 1's Character address\nLI T2 0x38 ; Distance between each player's addresses\nMULT A0 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Character address\nLBU T2 0(T0) ; Load the value address value of S0 into S2\n\nLI V0 0x1C00 ; Load value of MARIO string to T0\nADDU V0 T2 V0 ; Add T2 to the string value to obtain the character\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n\n\n.align 16\nGreeting_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to\"\n.byte 0x05 ; Green Font\n.ascii \" Chance Time EX\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"The exciting\"\n.ascii \"event everyone loves\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.byte 0x85,0x85,0x85 ; Period (.)\n.ascii \"Until they\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re on the giving end\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You may choose the\"\n.byte 0x03 ; Red Font\n.ascii \"giver\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" the\"\n.byte 0x0A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.byte 0x06 ; Blue font\n.ascii \" receiver\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" or the\"\n.byte 0x05 ; Green Font\n.ascii \"event\"\n.byte 0x08 ; White Font\n.ascii \" that will happen\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"The rest is up to lady luck\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Padding Picture\n.byte 0x0C ; Start option\n.ascii \"Select Giver\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Select Receiver\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Select Event\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"All Random\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nGiver_Prompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Who will be our unlucky donor\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.byte 0x0C ; Start option\n.byte 0x11 ; String #1\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x13 ; String #3\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x14 ; String #4\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x15 ; String #5\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Go back\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nReceiver_Prompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Who will be our lucky recipient\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.byte 0x0C ; Start option\n.byte 0x11 ; String #1\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x13 ; String #3\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x14 ; String #4\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x15 ; String #5\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Go back\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nEvent_Prompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"What will be today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s exciting\"\n.ascii \"event\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.byte 0x0C ; Start option\n.ascii \"Swap Stars\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"2 Stars\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"1 Star\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Swap Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"40 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"30 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"20 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"10 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"1 Coin\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Go Back\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nDetermineGiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"First\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"give out today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s amazing prize\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineParticipant1_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"First\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"be today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s first participant\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceGiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x11 ; String #1\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineReceiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Now\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"receive today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s amazing prize\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceReceiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x11 ; String #1\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineParticipant2_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Lastly\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"be today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s second participant\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineEvent_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Finally\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine what\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"will today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s\"\n.ascii \"event be\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceSwapStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Wow\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"It looks like you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re swapping stars\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceTwoStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"2 STARS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceOneStar_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"1 STAR\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceSwapCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh wow\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"It looks like you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re swapping coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceFortyCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"40 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceThirtyCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"30 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceTwentyCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"20 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceTenCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"10 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceOneCoin_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"1 WHOLE COIN\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have any coins\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Oh well\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMissingCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"At least it\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s something\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGoodbye_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s all for today\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Thank you for stopping by\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Until next time\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have any stars\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Oh well\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMissingStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough stars\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"At least it\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s something\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause"},"RandomShopItemsCurrentVer":{"language":0,"code":"; NAME: RandomShopItemsCurrentVer\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nMain:\nADDIU SP SP -0x80\nSW a0, 0x50 (sp)\nSW a1, 0x54 (sp)\nSW a2, 0x58 (sp)\nSW a3, 0x5C (sp)\nSW v0, 0x60 (sp)\nSW RA, 0x64 (sp)\nSW s1, 0x68 (sp)\nSW v1, 0x6C (sp)\nSW s0, 0x70 (sp)\nSW t0, 0x74 (sp)\n;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;\nJAL GetCurrentPlayerIndex\nNOP\nADD a0, v0, r0 ;move v0 to a0\nORI a1, r0, 0x0007 ;animation to set, still animation\nJAL SetBoardPlayerAnimation\nORI a2, r0, 0x0000\nORI a0, r0, 0xFFFF\nLUI a1, hi(WelcomeString) ;where string is\nADDIU a1, a1, lo(WelcomeString)\nADDU A2 R0 R0\nSW r0, 0x0010 (sp)\nSW r0, 0x0014 (sp)\nSW r0, 0x0018 (sp)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n;\nORI a0, r0, 0x0002\nJAL GetBasicPromptSelection\nORI a1, r0, 0x0000 ;AIs say yes to items\nADD s0, v0, r0 ;move v0 to s0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nADD v0, s0, r0 ;move s0 back to v0 (index chosen)\nBNEZ v0, endofmain\nNOP\n;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;\nJAL Get3UniqueItems\nNOP\nLUI s0, hi(ItemIDsChosen)\nJAL Sort3Numbers ;sort item IDs\nADDIU s0, s0, lo(ItemIDsChosen)\n;\nLUI s0, hi(ItemIDsChosen)\nJAL FixBooBell\nADDIU s0, s0, lo(ItemIDsChosen)\n;\nJAL GetItem1Data\nNOP\nJAL GetItem2Data\nNOP\nJAL GetItem3Data\nNOP\n;LUI s0, hi(ShopItemCost)\n;JAL Sort3Numbers ;sort item prices\n;ADDIU s0, s0, lo(ShopItemCost)\n;\n;\nJAL SetTextColors\nNOP\nLUI a0, hi(ShopItemCost)\nADDIU a0, a0, lo(ShopItemCost)\nJAL CanPlayerAffordShopItems\nLB a0, 0x0000 (a0) ;load price of minimum shop item\nBEQZ v0, NotEnoughCoinsLabel\nNOP\nJAL FullItemsCheck\nNOP\nBEQZ v0, ItemsAreFull\nNOP\nLI a0, 0x800CD05A ;total turns\nLI a1, 0x800CD05B ;current turn\nLB t0, 0x0000 (a0)\nLB t1, 0x0000 (a1)\nBEQ t0, t1, IsLastTurn\nNOP\nSW r0, 0x0038 (sp) ;terminate with 0\nLI a0, 0x800977C0\nLUI a1, hi(ShopMenuFormatters2)\nADDIU a1, a1, lo(ShopMenuFormatters2)\nJAL sprintf\nNOP\nMainShopTextbox:\nORI a0, r0, 0xFFFF\nLI a1, 0x800977C0 ;where string is\nADDU A2 R0 R0\nSW r0, 0x0010 (sp)\nSW r0, 0x0014 (sp)\nSW r0, 0x0018 (sp)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\nJAL DisableUnaffordableOptions\nNOP\n;test line below\nORI a0, r0, 0x0002\nJAL GetBasicPromptSelection\nORI a1, r0, 0x0000 ;AIs choose index 0\nORI v1, r0, 0x0003 ;index of view map option\nBEQ v0, v1, ViewMap\nNOP\nORI v1, r0, 0x0004 ;index of back option\nBEQ v0, v1, ChoseExit\nNOP\n;it's been 4 months, AIs always select option 0, deal with it\nJAL TakeCoinsFromPlayer\nADD a0, v0, r0 ;move v0 to a0\nJAL GetItemFromShopIndex\nADD a0, v0, r0 ;move v0 to a0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;0x0C ; Boo Repellant\n;0x0E ; Magic Lamp\n;0x0F ; Koopa Kard\n;\n;sprintf\n;a0 \t\t= pointer to store result to\n;a1 \t\t= pointer to formatters\n;a2 \t\t= string 1\n;a3 \t\t= string 2\n;0x10 (sp) \t= string 3\n;0x14 (sp) \t= string 4, etc.\nendofmain:\nLW a0, 0x50 (sp)\nLW a1, 0x54 (sp)\nLW a2, 0x58 (sp)\nLW a3, 0x5C (sp)\nLW v0, 0x60 (sp)\nLW RA, 0x64 (sp)\nLW s1, 0x68 (sp)\nLW v1, 0x6C (sp)\nLW s0, 0x70 (sp)\nLW t0, 0x74 (sp)\nLW t1, 0x78 (sp)\nLW s2, 0x7C (sp)\nJR RA\nADDIU SP SP 0x80\nNotEnoughCoinsLabel:\nORI a0, r0, 0xFFFF\nLUI a1, hi(NotEnoughCoinsString)\nADDIU a1, a1, lo(NotEnoughCoinsString)\nADDU A2 R0 R0\nSW r0, 0x0010 (sp)\nSW r0, 0x0014 (sp)\nSW r0, 0x0018 (sp)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ endofmain\nNOP\nIsLastTurn:\nORI a0, r0, 0xFFFF\nLUI a1, hi(LastTurnString)\nADDIU a1, a1, lo(LastTurnString)\nADDU A2 R0 R0\nSW r0, 0x0010 (sp)\nSW r0, 0x0014 (sp)\nSW r0, 0x0018 (sp)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ endofmain\nNOP\nItemsAreFull:\nORI a0, r0, 0xFFFF\nLUI a1, hi(ItemsFullString)\nADDIU a1, a1, lo(ItemsFullString)\nADDU A2 R0 R0\nSW r0, 0x0010 (sp)\nSW r0, 0x0014 (sp)\nSW r0, 0x0018 (sp)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ endofmain\nNOP\nViewMap:\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJAL ViewBoardMap\nNOP\nJ MainShopTextbox\nNOP\nChoseExit:\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ endofmain\nNOP\n\n\n;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;\n.align 0x10\nShopMenuFormatters2:\n.byte 0x0B ; Start the message\n.ascii \"Which item would you like to purchase\"\n.byte 0xC3 ;question mark\n.byte 0x0A ;\\n\n.byte 0x0A ;\\n\n;\n.ascii \"%s\" ;font color\n.byte 0x0E, 0x0E, ;Tab x2\n.byte 0x0C ;start option\n.ascii \"%s\" ;Item 1 String\n.ascii \"%s\" ;specific item indentation\n.byte 0x08 ; White Font\n.byte 0x29 ;coin icon\n.byte 0x3E ;x after coin icon\n.ascii \"%s\";Item 1 Cost\n.byte 0x0D ; End option\n.byte 0x0A ;\\n\n;\n.ascii \"%s\" ;font color\n.byte 0x0E, 0x0E ;Tab x2\n.byte 0x0C ;start option\n.ascii \"%s\" ;Item 2 String\n.ascii \"%s\" ;specific item indentation\n.byte 0x08 ; White Font\n.byte 0x29 ;coin icon\n.byte 0x3E ;x after coin icon\n.ascii \"%s\" ;Item 2 Cost\n.byte 0x0D ; End option\n.byte 0x0A ;\\n\n;\n.ascii \"%s\" ;font color\n.byte 0x0E, 0x0E ;Tab x2\n.byte 0x0C ;start option\n.ascii \"%s\" ;Item 3 String\n.ascii \"%s\" ;specific item indentation\n.byte 0x08 ; White Font\n.byte 0x29 ;coin icon\n.byte 0x3E ;x after coin icon\n.ascii \"%s\" ;Item 3 Cost\n.byte 0x0D ; End option\n.byte 0x0A ;\\n\n;\n.byte 0x08 ;white font\n.byte 0x0E, 0x0E ;Tab x2\n.byte 0x0C ;start option\n.ascii \"View Map\"\n.byte 0x0D ;End option\n.byte 0x0A ;\\n\n;\n.byte 0x08 ;white font\n.byte 0x0E, 0x0E ;Tab x2\n.byte 0x0C ;start option\n.ascii \"Exit\"\n.byte 0x0D ;End option\n;\n.byte 0x00 ;end of text box\n;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;\n\n\n.align 0x10\nItemsEnum:\n.byte 0x00 ; Mushroom\n.byte 0x01 ; Skeleton Key\n.byte 0x02 ; Poison Mushroom\n.byte 0x03 ; Reverse Mushroom\n.byte 0x04 ; Cellular Shopper\n.byte 0x05 ; Warp Block\n.byte 0x06 ; Plunder Chest\n.byte 0x07 ; Bowser Phone\n.byte 0x08 ; Dueling Glove\n.byte 0x09 ; Lucky Lamp\n.byte 0x0A ; Golden Mushroom\n.byte 0x0B ; Boo Bell\n.byte 0x0C ; Boo Repellant\n.byte 0x0D ; Bowser Suit\n.byte 0x0E ; Magic Lamp\n.byte 0x0F ; Koopa Kard\n.byte 0x10 ; Barter Box\n.byte 0x11 ; Lucky Charm\n.byte 0x12 ; Wacky Watch\n\n\n.align 0x10\nItemChances:\n.byte 0x0B ; Mushroom (00-0B) 10%\n.byte 0x15 ; Skeleton Key (0C-14) 10%\n.byte 0x1B ; Poison Mushroom 6%\n.byte 0x21 ; Reverse Mushroom 6%\n.byte 0x27 ; Cellular Shopper 6%\n.byte 0x2D ; Warp Block 6%\n.byte 0x33 ; Plunder Chest 6%\n.byte 0x39 ; Bowser Phone 6%\n.byte 0x3F ; Dueling Glove 6%\n.byte 0x45 ; Lucky Lamp 6%\n.byte 0x4B ; Golden Mushroom 6%\n.byte 0x51 ; Boo Bell 6%\n.byte 0x59 ; Boo Repellant 8%\n.byte 0x5F ; Bowser Suit 6%\n.byte 0x64 ; Magic Lamp 5%\n.byte 0x64 ; Koopa Kard\n.byte 0x64 ; Barter Box\n.byte 0x64 ; Lucky Charm\n.byte 0x64 ; Wacky Watch\n\n\n.align 0x10\nItemCostsInts:\n.byte 0x05 ; Mushroom\n.byte 0x00\n.byte 0x05 ; Skeleton Key\n.byte 0x00\n.byte 0x05 ; Poison Mushroom\n.byte 0x00\n.byte 0x05 ; Reverse Mushroom\n.byte 0x00\n.byte 0x05 ; Cellular Shopper\n.byte 0x00\n.byte 0x05 ; Warp Block\n.byte 0x00\n.byte 0x0A ; Plunder Chest\n.byte 0x00\n.byte 0x0A ; Bowser Phone\n.byte 0x00\n.byte 0x0A ; Dueling Glove\n.byte 0x00\n.byte 0x0A ; Lucky Lamp\n.byte 0x00\n.byte 0x0A ; Golden Mushroom\n.byte 0x00\n.byte 0x0F ; Boo Bell\n.byte 0x00\n.byte 0x0A ; Boo Repellant\n.byte 0x00\n.byte 0x0A ; Bowser Suit\n.byte 0x00\n.byte 0x14 ; Magic Lamp\n.byte 0x00\n.byte 0x32 ; Koopa Kard\n.byte 0x00\n.byte 0x32 ; Barter Box\n.byte 0x00\n.byte 0x32 ; Lucky Charm\n.byte 0x00\n.byte 0x32 ; Wacky Watch\n.byte 0x00\n\n\n.align 0x10\nShopItemCost:\n.byte 0xFF ;Item 1\n.byte 0xFF ;Item 2\n.byte 0xFF ;Item 3\n\n\n.align 0x10\nItemCostsStrings:\n.asciiz \" 5\" ; Mushroom\n.asciiz \" 5\" ; Skeleton Key\n.asciiz \" 5\" ; Poison Mushroom\n.asciiz \" 5\" ; Reverse Mushroom\n.asciiz \" 5\" ; Cellular Shopper\n.asciiz \" 5\" ; Warp Block\n.asciiz \"10\" ; Plunder Chest\n.asciiz \"10\" ; Bowser Phone\n.asciiz \"10\" ; Dueling Glove\n.asciiz \"10\" ; Lucky Lamp\n.asciiz \"10\" ; Golden Mushroom\n.asciiz \"15\" ; Boo Bell\n.asciiz \"10\" ; Boo Repellant\n.asciiz \"10\" ; Bowser Suit\n.asciiz \"20\" ; Magic Lamp\n.asciiz \"50\" ; Koopa Kard\n.asciiz \"50\" ; Barter Box\n.asciiz \"50\" ; Lucky Charm\n.asciiz \"50\" ; Wacky Watch\n\n\n.align 0x08\nIndentationAfterNameOfItem:\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t;Mushroom, 0x06 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t\t;Skeleton Key, 0x05 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x00 \t\t\t\t\t;Poison Mushroom, 0x03 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x00 \t\t\t\t\t\t\t;Reverse Mushroom, 0x02 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t\t\t\t;Cellular Shopper, 0x04 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t;Warp Block, 0x06 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t\t;Plunder Chest, 0x05 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t\t\t\t;Bowser Phone, 0x04 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t\t;Dueling Glove, 0x05 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t\t;Lucky Lamp, 0x05 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x00 \t\t\t\t\t;Golden Mushroom, 0x03 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t;Boo Bell, 0x07 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t\t;Boo Repellant, 0x05 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t\t;Bowser Suit, 0x05 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t;Magic Lamp, 0x06 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t;Koopa Kard, 0x06 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t;Barter Box, 0x06 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t\t;Lucky Charm, 0x05 \\t\n.align 0x08\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x00 \t\t;Wacky Watch, 0x05 \\t\n\n\n.align 0x20\nItemStrings:\n.asciiz \"Mushroom\"\n.align 0x20\n.asciiz \"Skeleton Key\"\n.align 0x20\n.asciiz \"Poison Mushroom\"\n.align 0x20\n.asciiz \"Reverse Mushroom\"\n.align 0x20\n.asciiz \"Cellular Shopper\"\n.align 0x20\n.asciiz \"Warp Block\"\n.align 0x20\n.asciiz \"Plunder Chest\"\n.align 0x20\n.asciiz \"Bowser Phone\"\n.align 0x20\n.asciiz \"Dueling Glove\"\n.align 0x20\n.asciiz \"Lucky Lamp\"\n.align 0x20\n.asciiz \"Golden Mushroom\"\n.align 0x20\n.asciiz \"Boo Bell\"\n.align 0x20\n.asciiz \"Boo Repellant\"\n.align 0x20\n.asciiz \"Bowser Suit\"\n.align 0x20\n.asciiz \"Magic Lamp\"\n.align 0x20\n.asciiz \"Koopa Kard\"\n.align 0x20\n.asciiz \"Barter Box\"\n.align 0x20\n.asciiz \"Lucky Charm\"\n.align 0x20\n.asciiz \"Wacky Watch\"\n\n\n.align 0x10\nNotEnoughCoinsString:\n.ascii \"You do not have enough coins\"\n.byte 0x0A ;\\n\n.ascii \"to purchase an item\"\n.byte 0x85 ;period\n.byte 0xFF\n.byte 0x00\n\n\n.align 0x10\nLastTurnString:\n.ascii \"It\"\n.byte 0x5C ;apostrophe\n.ascii \"s the last turn\"\n.byte 0x82 ;comma\n.ascii \" so you\"\n.byte 0x0A ;\\n\n.ascii \"cannot purchase an item\"\n.byte 0x85 ;period\n.byte 0xFF ;pause\n.byte 0x00 ;terminate string\n\n\n.align 0x10\nItemsFullString:\n.ascii \"Your items are full\"\n.byte 0x85 ;comma\n.ascii \" Visit again\"\n.byte 0x0A\n.ascii \"after you use some items\"\n.byte 0x85 ;period\n.byte 0xFF\n.byte 0x00\n\n\n.align 0x10\nWelcomeString:\n.byte 0x0E, 0x0E\n.ascii \"Welcome to the shop\"\n.byte 0xC2 ;exclamation mark\n.byte 0x0A ;\\n\n.byte 0x0E, 0x0E\n.ascii \"Would you like to purchase an item\"\n.byte 0xC3 ;question mark\n.byte 0x0A ;\\n\n.byte 0x0E, 0x0E\n.byte 0x0C ;start option 0\n.ascii \"Yes\"\n.byte 0x0D ;end option 0\n.byte 0x0A ;\\n\n.byte 0x0E, 0x0E\n.byte 0x0C ;start option 1\n.ascii \"No\"\n.byte 0x0D ;end option 1\n.byte 0x00 ;terminate string\n\n\n.align 0x10\nItemIDsChosen: ;store here and check to prevent duplicate items\n.byte 0xFF ;placeholder\n.byte 0xFF ;placeholder\n.byte 0xFF ;placeholder\n\n\n.align 0x10\nConvertedStrings: ;allocate space for the converted strings\n.fill 1024 ; insert 1024 bytes of 0x00\n\n.align 0x10\nItemColors:\n.byte 0xFF ;placeholder\n.byte 0x00\n.byte 0xFF ;placeholder\n.byte 0x00\n.byte 0xFF ;placeholder\n.byte 0x00\n\n\n.align 0x10\nGetItemStringPtr: ;takes arg a0, ItemID\nADDIU sp, sp, -0x04\nSW t0, 0x0000 (sp)\nLUI t0, hi(ItemStrings)\nADDIU t0, t0, lo(ItemStrings)\nSLL a0, a0, 0x0005 ;multiply by 0x20 (32) because our strings are aligned by 0x20\nADD v0, t0, a0 ;returns pointer to ItemID's string\nLW t0, 0x0000 (sp)\nJR RA\nADDIU sp, sp, 0x04\n\n\nGetCoinAmountInt: ;takes arg a0, ItemID, returns on v0\nADDIU sp, sp, -0x04\nSW t0, 0x0000 (sp)\nLUI t0, hi(ItemCostsInts)\nADDIU t0, t0, lo(ItemCostsInts)\nSLL a0, a0, 0x0001 ; multiply by 2 to get offset\nADD v0, a0, t0, ;returns pointer to item cost\nLB v0, 0x0000 (v0) ;returns item cost amount\nLW t0, 0x0000 (sp)\nJR RA\nADDIU sp, sp, 0x04\n\n\nGetItemStringCost: ;takes arg a0, returns on v0\nADDIU sp, sp, -0x0C\nSW t0, 0x0004 (sp)\nSW ra, 0x0008 (sp)\nLUI t0, hi(ItemCostsStrings)\nADDIU t0, t0, lo(ItemCostsStrings)\n;\nORI t1, r0, 0x0003\nMULT a0, t1 ;Item ID * 3\nMFLO a0\n;\n;SLL a0, a0, 0x0001 ;shift 1 bit to the left (ItemID * 2)\nADD v0, a0, t0 ;ItemCostStrings(ptr) + (ItemID * 2) = pointer to item cost ascii\nLW t0, 0x0004 (sp)\nLW ra, 0x0008 (sp)\nJR RA\nADDIU sp, sp, 0x0C\n\n\nGetItemIndentation: ; takes arg a0 (item ID)\nADDIU sp, sp, -0x10\nSW t0, 0x0000 (sp)\nSW t1, 0x0004 (sp)\nSW t2, 0x0008 (sp)\nLUI t0, hi(IndentationAfterNameOfItem)\nADDIU t0, t0, lo(IndentationAfterNameOfItem)\nORI t1, r0, 0x0008\nMULT t1, a0\nMFLO a0\nADD v0, a0, t0 ;add offset + pointer of indentation\n;pointer to indentation\nLW t0, 0x0000 (sp)\nLW t1, 0x0004 (sp)\nLW t2, 0x0008 (sp)\nJR RA\nADDIU sp, sp, 0x10\n\n\nGetRandOutOf100: ;returns on v0\nADDIU SP, SP, -0x20\nSW RA, 0x0014 (SP)\nSW S0, 0x0010 (SP)\nSDC1 F20, 0x0018 (SP)\nJAL GetRandomByte\nMOV.S F20, F12\nJAL GetRandomByte\nADDU S0, V0, R0\nANDI S0, S0, 0x00FF\nSLL S0, S0, 8\nANDI V0, V0, 0x00FF\nOR V0, V0, S0\nMTC1 V0, F0\nNOP \nCVT.S.W F0, F0\nLUI AT, 0x4780\nMTC1 AT, F2\nNOP \nDIV.S F0, F0, F2\nMUL.S F0, F0, F20\nTRUNC.W.S F2, F0\nMFC1 V0, F2\nLW RA, 0x0014 (SP)\nLW S0, 0x0010 (SP)\nLDC1 F20, 0x0018 (SP)\nJR RA\nADDIU SP, SP, 0x20\n\n\nRollForRandomItem:\nADDIU sp, sp, -0x30\nSW at, 0x0010 (sp)\nSWC1 f12, 0x0014 (sp)\nSW s0, 0x0018 (sp)\nSW s1, 0x001C (sp)\nSW a0, 0x0020 (sp)\nSW a1, 0x0024 (sp)\nSW t0, 0x0028 (sp)\nSW ra, 0x002C (sp)\n;\nLUI\tAT, 0x42C8\nMTC1\tAT, F12\nJAL GetRandOutOf100\nADDU s1, r0, r0\nADD a0, v0, r0 ;move v0 to a0\nLUI s0, hi(ItemChances)\nADDIU s0, s0, lo(ItemChances)\nORI v0, r0, 0x0000 ;set v0 to 0 for upcoming loop\nRandItemLoop:\n;determine which item to give\nLB a1, 0x0000 (s0) ;load item chance 1\nSLT t0, a0, a1 ;if random byte returned is less than itemchance\nBNE t0, r0, loopexit ;if a0 is not smaller than a1\nNOP\nADDIU v0, v0, 0x0001\nBEQ r0, r0, RandItemLoop\nADDIU s0, s0, 0x0001\n;\nloopexit:\nLW at, 0x0010 (sp)\nLWC1 f12, 0x0014 (sp)\nLW s0, 0x0018 (sp)\nLW s1, 0x001C (sp)\nLW a0, 0x0020 (sp)\nLW a1, 0x0024 (sp)\nLW t0, 0x0028 (sp)\nLW ra, 0x002C (sp)\nJR RA\nADDIU sp, sp, 0x30\n\n\nSort3Numbers: ;provide s0 (where to read numbers from)\nADDIU sp, sp, -0x30\nSW t0, 0x0010 (sp)\nSW t1, 0x0014 (sp)\nSW t2, 0x0018 (sp)\nSW v0, 0x001C (sp)\nSW s0, 0x0020 (sp)\nSW ra, 0x0024 (sp)\n;LUI s0, hi(ItemIDsChosen)\n;ADDIU s0, s0, lo(ItemIDsChosen)\nLB t0, 0x0000 (s0) ;load item a\nLB t1, 0x0001 (s0) ;load item b\nLB t2, 0x0002 (s0) ;load item c\nSLT v0, t2, t0 ;if c is less than a, v0 = 1\nBNE v0, r0, swapCandA\nNOP\nafterCandA:\nLB t0, 0x0000 (s0)\nLB t1, 0x0001 (s0)\nLB t2, 0x0002 (s0)\nSLT v0, t1, t0, ;if b is less than a\nBNE v0, r0, swapAandB\nNOP\nafterAandB:\nLB t0, 0x0000 (s0)\nLB t1, 0x0001 (s0)\nLB t2, 0x0002 (s0)\nSLT v0, t2, t1 ;if c is less than b\nBNE v0, r0, swapBandC\nNOP\nafterBandC:\nLW t0, 0x0010 (sp)\nLW t1, 0x0014 (sp)\nLW t2, 0x0018 (sp)\nLW v0, 0x001C (sp)\nLW s0, 0x0020 (sp)\nLW ra, 0x0024 (sp)\nJR RA\nADDIU sp, sp, 0x30\nswapCandA:\nSB t0, 0x0002 (s0)\nBEQ r0, r0, afterCandA\nSB t2, 0x0000 (s0)\nswapAandB:\nSB t0, 0x0001 (s0)\nBEQ r0, r0, afterAandB\nSB t1, 0x0000 (s0)\nswapBandC:\nSB t1, 0x0002 (s0)\nBEQ r0, r0, afterBandC\nSB t2, 0x0001 (s0)\n\n\nGetCurrentPlayerCoinCount:\nADDIU sp, sp, -0x20\nSW t0, 0x0010 (sp)\nSW t1, 0x0014 (sp)\nSW ra, 0x0018 (sp)\nJAL GetCurrentPlayerIndex\nNOP\nADD a0, v0, r0 ;move v0 to a0\nJAL GetPlayerStruct\nNOP\nLH v0, 0x000A (v0) ;load current player's coins into v0\nLW t0, 0x0010 (sp)\nLW t1, 0x0014 (sp)\nLW ra, 0x0018 (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n\nGet3UniqueItems:\nADDIU sp, sp, -0x18\nSW ra, 0x0010 (sp)\nJAL RollForRandomItem\nNOP\nLUI t0, hi(ItemIDsChosen)\nADDIU t0, t0, lo(ItemIDsChosen)\nSB v0, 0x0000 (t0) ;store itemID to item table to generate\nRollAgain1:\nJAL RollForRandomItem\nNOP\nLUI t0, hi(ItemIDsChosen)\nADDIU t0, t0, lo(ItemIDsChosen)\nLB v1, 0x0000 (t0)\nBEQ v0, v1, RollAgain1\nNOP\nSB v0, 0x0001 (t0)\nRollAgain2:\nJAL RollForRandomItem\nNOP\nLUI t0, hi(ItemIDsChosen)\nADDIU t0, t0, lo(ItemIDsChosen)\nLB v1, 0x0001 (t0)\nBEQ v0, v1, RollAgain2\nNOP\nLB v1, 0x0000 (t0)\nBEQ v0, v1, RollAgain2\nNOP\nSB v0, 0x0002 (t0)\nLW ra, 0x0010 (sp)\nJR RA\nADDIU sp, sp, 0x18\n\n\nGetItem1Data:\nADDIU sp, sp, -0x18\nSW ra, 0x0010 (sp)\nLB a0, 0x0000 (t0) ;load item 1 from\nJAL GetItemStringPtr ;Mushroom string\nNOP\nLUI a2, hi(ItemColors)\nADDIU a2, a2, lo(ItemColors)\nLB a0, 0x0000 (t0) ;load item 1 from\nADD a3, r0, v0 ;move v0 to a2 (arg 1 for sprintf)\nJAL GetItemIndentation\nNOP\nSW v0, 0x0028 (sp) ;move v0 to a3\nLB a0, 0x0000 (t0) ;load item 1\nJAL GetItemStringCost\nNOP\nSW v0, 0x002C (sp)\nLB a0, 0x0000 (t0) ;load item 1\nJAL GetCoinAmountInt\nNOP\nLUI ra, hi(ShopItemCost)\nADDIU ra, ra, lo(ShopItemCost) ;use ra since it gets popped very soon after\nSB v0, 0x0000 (ra)\nLW ra, 0x0010 (sp)\nJR RA\nADDIU sp, sp, 0x18\n\n\nGetItem2Data:\nADDIU sp, sp, -0x18\nSW ra, 0x0010 (sp)\nLB a0, 0x0001 (t0) ;load item 2\nLUI v0, hi(ItemColors)\nADDIU v0, v0, lo(ItemColors)\nADDIU v0, v0, 0x0002\nSW v0, 0x0030 (sp) ;store font color\nJAL GetItemStringPtr\nNOP\nSW v0, 0x0034 (sp)\nLB a0, 0x0001 (t0) ;load item 2\nJAL GetItemIndentation\nNOP\nSW v0, 0x0038 (sp)\nLB a0, 0x0001 (t0) ;load item 2\nJAL GetItemStringCost\nNOP\nSW v0, 0x003C (sp)\nLB a0, 0x0001 (t0) ;load item 2\nJAL GetCoinAmountInt\nNOP\nLUI ra, hi(ShopItemCost)\nADDIU ra, ra, lo(ShopItemCost) ;use ra since it gets popped very soon after\nSB v0, 0x0001 (ra)\nLW ra, 0x0010 (sp)\nJR RA\nADDIU sp, sp, 0x18\n\n\nGetItem3Data:\nADDIU sp, sp, -0x18\nSW ra, 0x0010 (sp)\nLB a0, 0x0002 (t0) ;load item 3\nLUI v0, hi(ItemColors)\nADDIU v0, v0, lo(ItemColors)\nADDIU v0, v0, 0x0004\nSW v0, 0x0040 (sp)\nJAL GetItemStringPtr\nNOP\nSW v0, 0x0044 (sp)\nLB a0, 0x0002 (t0) ;load item 3\nJAL GetItemIndentation\nNOP\nSW v0, 0x0048 (sp)\nLB a0, 0x0002 (t0) ;load item 3\nJAL GetItemStringCost\nNOP\nSW v0, 0x004C (sp)\nLB a0, 0x0002 (t0) ;load item 3\nJAL GetCoinAmountInt\nNOP\nLUI ra, hi(ShopItemCost)\nADDIU ra, ra, lo(ShopItemCost) ;use ra since it gets popped very soon after\nSB v0, 0x0002 (ra)\nLW ra, 0x0010 (sp)\nJR RA\nADDIU sp, sp, 0x18\n\n\nGetItemFromShopIndex: ;a0 = index of item chosen\nADDIU sp, sp, -0x30\nSW s0, 0x0010 (sp)\nSW a0, 0x0014 (sp)\nSW a1, 0x0018 (sp)\nSW v0, 0x001C (sp)\nSW ra, 0x0020 (sp)\nLUI s0, hi(ItemIDsChosen)\nADDIU s0, s0, lo(ItemIDsChosen) ;load ItemIDsFromShop\nADD s0, a0, s0 ;add offset of item + pointer to item list\nJAL GetCurrentPlayerIndex\nNOP\nADD a0, v0, r0, ;move v0 to a0 (index of current player)\nLB a1, 0x0000 (s0) ;load item chosen\nJAL GivePlayerItem\nNOP\nLW s0, 0x0010 (sp)\nLW a0, 0x0014 (sp)\nLW a1, 0x0018 (sp)\nLW v0, 0x001C (sp)\nLW ra, 0x0020 (sp)\nJR RA\nADDIU sp, sp, 0x30\n\n\nFixBooBell: ;boo bell breaks logic because of its price\n;therefore, we need to move it to the correct location\n;Boo Bell is ID 0x0B, and it needs to go after 0x0D\n;s0 currently holds a pointer to ItemIDsChosen\nADDIU sp, sp, -0x40\nSW t0, 0x0010 (sp)\nSW t1, 0x0014 (sp)\nSW t2, 0x0018 (sp)\nSW t3, 0x001C (sp)\nLB t0, 0x0000 (s0);item 1\nLB t1, 0x0001 (s0);item 2\nLB t2, 0x0002 (s0);item 3\nORI t3, r0, 0x000B ;item ID of Boo Bell\n;locate the Boo Bell\nBEQ t0, t3, Item1IsBooBell\nNOP\nBEQ t1, t3, Item2IsBooBell\nNOP\nBEQ t2, t3, ExitBooBellFunc ;if item 3 is boo bell, it's at the end already\nNOP\n;No items are boo bell\nExitBooBellFunc:\nSB t0, 0x0000 (s0)\nSB t1, 0x0001 (s0)\nSB t2, 0x0002 (s0)\n;\nLW t0, 0x0010 (sp)\nLW t1, 0x0014 (sp)\nLW t2, 0x0018 (sp)\nLW t3, 0x001C (sp)\nJR RA\nADDIU sp, sp, 0x40\nItem1IsBooBell:\nSLTI v0, t1, 0x000E ;if item 2 is larger than 0E, do nothing\nBEQ v0, r0, ExitBooBellFunc\nNOP\nLB t0, 0x0001 (s0)\nLB t1, 0x0000 (s0)\n;we swapped item 1 and 2\nItem2IsBooBell:\nSLTI v0, t2, 0x000E ;if item 3 is larger than 0E, do nothing\nBEQ v0, r0, ExitBooBellFunc\nNOP\nLB t2, 0x0001 (s0)\nJ ExitBooBellFunc\nLB t1, 0x0002 (s0) ;we swapped the items\n\n\nGivePlayerItem: ;takes arg a0 player index; a1 item to give\nADDIU sp, sp, -0x50\nSW t0, 0x0030 (sp)\nSW t1, 0x0034 (sp)\nSW v0, 0x0038 (sp)\nSW a0, 0x003C (sp)\nSW a1, 0x0040 (sp)\nSW ra, 0x0044 (sp)\nJAL PlayerHasEmptyItemSlot\nNOP\nSW v0, 0x004C (sp) ;store empty slot index to 0x4C of sp to pull later\n;Returns 0xFF if no open slots\nLUI t0, 0xFFFF\nORI t0, t0, 0xFFFF\nBEQ t0, v0, MaxItems\nNOP\n;\nLI t0, 0x800D1108 ;first player struct\nORI t1, r0, 0x0038 ;length of player structs\nMULT t1, a0 ;calculate offset from first player struct\nMFLO t1 ;offset from first struct amount\nADD t1, t1, t0 ;add player struct + offset\n;t1 now holds pointer to current player struct\nADDIU t1, t1, 0x0018 ;offset for items from player struct\n;t1 now holds pointer to current player items\nLW v0, 0x004C (sp) ;current empty slot for items index\nADD t1, v0, t1 ;add current player struct + empty slot index\nLW a1, 0x0040 (sp) ;load item ID from stack to a1\nSB a1, 0x0000 (t1) ;store item to current player\nMaxItems:\nLW t0, 0x0030 (sp)\nLW t1, 0x0034 (sp)\nLW v0, 0x0038 (sp)\nLW a0, 0x003C (sp)\nLW a1, 0x0040 (sp)\nLW ra, 0x0044 (sp)\nJR RA\nADDIU sp, sp, 0x50\n\n\nCanPlayerAffordShopItems: ;takes arg a0, coin amount to check aginast\nADDIU sp, sp, -0x20\nSW a0, 0x0010 (sp)\nSW a1, 0x0014 (sp)\nSW s0, 0x0018 (sp)\nSW ra, 0x001C (sp)\nJAL GetCurrentPlayerIndex\nADD s0, r0, a0 ;move a0 to t1 for later\nADD a0, v0, r0 ;move player index to a0\nJAL PlayerHasCoins\nADD a1, s0, r0 ;move coin minimum to a1\n;v0 now holds 0 if cant afford, 1 if player can\nLW a0, 0x0010 (sp)\nLW a1, 0x0014 (sp)\nLW s0, 0x0018 (sp)\nLW ra, 0x001C (sp)\nJR RA\nADDIU sp, sp, 0x20\n\n\nDisableUnaffordableOptions:\nADDIU sp, sp, -0x38\nSW t0, 0x0010 (sp)\nSW t1, 0x0014 (sp)\nSW s0, 0x0018 (sp)\nSW s1, 0x001C (sp)\nSW s2, 0x0020 (sp)\nSW a0, 0x0024 (sp)\nSW a1, 0x0028 (sp)\nSW v0, 0x002C (sp)\nSW ra, 0x0030 (sp)\nLUI a0, 0xFFFF\nJAL GetPlayerStruct\nORI a0, a0, 0xFFFF\nLH s1, 0x000A (v0) ;load current player coin count to s1\nLUI s0, hi(ShopItemCost)\nADDIU s0, s0, lo(ShopItemCost)\nORI s2, r0, 0x0000 ;counter (used for index option to disable)\n;\nDisableOptionsLoop:\nLB t0, 0x0000 (s0) ;load item cost\nSLT t1, s1, t0 ;if player coin amount is less than item cost\n;t1 = 0 can afford current item\n;t1 = 1, cant afford current item\nBNEZ t1, DisableOptionsPromptLoop\nNOP\nADDIU s0, s0, 0x0001\nADDIU s2, s2, 0x0001\nSLTI t0, s2, 0x0003\nBNEZ t0, DisableOptionsLoop\nNOP\nJ EndOfDisable\nNOP\n;Disable current options and options after, hardcoded as 0x03\nDisableOptionsPromptLoop:\nORI a0, r0, 0x0002\nJAL DisablePromptOption\nADD a1, s2, r0 ;move current option index to a1\nADDIU s2, s2, 0x0001\nSLTI t0, s2, 0x0003 ;if current index is less than 0x03\nBEQZ t0, EndOfDisable\nNOP\nJ DisableOptionsPromptLoop\nNOP\nEndOfDisable:\nLW t0, 0x0010 (sp)\nLW t1, 0x0014 (sp)\nLW s0, 0x0018 (sp)\nLW s1, 0x001C (sp)\nLW s2, 0x0020 (sp)\nLW a0, 0x0024 (sp)\nLW a1, 0x0028 (sp)\nLW v0, 0x002C (sp)\nLW ra, 0x0030 (sp)\nJR RA\nADDIU sp, sp, 0x38\n\n\nSetTextColors: ;set color of item string depending on if\n;player can afford the item or not\nADDIU sp, sp, -0x40\nSW s0, 0x0010 (sp)\nSW s1, 0x0014 (sp)\nSW s2, 0x0018 (sp)\nSW s3, 0x001C (sp)\nSW s4, 0x0020 (sp)\nSW a0, 0x0024 (sp)\nSW t0, 0x0028 (sp)\nSW t1, 0x002C (sp)\nSW t2, 0x0030 (sp)\nSW ra, 0x0034 (sp)\nLUI s0, hi(ShopItemCost)\nADDIU s0, s0, lo(ShopItemCost)\nLUI s1, hi(ItemColors)\nADDIU s1, s1, lo(ItemColors)\nORI s2, r0, 0x0001 ;black font\nORI s3, r0, 0x0006 ;cyan font\nORI s4, r0, 0x0000 ;counter\n;\nLUI a0, 0xFFFF\nJAL GetPlayerStruct\nORI a0, a0, 0xFFFF\nLH t0, 0x000A (v0) ;coin amount\nTextColorLoop:\nLB t1, 0x0000 (s0) ;ShopItemCost\nADDIU t1, t1, 0xFFFF\nSLT t2, t1, t0 ;if ShopItemCost < coin amount player has\nBNEZ t2, SetColorBlue\nNOP\nSetColorBlack:\nJ AfterColor\nSB s2, 0x0000 (s1) ;set color to black\n;\nSetColorBlue:\nSB s3, 0x0000 (s1) ;set color to blue\n;\nAfterColor:\nADDIU s0, s0, 0x0001 ;increment ShopItemCost ptr\nADDIU s1, s1, 0x0002 ;increment ItemColors ptr\nADDIU s4, s4, 0x0001 ;increment counter\nSLTI t3, s4, 0x0003\nBNEZ t3, TextColorLoop\nNOP\nLW s0, 0x0010 (sp)\nLW s1, 0x0014 (sp)\nLW s2, 0x0018 (sp)\nLW s3, 0x001C (sp)\nLW s4, 0x0020 (sp)\nLW a0, 0x0024 (sp)\nLW t0, 0x0028 (sp)\nLW t1, 0x002C (sp)\nLW t2, 0x0030 (sp)\nLW ra, 0x0034 (sp)\nJR RA\nADDIU sp, sp, 0x40\n\n\nTakeCoinsFromPlayer: ;a0 = index of chosen item\nADDIU sp, sp, -0x30\nSW a0, 0x0010 (sp)\nSW a1, 0x0014 (sp)\nSW t0, 0x0018 (sp)\nSW ra, 0x001C (sp)\nSW s0, 0x0020 (sp)\nSW s1, 0x0024 (sp)\nSW v0, 0x0028 (sp)\nLUI s0, hi(ShopItemCost)\nADDIU s0, s0, lo(ShopItemCost)\nADD s0, a0, s0 ;add index + ShopItemCost ptr\nLB s0, 0x0000 (s0)\nLUI t0, 0xFFFF\nORI t0, t0, 0xFFFF\nXOR a1, t0, s0 ;flip coins to take from positive to negative\nADDIU a1, a1, 0x0001\nJAL GetCurrentPlayerIndex\nNOP\nADD a0, v0, r0 ;move player index to a0\nJAL AdjustPlayerCoinsGradual\nNOP\nLW a0, 0x0010 (sp)\nLW a1, 0x0014 (sp)\nLW t0, 0x0018 (sp)\nLW ra, 0x001C (sp)\nLW s0, 0x0020 (sp)\nLW s1, 0x0024 (sp)\nLW v0, 0x0028 (sp)\nJR RA\nADDIU sp, sp, 0x30\n\n\nFullItemsCheck: ;returns 0 if items are full, 1 if not\nADDIU sp, sp, -0x20\nSW a0, 0x0010 (sp)\nSW t0, 0x0014 (sp)\nSW ra, 0x0018 (sp)\nLUI a0, 0xFFFF\nJAL GetPlayerStruct\nORI a0, a0, 0xFFFF\nLBU t0, 0x001A (v0) ;load current player item slot 3\nORI t1, r0, 0x00FF\nBEQ t0, t1, ItemsNotFull\nNOP\nORI v0, r0, 0x0000 ;items are full\nItemCheckExit:\nLW a0, 0x0010 (sp)\nLW t0, 0x0014 (sp)\nLW ra, 0x0018 (sp)\nJR RA\nADDIU sp, sp, 0x20\nItemsNotFull:\nJ ItemCheckExit\nORI v0, r0, 0x0001 ;bool for items not being full\n\n\nDisplayWelcomeMessage: ;returns 0 for yes, 1 for no\nADDIU sp, sp, -0x28\nSW a0, 0x0010 (sp)\nSW a1, 0x0014 (sp)\nSW a2, 0x0018 (sp)\nSW a3, 0x001C (sp)\nSW ra, 0x0020 (sp)\nSW s0, 0x0024 (sp)\nORI a0, r0, 0xFFFF\nLUI a1, hi(0x800977C0) ;where string is\nADDIU a1, a1, lo(0x800977C0)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n;\nJAL GetBasicPromptSelection\nNOP\nADD s0, v0, r0 ;move v0 to s0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nADD v0, s0, r0 ;move s0 back to v0 (index chosen)\nLW a0, 0x0010 (sp)\nLW a1, 0x0014 (sp)\nLW a2, 0x0018 (sp)\nLW a3, 0x001C (sp)\nLW ra, 0x0020 (sp)\nLW s0, 0x0024 (sp)\nJR RA\nADDIU sp, sp, 0x28\n"}},"audioType":0,"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},"audioIndex":30,"otherbg":{"boardselect":"data:image/png;base64,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","boardlogo":"data:image/png;base64,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","boardlogosmall":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGQAAAAuCAYAAADeIbxeAAAAAXNSR0IArs4c6QAAIABJREFUeF7dmwd0VNXa939nZpJJJYWQAgkthpDQe+8IBFCkKAIKeC1YrooNRUSwoHCtKBYs3AtSRQREaULonQAhEEJISEIK6b3MTGbmvGvvk0kmCL7Xdd9vrff9dlZWMqfss8/+P/X/PKPw/9FQ1ffa3/w9Kar5qDVb/6++liIW/vnS+zuJv8++tvkSoP5ffBlT0Rc/qzDxxpHfqSoriu0+68iI/+3vsXgxuuDAWbMemzXk8dMb1vbt/1hsEwnIiE6eM1Z/+8hao6cXLh5eoKoVqqputhjtm8aPW5Vid7XmxsXlVP+/esH5z/RuunDxw4U58cfeGTzz8NKcnH//WcuXT+04Z+aw03mJN9xXjUtAsRoYvqgMnyCb/dy14q6PvJOQ8B+s27B162NdJk78Lu4/mKPRrX36tAk68vui8TqD+qFqs/nevJrDiTWbScnKrlnwc7GHBKRNiGHQ90+FHr64cjilVUUQUE3rfha6jHAhtEcPjN6+2GotlYpeX3g56eZFVGXNp/+K3bF5c6Llf2Khx9aM/jKsdcun8pNT8QsNqs0vNq/tN/3nxwD7n81vLvnhB6h8aNOzv1GyNgR/vOTlJVSgG5XEkNnual5e5bcjXzgx56+s8+jRZd59u/tu1+nc+l/5ZZNx++Zzga9vzi34K3M4X3vt2uImLqrXyrDQgNGKTvFL2r2PzW+nUn1Zh4/ZkzZ/S+FsTuGZj3aX9ZaAhDR1jVo/t0Vi2meDMRYEoKKi4Eo4vTnOb5RRhVeQitddxQT3NBLWK5DAVq54hzRH0ensdtV+BjsHFizZdUqnV85/8f3xjL+weH3SrukVp7/Uu7vuaI8uqoxWc1MIaOOOwWj+etKL+1+Liyspc57v2Tkjoj94f8qZgpQbHmvGJRJUEIYbLnWXiNWDGQsFYWkMfc2Eu5c9/801Vzr/sj8/707reuqpgX4rPp79LBjmmcpLPY+uOsf5NeV0iCmkoOKa+W/f5rn9hXdSnnvm7uEfL5v2hGLQT6kqLNCd3ZLA8W8TKbvkSTM8cMOATvoHO75PnuWHo2Uf7L1UM08CArjvWtiqOmdNH9wywtDjShRDuMIBbFjlBb4EU005NVTSgk54E4wJM6d0B6jteobOQy10vLcnPmFhqDYrOr1ebEyZard94R5g+Mbd741coPZWqR/VNzhm1SeTdh4a6YtSVSsXWEE1yUouM74pwycsEEVx2XbPCz9MTUyktqb4y3d1Ov3re99fT9KytgTji+MlxOuJH7H+jozAgolj7CFywUVCIl0wGW1P9Zl65GunjdXXmr4aqdiMOxSdziXl0Em+fegyPoWBNMMbF/T40wHX+Z9w5FJ176U7is78CSgGtWbNAKutdrteb/CpKS/nt3c3EPuVnSCrN76444pOrk9bpxh2zFhpMjuOLw6UPxufYV5R/y7fP928yi0p0qNJ7BhaEMVVjmLHVv98D3wxYKQcTcjC6IwrbqRyGht2qU3VVJHMJYrdstE1K8OrLbTuZyS8h5Gg6Ha4enpjs1pu6nS6q/tjk0+X16q7BnYL/iZla0ZEwbJQ9FJmtCEWXE4VlcEF9JlnpWVXf8L6Ds7Ju5LafN39F/G/3vIPWiHu8qMFRtzJ5RqgEEwEXgRxtstWhrySh07vcvZcZcir06cNXqQYdIOyziUovyy6SsEhCLD44olr3ft1xJtACkjHdcEW8gpz0matzG3rDMiMGX2axNzd+ZWpD/SfqlOUiIxT57l6wpX8pXZulF2hCa71euAQllv/VmCi2eyLvPlTWcfcSsvlekA+nh0cf5drcOcW37xFEofrn6ug4Ik/lRQRSFs88JGbVUURVZRK8KzUUsQNeU8LOnCDC1RTJuXAghUTtXJzy6jBGFpCVBcXWk9sRkBEEKayWvLmd8L/cjDJHKcWUyMhdMWDFnQljQx0Q/OxHDRioAq1Xlgc0qbJXEdGkk2iFKYqirFQI4WnjHwSjOfoPa+S9mN6E781nqOf1dLd0g87ZZipqBMElUgGcoN4+Q5CirMppd+ii+y6aL7vYkGTK7v3zntcQXnJWlOjpBxP4eLnBcTvzccPV7wxSoHowCguslO+vQAhmCiCuEs+Q+zdTa6iR09ph6uoXS7bn1tfqBfn6gF5ZKjf5zMG+/49/+0p0mw4Rmu6UotFTiAudscHL5rihrd8aRMVlJBDS0TkrOM6p4liGInE3la7mxAoNe0m16nBjAEDnhjRoSeKQaRwBgsNAZ2Q8GpKqaBQzifuDacXSRyRoGgwaGZADB+C5Itf5wwBtKYpLUnhOO0YzAV2EEpXrnCSu+hMIG0o4Do5JDYyI92ZRBxb6o6J3bCjv/caY9/oqwa076AcXbmZnZ+Y8M8LZIDtHm5wlkry6s2RWIsXAfI3h8uE0YVScignV14j9i6KkSTwK01n3CDdnFH06k9FAY0AGdHZ4/UFkwOXZC2a2Mh0tGcw1zlLOwZIUAy4SI0QmqNtgoI3AeSRSlt6cYnfCaUD+VyX0nnr6Mjd8prbDaF9RrwoIVv6gRAi5Atkc7l+28Uz9RhoTQ9SONkIDLGWaIbW+T4bQrv8aYEOFzzxpZJChEDUYqaIDPwIJZUT9RuvQavSjXu5wn5qKK8/V4MFm8GX9tauuMigR9PAICLI4BzFZDj5B5VW9KCSAgpJoysTqaUGG2YJTAGpuNOEAMKp/vtKTl2rPP/RntLujQDp0tZ90mePBG/JX/goFkrkBtxFfynBwjmapPdIqXfyzhvqgpEg2uFDMy4TSweGc5kDt80xI+gvN1gzBw1DbHIHRkrtEPOVkocvQVLShWls0FpV2nYRZAiz0mCToSWdKSJTmlfNTESSTyo2LEQyGE/85AMv8CtWzHRmLInsl5vV2LZDG3pIwBoMok1ufCHp9e+lrUnFAz8pIK54SWExU0kGZ6XlEOeFwPrRkgzOSEvQkRip9UKAsmd+yo74qq2/xFdOagSID/htXNCq2P3o25gOlUkJcpFu063uZoe58pcqpwVsdqopoUbaXztuNJFONPTHjuhCpUn8wxCaJcyeXWyJqZr04WfRSwBukstVOac2GrRPmB0XXOVahPkUGiQ22hkMoclZJFJRF3SIjQyRgKRIjQ4inBDaY6KSJA6hYpVmTNh4Z00T93VfPBH34CYcffKf8r0cZrEhQnJESg5TqUV3t3PcCjp6MJkzbJTXGHCjKWFSvCMZzdVZ81kRWzrtYqZlYyNAxIcfXwytrdjbxRB0abC0w2LjrUJVsWCWMp1POfnYZPSqjU6MIoML0oCJF6+ihJGZrxAYGnRbQJwP1lab2ey54DbXNXbUDv/gOOr82bttAPelvinnyI29yt4Rn9VvjhFP2kT2ok/SVHn+2sLj5L2bLH2KMGe+hEhNEZt0k0R5391bn6PVfT3k9Ttj/kHWbmctbNj4O0VNzsc1MKZwlh+lAIq7W9Jd+hzxf9iYThQFrmXOmgItJXF26uLDD8+1yDfmhTSr3TRELqgDI7jM/j/d2Aj6korICxtC5P8MkD+C0eC4Nc1xBiagfTQxV56Sa7wpAVlOCO0QYKQRh7FzINPi35bnjy39meT5u+V5M1X4EEIZubjjJbVc2Pam7w3jvtdmoygKa6e8TdWWK/V+ypE7NGiMps0N2tGg3Ua8pS86xUbpO7Rr7ITRox4Qr36lqBE3BCD1wVVDTgV8PDP4XIcQr272ZU/TjDZyElfcpZoXkEZZnTlwRqgVXamkGB066cSF/f6m0zHKXGsIDg6Wl/7666/yr91u5957762/3UPvxsyrvem46G5tw6avlX/9ujUn+pVh8v9z83bQempX/Lq24MyzPzH450fl8X0jV9D5zdFUbjTR/4o0vxKQfWM+p8/4B/Ee0oyEubtw6dyMYfEz5PnzS2Mpmn9ZBiZ+g0LxmxVK+a584vb+RHTF3VzgF25QRPSyifxr948MOuBGMzzlPoxc/2zd5mvLv/LdPrJi429rqgy40olxXGBbnTURQYC21UJTujCB65zA7f4Eyoy5PLO28PaAPDbMb9eMIQFjihc/JJ248xD2WGAs7LzzECYrmaPSpBnxkM5N5CSFaOyJq587U4rf0V7GbmeDfl6j+32HtWJsrPay65QX5V/vB+7i3k1Py/9PzfmRPisfkP9bK80YvIzyf3NxFUZ/T/L3ZxE4IrTRnI4PZQdzSXjxKAPPTakD5ABVb6bTL/ch9P4OqkW7WrXa+d5tNnablaOkMgCRA6oikudxyzrJPNw6CuJS+bHni38A5S4Gyg0X5t4RkreiJ94EcZFf6qDR437fVRLKyoq/OFDW1DF3Iw2J6eq1YN7EoHevLxqLW13G6rwILXrS8gthHyPoJx2pcOzOI5w+0q8I+2xs3YTJaZqNvz0gLRkb+5wTICreD0Q4AbKJPis1H3C7kXkylbC+4Xc8f/itTQxepN1/7MOtdJ40EO+2zTCbzYwfP565c+cybtw4eX7PlE9I33K6kYmaeOJdgvpGyPMmk4lBgwbx1VdfERoaypTooTxYop1zmCTxty8zOcHquoBAM3CRDJMBh0gQi0ijiBz0sw+yKa7k0z0JVS/cFpDIMI/mP8zrkH3++V542d0bvaQW2nXDjuCbtFFMpqQWbh0iHxHZsrTT3ZszLk6T/D8CouIzrBXj6gF5Qc7dRGrIM/Kek3M20nflg3fc8OsnE2nbN1qeX7NmDYtef5N+vfqyfqsMWji77DA9Xx0s/7+0+jQdZ/WW/+ekZFL6eSoRC/vhEqBpXfxXuzn59L8a+amfu+eyfO1KoqKi5DU2k4XXYh7lyMFDPEQXp4RSQKGFwVHcTQpH5PuLzyIZ9aSpBCKULhSRTon/DbjnII+vzm8GdVnvrU79yu7Zu3wDgsbk9ByKhVKZGLnjhxd+0oeIxNB5iPBVaIOwi4LyENGXN01J54J0lmIEDmrLyMOa+WkApMFx+w5rXQ/IWmWuvE4D5O9/Csj27duZMGECzoBsHLKEtofbkeJ1kukVH8n79y/byIhXNUBPrN1Dv4dG3xZcseHRSa7cTftG4asIww+TxvHQQuLi4ggMDJT3V+UUsy76KcxllX8wWXpc6Mw9xLFZziWSRB0G0jhZF/yoKC2r8BycyZNrC4Tk1/NF9Sbrpdk92s974e7E74ddVVoVt5UmyTGcqZQ7iepd9KGCIiklguATCZ5wZH4ftiXyJU0qVbvKOf026fpFUiepZ6khz99p2noNqaqqwtPTU15XW1vLno9/ZPyrMxoBkvLTOVyzdQQ9HCH9iwgi1j/7CQ998ZK878j3v9Jrxkjc3DQmPfN6Onv37OWhv81Cb1dY5Tsbu0VYgAZG9p49C/FrH4qqgMUN/Jr6o9Npe7N95lIyfjjkpCUiZ9HudcWTdgyRiWAF+ZLycRC0Ip4r6XgWc88TPPqvfMFm1ucRDkCU1INPXsg6k9v5+iutJEf5V0YYnaTpEryWYwj6/irH6Lz7fqJHa3G90JD1+lckxyQSMkEjVLbS0X/HbDp27ChDTZvNRllZGf7+/nUasoG+K6fxwbx3eeUfb8hj//z8W0LKPRmzYHojQJzXrKoqw3sNZWptN56M/1Se2rd0A7PnP82Px36jf//+jV5R+Ifz7/7MhSU/NzJDNx5uztI1K+qvFb6noqKCtLQ0dt+/BJ8MU139SCctxe3ykx5M5SwbGmmSoDOHLawiv6h86/Qvc7Qw0WGy9q2eMr5j57Y7dsZYMeY28vP/Fi7NiaIZrSStIn4FjyWyacG8vtZ5GYXulXIeHQqvnIpBAJjOOQmguOMCaWzwPUWLNmFkJaUz2qsn19pqUd7QtFYcbJPBPXGt2dFD81fDLjWnyl/ldPObtKxsyg0vQZU0Hvk5eSzOvAc3jzA+7iSIQuiW48+IzM5cJIONEXEYjUYqKyvJz8+nTXUIPfGnN2H1Tt1blpJasqzXLxQWFlJQUEDzyqb0pxvD6ImddKopoAv3UkOpNEeX2V0Pigh/29CXANpSSjY5XJR+1wFaZVgZg2aaOJxaMuzdjaUH6wHJOjnXfvyzLCVi/aMksu/fAsH5IkGXiFxF0B9iCOcvgoCbJEmVFX6ohhJJ3wtTdq2eFJR60yjRcxxpnJ03pGKOMNLhhZrTniKyMEm6X4yGZE1wYm3pJ223MBkhREneKp0zdU9toDu6cg8X2F4vxcLcdmMi8eyQvlH8ilxLHBO+QfiW1vTEl1DO1zHDEQwiTbLVVYjQVzAcN4iTZKZwAYIZENFWHD9Jul+UJoImVRPUurJy/g+ZIYkFVCr7lvXY2zSoxd1HZwczmIlc+ouAiJcWpJ7I1sVwl5U2d8nVRDMcn1HBtNmjmaxbx49+r2EudVDtjYFxzsYddrkxWNpRD5rQlj4kOEmmAE040a7cSwrHaEIQJWTJTbmLvnXkolancCS/HRjDObbUR0riuNjgprSmhBv4E0YWCTLL7sV0TvEDkQwnhcMSnPaMkHUjcVwIo7hPEIy3M2G9mSGvE88QsIxeopB/szD2/hXZIxS9nnGfTG76a7BLOM3WzamrDfx7SiLIvnb054pclFbq9SFQaouJKgTh10Od8KeTpa4+jbXSROQzg7FZrKwzPl8vpbcDwPGCgqATmyTYAZGs+hNKjKolnaVxeRzu+bWMDMUaG7THUTMJlrUKN7ykxggG4lb6XGhIVyZIrRHaIaiYUDrR4dNxtH5eE7D9bT5Fn26QMWY+yZIPE+trShupHcWyaNe4ZCsEpS+zJLDCcgTQhtNNttH9pXT2nil6SDoMT1f9tCUTfNc3q2oDOzUe678bfjQnmHZcQZq++iFCZOEtRCRxX8ZCPFtqlLcY8fHxXLp0iSlTpkj7LRzvlG5jeO/xBRIQa62Vda4iSXR+iQaz0qxPG4rjMwkzdaWQ69QGmnBr6k3zKx2opZpBqkar3EhK42LUekm3ixqIeOmL/OaUvGlQ/xlB2JrelHOznm4XJugah+n17VP0f+w++Zwjkes5m7xKZt7dmMTZOkZXmGmhRemcoowcCaggMJsRLimpU6yT5W9HntKTGVTMPUFp8dGGiqGvu+7Ft8f7fdTCNYSadaOdGgf+CI0I34QTz5D1CG0IiRIMqtAOYSlbPBxN5JqB9ed3795NYsxR9BTylcfvjHvyPi6cPceMw1EMWDGVyGeG1AHyrNy4fitn4OLtzqHp38iNm3j5LXyjm3NzZxI54xJJ5ywjLz2HT4dg0rfFUToxh67qPfWAnI36TlYDxb29+z+Iz0sh7J38YaNIJ/z+fvRbNkves6at6DpSGfrFU1RuLiT7YALZXJLXTz3xKVW7i9i5dAk9VjxO/8cmynuORm4gLnmVpEh6M51kDknz5jC3ggcU4a8jixd0lFYN1UylwxQrHjb8783jwLUaS6OQyt9D9/aSe/0XNslvB7H97qgkYXSUFULnimBrustIW9TjhXp7ftmDmKc0SXIMc2EVaXPOcvPnJC5wnAFMJInf6bPigXpANjR5gWE/PUHoONlMSfy7v7L/x53MvbCiPv5PmXicwmvp9L00vX7urz1n82SVyLIhMymDPVELae3enR5rJuE3paU8rtrsxC35ibPvbMZutdL+keEMX6XxaN82nc79x/+Bb6TGi5Wn5bKx9/PMSPgKz2AtBL91rI18nrzkC7IoFUg7WT1M4DdpBhtymcY1kwZ/qAEiGkSCZ+QRn2mu+OJwWds/xLhGg+7D72YGvcTuu9HliKz+j0NQI4Kr0uoi2iNa0YUckmjHQFI5RTE1PMtyfvhxLZMnT67fTMdsCUt2U7m4mGTrMQlI+2eGyETOXmPF4Kl1fpSXlzMuYiCP5Pdi5z0l/PSLyBG0IZJMRactf/rUabz84wN0VzXJFSYrZ+wJ+l7XALNarfz++++MGjUKvV7PzeNJ/DzgNaIkIBqPVj+vqsp8yFRdQ8q6g3R8PEZ7Xt1x52s3Rc4nMDlEBjH5XCWHK3TlPk6wSgYHt4Jy62e7Yifg/jzyKq32xTtLRLydc7ukwy35l2k1+2bq8Sm9fZFJVN9EuUr4CQGGKHcKmyjUURwXhSwR+gnAUshlvc9JHl/wd1555ZXG6KqQtvGMZG7bPzO00bkHH3yQyk1J3Ed3aT6rMXNwkoktW7ScwjHWr1/P9RkbCcSLJ9T18nBm0g3C2mtaIcYAvyj6lQYx6Ns5THhsGns2befag98T9cgIRqxqYAlSU1NZ8+0q3lq6RAJyectBejysAXLPsBhOnDnFUy88wzvvaOz1nsjPMSXnyPKDKM254EEuSbKGriWCd66XiMgsaGIRVToLL2wpEqTYRTHnrYDodn8y+OMAr5Dn4x8Pcup7aryP4lOUYQjZXicoLzVLMIQjE0Ue8VdENr7tQ/Bs7k/whAiajWmLV7vbq/3JbQfxzaYeEKElDmrizKs/ceWLfdRWmeWczenNpQ9LmfuSRo5mZGSwovVCIuqqcXPUDdrxpDRatW9Tv+htvRZyM+4yj9dswmB0Yf/Xm8lbcZDA3hGMXKXxZ7t27uSf4z5iysxhPLD6jTpADtHj4THyfGy/FRSevIbHkLaMP6iBuCNyGabkXEkYxrNdJoCpHKU/j3CM7xuVfzUqX2XYkh4Up/1O+nUVU5MaXvq5SFAGotNCjlsBUdTi6faSa0XsGxNJbUnjmoG4wT1Yx5Ct3vi2PM6uzl0ILRpUl4Mjs3RR4hXF/bQHanlhk1ap+7Px0T2vMG7MWNo/oxWkenXtwcm409K0iFF6JYffOiwlWh3OlWb7mZa7XLSvynN9vCJ4o+phmZBWU8wcdVMdINfJKrrJgAED7vjoiox8Tr21vh6QZ5XejGcSNTON3Lf6BQnID1O/5PEdGg9mr7VRmVWI4qbHO0R27LAicgo1yTe1gpcMwYUel9OWgSTwSyOT5RXszuNnR+Cui2XLR1cozHZh8W/Fj+RW2DTHdztAhg7FcGDD4FpMqeASSEVmEHELQ6nI8CdqrhvhMypRzFcQ54/8WkjG3Gnoat2kyRJ+wznrLhUB58JQ3nq7AZSsrCwSExM5cOAAwjzExsbyRlEMo1f8jag6QL5WZrE67AK7Ew5TWlrKkx0n8mblC5JBeLj0a1x9tLJATK9RzDgbLjtSRBOEaCEaq75eD8hnUS/SdElvXn9dOybGmTNnJEcWHh6OBsg6Rq7StG25Mlomk51nzmLI6gckIB94juFALyu7jx7A1VXza87jl8ilWJLzCZlQTodFZkrO6eF8OCcu7CM3oRpzuVZHH/RGJwa97AHlJwR/z7ZvyqHak4Ksgkef2FKx6o6AvP9E5w9fe7vpS1SLOrIYOjD4g1s71JpU4dlAccVmM7LtuxsY33taZulaeVIny7eixUeEd2Ih1Vh4hu9wwYAH7vQgnMF0IQJ/GYNrHSYqazlOrEyq4DsekceWsIMgfHiCIdIk3PC5yIPZn0nGd8k77xLxZhWt6EQxWRIQ0Q04HI2yb08bVrOEq6TwKG9J4kOMOcSQSjLHuIE7LoyhLesRX4mBTxgpn3uRfP5JAp64s4+Vsvg2jTfIdyJOHRu4hFFEEE2a/hgvJ+ehYEHRGcClGRiCwOALrqGopkyoSUNVBMvsTuzmHFL2VFLjXV7+4pYinzsCEvd9THK3sYYIqSE6oySRkZO4oSruIH/dqKpUODivEtv2aNks5oi7BXnYnA4SEJElOyIw8bcTo2XDnXD2Il8R7Z0isy0m+w5JmlimqEXriGKEbMvcoruAMSacmN86yD4R0TclEi0BrBAGRzOBoDCEzxH1GlEMErm4yOYjGVpH/jlW1lBUaty4oHUeiv6vbMTXSxqSyMZhK/ThYU7yLzrfb2bMMjOKTph5V23z5X55oCoekuRRdeKvJ2djr7Hr1YuEj6xh1upcscFmByj1PmTxYtymdpla3TSktdI0LB1VtPcr7phMLswYvZ7Fn0ymQ692EpC8zFIOPpwCiX6NiEEHMO0YxFVEnUC0froQTl/ZZObcCSheUhB65/nlloxZ3NU4OolgIJnES0ZVhxtRDJbPvc5J2XbUuHdK0zoNTvEWRknutaG3pDKcEzdHwtYQjgrR86QDMbLgJghA0Wsmsuwk9ta3gjondgN5jDyScTW4MDohEYOXUie8nhKIeY8fZMK0nvS/u0M9OFarC2nH80k5uorLqTlzF/xSvPwPgDw8pvVzK1bOW+7l54GtOovDe5Pp0D0K/6AgNny1h4zLmTyz9Hm8mvhhVw3cPJzHscnHNTNWrwuOvtWh9R2OQsIFAyro51sbzroynguS0hAmpSFzvZVMFFITzSgZRmbKauRNKb2CvhEUudg0QX0LTRBzedAURTZ610hzKvIEkYCK+otzhnzrM93xlQzuFfbWm1NxvXh+O4ZKGqVAdtVrd4q6jtAkQSKKz73/HsbA+dEoeg+5+bu2XCQrpYrZ8yajN3jwyfwveWLBs3g08ZGmX6czcuPSWTViwKP11UCpIT169HDZv+31S54+bu1sFlFkcuPy+et88NIHvPzh63To2Z31n6+jTcfe9BsuMmixSDu5B66TNqlcNjOIlxb9s8IE3eSKXKDiakW16AmgleRxNL+hkZBe+MvkspSsRmQiOjuqvcGkOG+aALc50bKBT9AiAgBRU3FuMxX/C7AEw5tVV5V0Np2OurdDm50/iwqfoOpFtHRrEiee2ZyOMqwV51rIZu1IzssmOE2gfNsG8MT5l7HVVktL8t7fP2Ds5Bi6jBjM4V9jSTh6kjnvvIHBRY8i+qPVGhSlEkUx2U6eilu68P1/LFaio6Nd48/9VKBaypvYrGKz9KCIiqGO5fPfpWVoCPfOeQiDoRbEBFSgUI6iit8ySlPy2DWiFruLGcNdObi2zyTfXCw33a5CEzcjlnWj0KviyyoO2XKmE4Rdq8Uz5iIlbrlS4fxcvaj+rSu2MmFeG+y3kHbRMFBBriQNhVnRMmLndk/NZAluSZB4mjlrzLhitBIwOQ27qwVLQhBl53zK7bfLAAAGAElEQVSkpreiN5Xky4Y55+dq/bhjcR2hkNnye1z1NejLu1G400xZVRGqkCDRLhT/KU3C3FHtCih6lsx9j9c+nI+I0uf/7TUenvscnboIIEpRKEaxF6OoRZgr80k6e53M9GIUS9XV2pqKIoOLqxFFsaEICZYbXw1qOYd2n6FVeDPCwwUApShqCYq9DORvJdhNFNyo4MflVhJza4nPNquZpbZLpTX2reUm++/fPxR4RH++C7bLWiWuoQtRRVAHhmEXMPnnklthZeXx8l/LTbbYsdGeHw6PcNcZRTPS1XCqEgKlKRF1BkH4Ca5IEJziuyjis9Yr1mDyRPjah+my6Vk8T+vfPUKlUohxQCZqcDHnsyz2o2mmpDn9vKM9XVwwHQ/Fku0utSCMrpIkFUBr/cQ18qsDXhNSiSuoqD6cYmJ8Rw+PNv4GXPR6FEsTeo14nujZI6R2yD0U5lKtlIJbXZnHp++c5JVFobi7FqCoxWAvITe9gMM7crmaYOHjWNOq0moWKHqdbs3nz/d80N/dx8XNzZXm0R6Ed/DH199cB0AZ2CrAJja/GkuNiaoyEwXZtWRdryU9xU5qtkqFlX2f71G1FkSnMWegz83BLYKCazY5kjQVPEy4jrhAhbGQ60W19n+ervipuMouaFfnb+vMGt3e/f27Iz1C/LwMuGd3o/SwkL7GWiYa0ErIlP7BAYqIylI5Jk2kw3GHz25DZuU28ipsLD9cvrGsxjatbpn9YqI8to6N9gjysLtTfigQS7HWU+Ds9BU/C94jbrJod+nwwkqraO0X5j7G30P/9IMDw0Z8tn27m60mXRNYKbhFdb9i84U2lIKtHGxVlBdXs/mLCjIPuZN33Z0+D8HmuIqQnYlVWgE9Yc149dhvZ7DbVFTFTstIPWNn61FUM6q1Vv7aa62cOmhj40Y7x25AYgFpVhsf20FkmiJsa+jAdgIkxMsw+B9Tmh2q3tYfXZknhvuOUq0vJ7PUykex5T/U2u1/k0J859Gqlb/h9EtDfQMNOgWfymCKdwtaRNM14Z9E2Ct6noRTFs7/OsdluCs2VO9rxmV4MjbFxvJD5VnXCi0d5Lfl/jiGPdzTK7Zvazf8XTxJ3xAoAwOHuQueks+Fgoqq5YfKtNZ/p2Ez7bWqVcf1OmsWCCDsJSABEIJcjWqzoNaa5B7aLTa5j/sXh2Cv0tON6Xi9to3UpMx3ntpW/aayGHTxnT1tGUXW9Oxy69G8CttRIPXod/rfukWorqpVxW5RycuG97/EturcX2xJAdf3JjSrDDIaXWrsJuIyzbYt8VXvl5vs7zrH338CiONUyxa+ho+ndvWc3DbABX2RH14pfWmZOUB+NUGEtyLbEEmiYNNSlWPohl/G7lfB71drzNsTqkRT8d7/5jmGJm66N2b39n6zfZCromT7UHrKG7PNRsCUHD46UPZcWlHt585zfPBm71cLUtKXluaLRg6boKG1yFNVaRcOjzyo4OFmx25WsVlUrGbY8E89udubS/MoIkHzgGR0zSw5L28rbHHHFpMQfx6LW658q1eh1gw7dqnM/Zl2Zurivn9jBx2X9Glt/KRziOucb09UiHh7/l+49XaX6vQ63ffPDPKeERHg4uJtMFJ9IBxLvqBUVFSdHbdOhdgisrhRarV+erD8Hxar/XbfefjTZfi6K7EvD/cb6uuuU7wMXlwvKat8e0+J0I6/MvRvT6Ng9ijFz81F1GMgO1tl5wF3fH088TEayTkFFSY7dw1XeXNPafif9vw8H0PSyxOIvJwEL63mh8slzPwrq3G6VqSoovP4z0zTX51a76pn0qBw93X3dfR0cdUZcC9pSoV3IRbFytJ9pcfyKmyiabfxV7X+2lOaRzRzOfjcYJ+IL46WfZaUV3vnjr47z+vy6FAqXpuE0csDYo/AjNV09zbqpkcGGZ6f1MnLpYmbDhcXHVXVytz/rgnL5cz7WL7/ifKv4wiRZYn/nWNMv9Zun8VEeUQcSK5OP5BqGiu+MfA/uNQ+ohH/P5jP7bGhJD4/ljZrt6EuO+7UFqoFBzNb+Rlm9W/t1vG/AH0TzVFjjfyOAAAAAElFTkSuQmCC","largescene":"data:image/png;base64,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"}}