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GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -64\nSW S7 36(SP)\nSW S4 40(SP)\nSW RA 60(SP)\nSW S1 44(SP)\nSW S0 48(SP)\nSW S2 52(SP)\nSW S3 56(SP)\n\n\n; S1 = Bank address\n; S2 = Bank loan value\n; S7 = Current Player's Star address\n\n;BEGIN LOADING BANK COINS STRING=====================================\nLUI S1 hi(bank_coin_total)\nADDIU S1 S1 lo(bank_coin_total) ; Load Address of Bank Total\nLHU S2 0(S1) ; Load the Bank Value into S1\n\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nMOVE A2 S2 ; Copy Bank Total Value into A2\n;END LOADING BANK COINS STRING=======================================\n\nBNE S2 R0 normalgreeting ; If the loan isn't 0, greet normally\nNOP\n\nJAL PlaySound\nLI A0 0x2A0 ; Baby Bowser Roar\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Baby Bowser)\nLUI A1 hi(NoLoanGreeting_Message)\nADDIU A1 A1 lo(NoLoanGreeting_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Baby Bowser)\nLUI A1 hi(NoLoanGoodbye_Message)\nADDIU A1 A1 lo(NoLoanGoodbye_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\n;BEGIN GREETING======================================================\nnormalgreeting:\nJAL PlaySound\nLI A0 0x2A0 ; Baby Bowser Roar\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Baby Bowser)\nLUI A1 hi(NormalGreeting_Message)\nADDIU A1 A1 lo(NormalGreeting_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END GREETING========================================================\n\n;BEGIN Take Coins From Player========================================\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\nMOVE S4 V0\n\nLUI S0 hi(p1_coins)\nADDIU S0 S0 lo(p1_coins) ; Load the address of Player 1's Coins\nLI T0 0x38 ; This is the distance between each player's Coins\nMULT S4 T0 ;  Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU S0 S0 T0 ; Add the result to the Coins address\nLHU S0 0(S0) ; Load the value of the Player's Coins address into S0\n\nBEQ S0 R0 nocoins\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nSUBU A1 R0 S2 ; Amount to lose\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nSUBU A1 R0 S2 ; Amount to display\n\nLI A0 -1 ; Current Player\nLI A1 3 ; Despair Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't repeat animation\n\nMOVE A0 S4\nJAL getsadvoice ; Sad voice index at V0\nNOP\n\nJAL SleepProcess ; Sleeps for 30 frames\nLI A0 30\n\nJ determinegoodbye\nNOP\n;END Take Coins From Player==========================================\n\nnocoins:\nLUI S7 hi(p1_stars)\nADDIU S7 S7 lo(p1_stars) ; Load the address of Player 1's Stars\nLI T0 0x38 ; This is the distance between each player's Stars\nMULT S4 T0 ;  Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU S7 S7 T0 ; Add the result to the Stars address\nLBU S0 0(S7) ; Load the value of the Player's Stars address into S0\n\nBEQ S0 R0 nostars\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Baby Bowser)\nLUI A1 hi(LoseStar_Message)\nADDIU A1 A1 lo(LoseStar_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI T0 1\nSUBU S0 S0 T0 ; Subtract 1 from the player's Star count\nSB S0 0(S7) \n\nJAL PlayMusic\nLI A0 0x6B ; Fail music\n\nLI A0 -1 ; Current Player\nLI A1 3 ; Despair Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't repeat animation\n\nMOVE A0 S4\nJAL getsadvoice ; Sad voice index at V0\nNOP\n\nJAL SleepProcess\nLI A0 95 ; Sleep 95 Frames\n\nJAL PlayMusic\nLI A0 6 ; <--- CHANGE TO CORRECT MUSIC INDEX (Default: Staff Roll)\n\nJ emptybank\nNOP\n\nnostars:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Baby Bowser)\nLUI A1 hi(LoseNothing_Message)\nADDIU A1 A1 lo(LoseNothing_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 -1 ; Current Player\nLI A1 5 ; Joy Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't repeat animation\n\nMOVE A0 S4\nJAL gethappyvoice\nNOP\n\nJAL SleepProcess\nLI A0 35 ; Sleep 35 frames\n\nJ emptybank\nNOP\n\n;BEGIN Determine last message========================================\ndeterminegoodbye:\nSLT S3 S0 S2 ; S3 = 1 if the player didn't have enough Coins\nNOP\n\nBNE S3 R0 insufficientfunds ; Branch if the player didn't have enough\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x5 ; Character image (Baby Bowser)\nLUI A1 hi(Goodbye_Message)\nADDIU A1 A1 lo(Goodbye_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ emptybank\nNOP\n\ninsufficientfunds:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x5 ; Character image (Baby Bowser)\nLUI A1 hi(Insufficientfunds_Message)\nADDIU A1 A1 lo(Insufficientfunds_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END Determine last message==========================================\n\nemptybank:\nLI T0 0\nSH T0 0(S1) ; Resets Bank back to 0\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\n\n\nexit:\nLW S7 36(SP)\nLW S4 40(SP)\nLW RA 60(SP)\nLW S1 44(SP)\nLW S0 48(SP)\nLW S2 52(SP)\nLW S3 56(SP)\nJR RA\nADDIU SP SP 64\n\ngetsadvoice:\n; a0 = player's index\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT A0 T0 ;  Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLBU T0 0(T1) ; Load address value into T0\n\nADDIU V0 T0 0x287 ; Mario's Sad Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\ngethappyvoice:\n; a0 = player's index\nADDIU SP SP -24\nSW RA 20(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT A0 T0 ;  Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLBU T0 0(T1) ; Load address value into T0\n\nADDIU V0 T0 0x2BE ; Mario's Taunt Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 20(SP)\nJR RA\nADDIU SP SP 24\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nNormalGreeting_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Good day to you\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m afraid that your \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; Coin Amount String\n.byte 0x3D ; - (minus)\n.ascii \"Coin\"\n.byte 0x08 ; White Font\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"loan is due\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nInsufficientfunds_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Insufficient funds\"\n.byte 0xC3,0xC3,0xC3 ; Question Mark (???)\n.ascii \" Look\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"We\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re a\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"business\"\n.byte 0x85 ; Period (.)\n.ascii \" We can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t just hand out\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"money\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t let this happen again\"\n.byte 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 \"Thank you very much\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I hope you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll do business with\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Bowser Bank again\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoLoanGreeting_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Hello\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Welcome\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m sorry\"\n.byte 0x82 ; Comma (,)\n.ascii \" but those\"\n.byte 0x07 ; Yellow Font\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I lent you are past due\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoLoanGoodbye_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Erm\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m sorry\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" There seems\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"to have been a slight error\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Umm\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Come again\"\n.byte 0xC2,0xC3,0xC2 ; Exclamation Mark (!?!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nLoseStar_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"WHAT\"\n.byte 0xC3,0xC2,0xC3 ; Question Mark (?!?)\n.ascii \" You haven\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t ANY Coins\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Well\"\n.byte 0x82 ; Comma (,)\n.ascii \" if you can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t pay with Coins\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"then I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll have to take a\"\n.byte 0x03 ; Red Font\n.ascii \" Star\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nLoseNothing_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"WHAAAT\"\n.byte 0xC2,0xC3,0xC2 ; Exclamation Mark (!?!)\n.ascii \" You have NO COINS\"\n.byte 0xC2,0xC3,0xC2 ; Exclamation Mark (!?!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"But you signed for it\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll get you\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"for this\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll sue\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Get me a lawyer\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!!!)\n.byte 0xFF,0 ; FF=Pause"},"Bowser Bank [Passing] (Airsola™)":{"language":0,"code":"; NAME: Bowser Bank [Passing] (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S4 32(SP)\nSW S2 24(SP)\nSW S1 28(SP)\n\n\n; S1 = Bank address\n; S2 = Bank loan amount\n; S4 = Current Player's Index\n\nLUI T0 hi(cur_player_spaces_remaining)\nADDIU T0 T0 lo(cur_player_spaces_remaining)\nLWU T1 0(T0) ; Load spaces remaining into T1\n\nBEQ T1 R0 exit ; If there's no spaces remaining, exit\nNOP\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nJAL PlaySound\nLI A0 0x2A0 ; Baby Bowser Roar\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Baby Bowser)\nLUI A1 hi(Greeting_Message)\nADDIU A1 A1 lo(Greeting_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\nMOVE S4 V0\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nLI A1 5 ; Amount to get\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nJAL ShowPlayerCoinChange ; Displays Player's coin gain on-screen \nLI A1 5 ; Amount to display\n\nJAL SleepProcess\nLI A0 30 ; Sleep 30 Frames\n\n;BEGIN LOADING BANK COINS STRING=====================================\nLUI S1 hi(bank_coin_total)\nADDIU S1 S1 lo(bank_coin_total) ; Load Address of Bank Total\nLHU S2 0(S1) ; Load the Bank Value into S1\nADDIU S2 S2 5\n\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nMOVE A2 S2 ; Copy Bank Total Value into A2\n;END LOADING BANK COINS STRING=======================================\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 5 ; Character image (Baby Bowser)\nLUI A1 hi(Goodbye_Message)\nADDIU A1 A1 lo(Goodbye_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nSH S2 0(S1)\n\n\n\nexit:\nLW S2 24(SP)\nLW S1 28(SP)\nLW S4 32(SP)\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nGreeting_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to Bowser Bank\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You have been preapproved\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"for a\"\n.byte 0x06 ; Blue font\n.ascii \" 5\"\n.byte 0x3D ; - (minus)\n.ascii \"Coin\"\n.byte 0x08 ; White Font\n.ascii \" loan\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGoodbye_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"By the way\"\n.byte 0x82 ; Comma (,)\n.ascii \" principle and\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"interest will come to\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x03 ; Red Font\n.byte 0x11 ; Coin Amount String\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0x85 ; Period (.)\n.ascii \" Invest wisely\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!!!)\n.byte 0xFF,0 ; FF=Pause"},"Space Warp v3 (Airsola™)":{"language":0,"code":"; NAME: Space Warp v3 (Airsola™)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Destination\n; PARAM: Space|PreviousSpace\n; PARAM: Space|NextSpace\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to warp a player who\n;            lands on a Space into a Space of the same type.\n;            This is due to limitations on how warps execute.\n;\n;            Destination is where the player will warp to.\n;            PreviousSpace is the space the player will step into if\n;            they go in reverse after the warp.\n;            NextSpace is the next space that the player will step\n;            into if they roll normally.\n;====================================================================\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP) ; Current Player's Index\nSW S5 68(SP) ; Current Player's Struct\n\n;FADE-OUT START------------------------------------------------------\nLI A0 4 ; Happening Space Fade-out \nJAL InitFadeOut\nLI A1 16 ; Fade Out for 16 Frames\n\nJAL SleepProcess\nLI A0 16 ; Sleep 16 Frames\n;FADE-OUT END--------------------------------------------------------\n\nJAL PlaySadVoice ; Plays Current Player Character's Scream\nNOP\n\nJAL SleepVProcess\nNOP\n\n;WARP START----------------------------------------------------------\nJAL GetCurrentPlayerIndex ; Player Index located at V0\nNOP\nMOVE S4 V0 ; Copy Current Player's Index to S4\n\nMOVE A0 S4 ; Assigns Current 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 S4 ; Assigns Current 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 S4 ; Assigns Current 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\nLI A0 -1 ; Current Player\nMOVE S5 V0\n\nLI A0 Destination_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nLI A1 Destination_chain_space_index\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(S5) ; 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;SOUND START---------------------------------------------------------\n; Use the Audio Player on PP64 to find other sound indexes to use\n; Then use the following link to know what Sound Index you need\n; https://pastebin.com/H1jxNFqr\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess \nLI A0 15 ; Number of frames the game waits for sound to finish\n\nJAL PlaySound \nLI A0 0x107 ; Warp Block Sound Index\n\nJAL SleepProcess \nLI A0 15 ; Number of frames the game waits for sound to finish\n;SOUND END-----------------------------------------------------------\n\n;FADE-IN START-------------------------------------------------------\nLI A0 4 ; Happening Space Fade-in\nJAL InitFadeIn\nLI A1 16 ; 16 Frames of Fade-in\n\nJAL SleepProcess\nLI A0 31 ; Sleep for 31 Frames\n;FADE-IN END---------------------------------------------------------\n\n;MESSAGE DISPLAY START-----------------------------------------------\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(Message)\nADDIU A1 A1 lo(Message) ; This loads \"Message\" into the Textbox\nLI A2 0x0\nJAL ShowMessage\nLI A3 0x0\n\nJAL CloseMessage\nNOP\n;MESSAGE DISPLAY END-------------------------------------------------\n\n\n\nLW RA 76(SP)\nLW S4 72(SP)\nLW S5 68(SP)\nJR RA\nADDIU SP SP 80\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 16\nMessage:\n.ascii \"You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve been warped to another space\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n\n.align 4\nPlaySadVoice:\nADDIU SP SP -32\nSW RA 28(SP)\n\nJAL GetCurrentPlayerIndex\nNOP \n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT V0 T0 ;  Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLBU T0 0(T1) ; Load address value into T0\n\nADDIU V0 T0 0x287 ; Mario's Sad Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32"},"Get Boo Bell (Coins If Full)":{"language":0,"code":"; NAME: Get Boo Bell (Coins If Full)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|coins\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to give the landing\n;            or passing player an item of your choice. If they have\n;            no space to carry the item, they will receive coins.\n; CREDIT:    This event was adapted from Airsola's event Give Current\n;            Player Specific Item and PP64's event Adjust Current\n;            Player Coins.\n;===================================================================\n\nADDIU SP SP -44\nSW RA 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\nSW S0 28(SP)\nSW A0 0(SP)\nSW A1 4(SP)\nSW A2 8(SP)\nSW A3 12(SP)\n\n;FIND CURRENT PLAYER START-------------------------------------------\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\n\nLI S0 0x0 ; Start with Player 1 \nLUI S1 hi(p1_item1)\nADDIU S1 S1 lo(p1_item1) ; S1 is the address of Player 1's First Item\n\nSTART:\nBEQ S0 V0 checkslots\nNOP\n\nADDIU S0 S0 1 ; Add 1 to check the next Player\nADDIU S1 S1 0x38 ; This makes it load the next Player's First Item\nJ START\nNOP\n;FIND CURRENT PLAYER END---------------------------------------------\n\n;CHECK ITEM SLOTS START----------------------------------------------\ncheckslots:\nADDIU S0 R0 0xFF ; 0xFF = No Item Value\nLBU S2 0(S1) ; S2 is the value of the item in the first slot\nBEQ S0 S2 itemmessage ; Go to itemmessage if the first slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to check Slot #2\nLBU S2 0(S1) ; S2 is the value of the item in the second slot\nBEQ S0 S2 itemmessage ; Go to itemmessage if the second slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to check Slot #3\nLBU S2 0(S1) ; S2 is the value of the item in the third slot\nBEQ S0 S2 itemmessage ; Go to itemmessage if the third slot is empty\nNOP\n; If the Player has 3 Items, they'll get the \"No Item\" message\n;CHECK ITEM SLOTS END------------------------------------------------\n\n;NO ITEM MESSAGE DISPLAY START---------------------------------------\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(noitem)\nADDIU A1 A1 lo(noitem) ; This loads \"noitem\" into the Textbox\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual ; Adjusts the player's coins\nADDIU A1 R0 coins\n\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange ; Shows the +coins effect\nADDIU A1 R0 coins\n\nJAL SleepProcess ; Waits 30 frames for game to show coin change\nADDIU A0 R0 30\n\nJ exit ; Player got coins, exit\nNOP\n;NO ITEM MESSAGE DISPLAY END-----------------------------------------\n\n;GOT ITEM MESSAGE DISPLAY START--------------------------------------\nitemmessage:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(gotitem)\nADDIU A1 A1 lo(gotitem) ; This loads \"noitem\" into the Textbox\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;GOT ITEM MESSAGE DISPLAY END----------------------------------------\n\n;GIVE ITEM START-----------------------------------------------------\nLI S0 0x0B ; S0 contains Boo Bell Value\nSB S0 0(S1) ; Place Boo Bell on empty Item slot\n\n; 0x00 = Mushroom\n; 0x01 = Skeleton Key\n; 0x02 = Poison Mushroom\n; 0x03 = Reverse Mushroom\n; 0x04 = Cellular Shopper\n; 0x05 = Warp Block\n; 0x06 = Plunder Chest\n; 0x07 = Bowser Phone\n; 0x08 = Dueling Glove\n; 0x09 = Lucky Lamp\n; 0x0A = Golden Mushroom\n; 0x0B = Boo Bell\n; 0x0C = Boo Repellant\n; 0x0D = Bowser Suit\n; 0x0E = Magic Lamp\n; 0x0F = Koopa Card\n; 0x10 = Barter Box\n; 0x11 = Lucky Coin\n; 0x12 = Wacky Watch\n;GIVE ITEM END-------------------------------------------------------\n\n;SOUND START---------------------------------------------------------\nLI A0 0x112 ; Insert Your Sound Index Here!\n; Use the Audio Player on PP64 to find other sound indexes to use\n; Then use the following link to know what Sound Index you need\n; https://pastebin.com/H1jxNFqr\n; The code index (what you input here) is on the left, the player\n; index (written on PP64's Audio Player) is on the right.\nJAL PlaySound \nNOP\n\nADDIU A0 R0 0 ; Number of frames the game waits for sound to finish\nJAL SleepProcess \nNOP\n;SOUND END-----------------------------------------------------------\n\n\n\nexit:\nLW A0 0(SP)\nLW A1 4(SP)\nLW A2 8(SP)\nLW A3 12(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nLW S0 28(SP)\nLW RA 40(SP)\nJR RA\nADDIU SP SP 44\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Remember to take into account spaces after punctuation.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 16\ngotitem:\n.ascii \"You got a\"\n.byte 0x07 ; Yellow Font\n.ascii \" Boo Bell\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nnoitem:\n.ascii \"You got\"\n.byte 0x07 ; Yellow Font\n.ascii \" coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture"},"Adjust Current Player Coins":{"language":0,"code":"; NAME: Adjust Current Player Coins\n; GAMES: MP1_USA,MP2_USA,MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|coins\n\nADDIU SP SP -4\nSW RA 0(SP)\n\n; Give the player the coins\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual\nADDIU A1 R0 coins\n\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange\nADDIU A1 R0 coins\n\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\n\nLW RA 0(SP)\nJR RA\nADDIU SP SP 4\n"},"Multi-Star Purchase (MP3)":{"language":1,"code":"// NAME: Multi-Star Purchase (MP3)\n// GAMES: MP3_USA\n// EXECUTION: Direct\n// PARAM: +Number|MAX_STARS\n// PARAM: +Number|STAR_COST\n\n//Special Thanks to Airsola for finding everything initially,\n//and PartyPlanner64 for the translated versions to C\n\n//If using the Variable Pricing, set STAR_COST to 0 or a negative value\n//MAX_STARS indicates how many stars a player can purchase at once.\n\n#include \"ultra64.h\"\n\nstruct player {\n    s8 unk0;\n    s8 cpu_difficulty;\n    s8 controller;\n    u8 character;\n    /**\n     * Miscellaneous flags.\n     * 1: Is CPU player\n     */\n    u8 flags;\n    s8 pad0[5];\n    /**\n     * Current coin count.\n     */\n    s16 coins; // 10\n    /**\n     * Coins obtained during a Mini-Game.\n     */\n    s16 minigame_coins; // 12\n    s8 stars; // 14\n\n    u8 cur_chain_index; // 15\n    u8 cur_space_index; // 16\n    u8 next_chain_index; // 17\n    u8 next_space_index; // 18\n    u8 unk1_chain_index; // 19\n    u8 unk1_space_index; // 20\n    u8 reverse_chain_index; // 21\n    u8 reverse_space_index; // 22\n\n    u8 status_flags; // 23\n    u8 items[3]; // 24\n    u8 bowser_suit_flag; // 27\n    u8 turn_color_status; // 28\n\n    s8 pad1[7]; // 29 - 35\n\n    void *obj; // 36 // struct object *\n    s16 minigame_star; // 40\n    s16 coin_star; // 42\n    s8 happening_space_count; // 44\n    s8 red_space_count;\n    s8 blue_space_count;\n    s8 chance_space_count;\n    s8 bowser_space_count; // 48\n    s8 battle_space_count;\n    s8 item_space_count;\n    s8 bank_space_count;\n    s8 game_guy_space_count; // 52\n\n    // s8 pad2[3];\n}; // sizeof == 56\n\n// Structure declarations for the structs used by the AI logic.\nunion ai_next {\n    struct ai_node *ptr;\n    unsigned int decision;\n};\nstruct ai_node {\n    unsigned char type;\n    unsigned int data;\n    union ai_next next;\n};\n\n// Example AI logic that makes a random choice.\nstruct ai_node ai_random_choice[] = {\n    { 0, 0x00000000, 0x064C9932 },\n};\n\n#define PICTURE 0x16 //set as Millenium Star\n\nextern struct player *GetPlayerStruct(s32 player_index);\n\n// This is one of a few available addresses that get copied into EEPROM.\nextern u32 D_800CD098; //change if using a different address\n\nchar cost[16];\nchar stars[16];\nchar coins[16];\nchar desc[16];\n\nchar *NotEnoughCoins_Message =\n    \"\\x1A\\x1A\\x1A\\x1A\" // Standard padding for picture\n    \"Hey\"\n    \"\\x82\" // Comma (,)\n    \" \\x12\" // String #2 (Character)\n    \"\\xC2\" // !\n    \"\\x0A\" // New line\n    \"\\x1A\\x1A\\x1A\\x1A\"\n    \"You need at least \"\n    \"\\x05\" // Green Font\n    \"\\x11\" // String #1 (STAR_COST)\n    \"coins\"\n    \"\\x0A\" // New line\n    \"\\x1A\\x1A\\x1A\\x1A\"\n    \"\\x08\" // White \n    \"to purchase\"\n    \"\\x07\" // Yellow Font\n    \"stars\"\n    \"\\x08\" // White Font\n    \" right now\"\n    \"\\x85\" // .\n    \"\\x0A\" // New line\n    \"Come back when you have enough\"\n    \"\\xC2\" // !\n    \"\\xFF\";\n\nchar *Prompt =\n    \"\\x0B\" // Start the message\n    \"\\x1A\\x1A\\x1A\\x1A\" // Standard padding for picture\n    \"Hey\"\n    \"\\x82\" // Comma (,)\n    \" \\x12\" // String #2 (Character)\n    \"\\xC2\" // !\n    \"\\x0A\" // New line\n    \"\\x1A\\x1A\\x1A\\x1A\"\n    \"\\x07\" // Yellow Font\n    \"Stars\"\n    \"\\x08\" // White Font\n    \" costs \"\n    \"\\x05\" // Green Font\n    \"\\x11\" // String #1 (STAR_COST)\n    \"coins\"\n    \"\\x08\" // White Font\n    \" each\"\n    \"\\x85\" // .\n    \"\\x0A\" // New line\n    \"\\x1A\\x1A\\x1A\\x1A\"\n    \"Would you like to purchase \"\n    \"\\x13\" // String #3 (\"some\" or \"one\", depending on the Max Stars they offer)\n    \"\\xC3\" // \"?\"\n    \"\\x0A\" // New line\n    \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\" // Picture + Option Indent\n    \"\\x0C\" // Start option\n    \"Yes\"\n    \"\\x0D\" // End option\n    \"\\x0A\" // New line\n    \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\"\n    \"\\x0C\" // Start option\n    \"No\"\n    \"\\x0D\" // End option\n    \"\\x0A\" // New line\n    \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\"\n    \"\\x0C\" // Start option\n    \"View Map\"\n    \"\\x0D\";\n\nchar *Yes_Message =\n    \"\\x1A\\x1A\\x1A\\x1A\" // Standard padding for picture\n    \"Here you go\"\n    \"\\xC2\" // !\n    \"\\xFF\";\n\nchar *No_Message =\n    \"\\x1A\\x1A\\x1A\\x1A\" // Standard padding for picture\n    \"Really\"\n    \"\\xC3\" // \"?\"\n    \"\\x0A\" // New line\n    \"\\x1A\\x1A\\x1A\\x1A\" // Standard padding for picture\n    \"Guess I\\x5Cll see\"\n    \"\\x0A\" // New line\n    \"\\x1A\\x1A\\x1A\\x1A\" // Standard padding for picture\n    \"you later then\"\n    \"\\x85\" // .\n    \"\\xFF\";\n\nchar *Stars_Message =\n    \"\\x0B\" // Start the message\n    \"\\x1A\\x1A\\x1A\\x1A\" // Standard padding for picture\n    \"How many\"\n    \"\\x07\" // Yellow Font\n    \"stars\"\n    \"\\x08\" // White Font\n    \"\\x0A\" // New line\n    \"\\x1A\\x1A\\x1A\\x1A\"\n    \"will you purchase\"\n    \"\\xC3\" // \"?\"\n    \"\\x0A\" // New line\n    \"\\x0A\" // New line\n    \"\\x1A\\x1A\\x1A\\x1A\\x1A\" // Picture + Option Indent\n    \"Buy\"\n    \"\\x10\\x10\" // Space 2x (  )\n    \"\\x2A\" // Star icon\n    \"\\x20\" // ???\n    \"\\x3E\" // x (multiply)\n    \"\\x20\" // ???\n    \"\\x05\" // Green Font\n    \"\\x0F\" // ???\n    \"\\x11\" // String #1 (Stars)\n    \"\\x19\" // ???\n    \"\\x0A\" // New line\n    \"\\x1A\\x1A\\x1A\\x1A\\x1A\" // Picture + Option Indent\n    \"For\"\n    \"\\x10\\x10\" // Space 2x (  )\n    \"\\x29\" // Coin icon\n    \"\\x20\" // ???\n    \"\\x3E\" // x (multiply)\n    \"\\x20\" // ???\n    \"\\x05\" // Green Font\n    \"\\x0F\" // ???\n    \"\\x12\" // String #2 (Price)\n    \"\\x19\" // ???\n    \"\\x0A\" // New line\n    \"\\x0A\" // New line\n    \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\"\n    \"\\x28\" // Control Stick Icon\n    \"\\x85\\x85\\x85\" // ...\n    \"Choose\"\n    \"\\x0A\" // New line\n    \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\"\n    \"\\x21\" // (A) Button Icon\n    \"\\x85\\x85\\x85\"\n    \"Confirm\"\n    \"\\x0A\" // New line\n    \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\"\n    \"\\x22\" // (B) Button Icon\n    \"\\x85\\x85\\x85\"\n    \"Back\";\n\nvoid main() {\n    SetBoardPlayerAnimation(-1, -1, 2);\n\n    s32 player_index = GetCurrentPlayerIndex();\n    struct player *player = GetPlayerStruct(-1);\n\n    PlaySound(345); // Millenium Star;s \"Ho ho ho\".\n\n    s32 price = STAR_COST;\n    if(price <= 0){\n        price = D_800CD098; //if STAR_COST is 0 or less, it loads a variable price.\n    } //Change D_800CD098 to another usable address if it conflicts with another event\n    \n    s32 purchaseNo = 1;\n    s32 Max = player->coins / price;\n    sprintf(cost, \"%d\", price);\n    sprintf(stars, \"%d\", purchaseNo);\n    sprintf(coins, \"%d\", (purchaseNo * price));\n    \n    if(Max > MAX_STARS){\n        Max = MAX_STARS;\n    }\n    \n    if(MAX_STARS != 1){\n    \tsprintf(desc, \"some\");\n    }\n    else {\n    \tsprintf(desc, \"one\");\n    }\n    s32 character_str = 0x1C00 + player->character;\n\n    if (PlayerHasCoins(player_index, price) == 0) {\n        ShowMessage(PICTURE, NotEnoughCoins_Message, cost, character_str, 0, 0, 0);\n        func_800EC9DC();\n        CloseMessage();\n        func_800EC6EC();\n        return;\n    }\n\n    while (1) {\n        ShowMessage(PICTURE, Prompt, cost, character_str, desc, 0, 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        s32 choice = GetBasicPromptSelection(2, 0); //isn't being random?\n            \n        CloseMessage();\n        func_800EC6EC();\n        \n        switch (choice) {\n            case 0:\n                if(MAX_STARS == 1){ //gives a star if only 1 can be purchased\n                    PlaySound(583); // Cash register sound.\n                    SleepProcess(10);\n\n                    // Take coins\n                    AdjustPlayerCoinsGradual(player_index, -(purchaseNo * price));\n                    ShowPlayerCoinChange(player_index, -(purchaseNo * price));\n                    SleepProcess(30);\n\n                    ShowMessage(PICTURE, Yes_Message, 0, 0, 0, 0, 0);\n                    func_800EC9DC();\n                    CloseMessage();\n                    func_800EC6EC();\n                    \n\t\t\t\t\t// Celebration\n                \tfunc_8004A520(111); // Play star jingle\n                \tplayer->stars += purchaseNo;\n                \tfunc_800F2304(-1, 6, 0);\n                \tfunc_8004ACE0(610, player_index);\n                \tSleepProcess(60);\n                \tSleepProcess(50);\n\n                \t// Restore board music\n                \tfunc_8004A520(GetBoardAudioIndex());\n                    return;\n                }\n                \n                // Alternative ShowMessage?\n                func_800EC92C(PICTURE, Stars_Message, stars, coins, 0, 0, 0);\n\n                s32 isCPU = PlayerIsCPU(-1);\n                s32 aPressed = 0;\n                s32 bPressed = 0;\n                if (!isCPU) {\n                    // Give real players opportunity to increase cost.\n                    while (!aPressed && !bPressed) {\n                        aPressed = ButtonsPressed(player, A_BUTTON);\n                        bPressed = ButtonsPressed(player, B_BUTTON);\n\n                        s32 yState = GetJoystickVerticalState(player);\n                        if (yState > 0 && purchaseNo < Max) {\n                            purchaseNo++;\n                        }\n                        else if (yState < 0 && purchaseNo > 1) {\n                            purchaseNo--;\n                        }\n                        else {\n                            SleepVProcess();\n                            continue;\n                        }\n\n                        PlaySound(582); // Coin sound\n\n                        // Refresh the amount\n    \t\t\t\t\tsprintf(stars, \"%d\", purchaseNo);\n    \t\t\t\t\tsprintf(coins, \"%d\", (purchaseNo * price));\n                        func_8005B6BC(2, stars, 0);\n                        func_8005B43C(2, Stars_Message, -1, -1);\n                        SleepVProcess();\n                        SleepProcess(2); // Reduce speed of loop further\n                    }\n                }\n\n                if(isCPU){ //ensures computer buys as many as possible\n                    SleepProcess(16); //Initial CPU wait\n                    while (purchaseNo < Max){\n                        purchaseNo++;\n                        PlaySound(582);\n                        \n                        // Refresh the amount\n    \t\t\t\t\tsprintf(stars, \"%d\", purchaseNo);\n    \t\t\t\t\tsprintf(coins, \"%d\", (purchaseNo * price));\n                        func_8005B6BC(2, stars, 0);\n                        func_8005B43C(2, Stars_Message, -1, -1);\n                        SleepVProcess();\n                \t\tSleepProcess(7); //CPU wait between increments\n                    }\n                    SleepProcess(7); //CPU wait after fully incremented\n                }\n                \n                CloseMessage();\n                func_800EC6EC();\n                \n                if (isCPU || aPressed) {\n                    PlaySound(583); // Cash register sound.\n                    SleepProcess(10);\n\n                    // Take coins\n                    AdjustPlayerCoinsGradual(player_index, -(purchaseNo * price));\n                    ShowPlayerCoinChange(player_index, -(purchaseNo * price));\n                    SleepProcess(30);\n\n                    ShowMessage(PICTURE, Yes_Message, 0, 0, 0, 0, 0);\n                    func_800EC9DC();\n                    CloseMessage();\n                    func_800EC6EC();\n                    \n\t\t\t\t\t// Celebration\n                \tfunc_8004A520(111); // Play star jingle\n                \tplayer->stars += purchaseNo;\n                \tfunc_800F2304(-1, 6, 0);\n                \tfunc_8004ACE0(610, player_index, -1, -1);\n                \tSleepProcess(60);\n                \tSleepProcess(50);\n\n                \t// Restore board music\n                \tfunc_8004A520(GetBoardAudioIndex());\n                    return;\n                }\n                break; // Go back.\n\n            case 1:\n                // Show decline message and exit\n                ShowMessage(PICTURE, No_Message, 0, 0, 0, 0, 0);\n                func_800EC9DC();\n                CloseMessage();\n                func_800EC6EC();\n                return;\n\n            case 2:\n                // Let player view the map, then repeat the loop to pick again.\n                ViewBoardMap();\n                break;\n        }\n    }\n}\n\n// OSContPad is defined in ultra64.h.\n// The array of structs in the game is sizeof 8, so we need\n// to pad out a bit to access it like an array.\nstruct OSContPadPadded {\n    OSContPad cont;\n    u16 padding;\n};\n\n// This is the location of the ultra64 controller struct array.\nextern struct OSContPadPadded D_800CC3F4[4];\n\n// Returns 1 if the button mask matches the player's controller, 0 otherwise.\ns32 ButtonsPressed(struct player *player, u32 buttons) {\n    return (D_800CC3F4[player->controller].cont.button & buttons) == buttons;\n}\n\n// Returns 1 if Y axis of the joystick has been pushed up enough to be considered \"up\"\n// Returns -1 if it is pushed \"down\"\n// 0 if in a more or less neutral vertical state.\ns32 GetJoystickVerticalState(struct player *player) {\n    s8 stick_y = D_800CC3F4[player->controller].cont.stick_y;\n\n    // According to docs, -80 <= stick_y <= 80\n    if (stick_y < -50) {\n        return -1;\n    }\n    if (stick_y > 60) {\n        return 1;\n    }\n    return 0;\n}\n\nvoid SendPlayerBack(struct player *player) {\n    // Send the player back\n    if (player->status_flags & 0x80) {\n        SetNextChainAndSpace(\n            -1,\n            player->reverse_chain_index,\n            player->reverse_space_index\n        );\n    }\n    else {\n        SetNextChainAndSpace(\n            -1,\n            player->next_chain_index,\n            player->next_space_index\n        );\n    }\n}"},"Bowser Revolution":{"language":0,"code":"; NAME: Bowser Revolution\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|Tax\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to give every player\n;            a fixed amount of coins except for the player who lands\n;            or passes through the space.\n;====================================================================\n.align 0x10\nADDIU sp, sp, -0x200\nSW RA 36(SP)\nSW S0 32(SP)\nSW S1 28(SP)\nSW S2 24(SP)\nSW S3 20(SP)\nSW S4 16(SP)\nSW S5 12(SP)\nSW S6 8(SP)\nSW S7 4(SP)\n\n\n;DONT DELETE BELOW-------------------------------------------------------\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nJAL PlaySound\nADDIU A0 R0 0x29D ; Bowser Growl\nLI A0 4 ; Character image (Bowser)\nLUI A1 hi(Message)\nADDIU A1 A1 lo(Message) ; This needs to be here to not crash\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\n\nJAL 0x800EC9DC ; I think these have to be here for messages\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI S6 100 ; High number for accurate division\nLI S7 Tax\n;FROM PLAYER TO POT----------------------------------------------------\nLI S0 0x0 ; Begin with Player 1\n\nSTART:\nNOP\n\nMOVE A0 S0\n\nJAL GetPlayerStruct\nNOP\nLHU S5, 0x000A (V0); Put into S5\nLI T0 100\n;MULT S5 T0 ; Test this later\n;MFLO S5\n\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 wait\nNOP\n\nDIVU S6 S7\nMFLO S1 ; This should create divisor for player's coins\nNOP\nNOP\nDIVU S5 S1 ;\nMFLO S5 ; This should create amount of coins from player to pot\nNOP\n\n;LI T0 100 ;Try to debug this for precise dividing\n;DIVU S5 T0 \n;MFLO S5 \n;NOP\n\nMOVE A0 S0 ; Current Player's Index moved to A0\nSUBU A1 R0 S5 ; Amount player loses\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nNOP\n\n\nADDIU S0 S0 1 ; Add 1 to S0 to check next player\nADDU S3 S3 S5 ; Add to pot\n\nJ START\nNOP\n\n;WAIT START----------------------------------------------------------\nwait:\nADDIU A0 R0 30 ; Amount of frames the game waits for coin handouts\nJAL SleepProcess\nNOP\n\n;WAIT END------------------------------------------------------------\n\n\nLI T0 4 \nDIVU S3 T0\nMFLO S3 ; This should create amount player gets\n\nHandOut:\n;FROM POT TO PLAYER------------------------------------------------------\nLI S0 0x0 ; Begin with Player 1\n\nSTARTAGAIN:\nNOP\n\n\n\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 waitagain\nNOP\n\nMOVE A0 S0 ; Current Player's Index moved to A0\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nADDU A1 R0 S3 ; Amount player gets\n\n\n\nADDIU S0 S0 1 ; Add 1 to S0 to check next player\nJ STARTAGAIN\n\nExit:\n;WAIT START----------------------------------------------------------\nwaitagain:\nADDIU A0 R0 30 ; Amount of frames the game waits for coin handouts\nJAL SleepProcess\nNOP\n;WAIT END------------------------------------------------------------\n\nLW S7 4(SP)\nLW S6 8(SP)\nLW S5 12(SP)\nLW S4 16(SP)\nLW S3 20(SP)\nLW S2 24(SP)\nLW S1 28(SP)\nLW S0 32(SP)\nLW RA 36(SP)\nJR RA\nADDIU sp, sp, 0x200\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 10\nMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Everyone must \"\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"share their\"\n.byte 0x07 ; Blue font\n.ascii \" coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture"}},"bg":{"width":1152,"height":864,"src":"data:image/jpeg;base64,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","fov":15,"scaleFactor":0.1,"cameraEyePosX":0,"cameraEyePosY":300,"cameraEyePosZ":300,"lookatPointX":0,"lookatPointY":0,"lookatPointZ":0},"audioIndex":31,"otherbg":{"boardselect":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAQHUlEQVR4Xs2biVdU17KHv73PoWl6YFCCzDTdNCCguckzV0FNYkSjWe+td//de2McXmJu8q4ZngPdjBIFHJBRUIHus9+qfboRCGM3d8leuFSU0+d8p+pXtatqq2xTk8EzaKXAGPLLA/T637b8wf6/LFldgjKGLJpV5TKpj/Ev1codneSebucJFcyrMjw85MvYK77/jM1XdUCt5v7dJeBCdfQd7cmXXPpshC/PPqaneYiqyFNwl/wfNWs73eGu31c49umy2SyqcAAeWe2ijUdWubzD5akAIMZt3c49leQJ5SzpkKBCGbVPAApQuNrjeOQdbYkXXD47xFe945yODVEZngB3GWMUimxBAJCfVRrPo0AAlr4AcHBMlowq4S0u46qan4lxS3fwq04wSTnLOmgtYE8ASqxD3qgPwFFZjkfeEI8/p/9smst9o3wcH6Yy8gzUO4z8P2MQwy18aZTX3GxM1juYC1gAkNUKx2TIEuA1AR7ran4kzi3dzn0V55mK8OZAAFbBuKCMBVAVXaKt9QX9Z1L0XxjkVGKYyvBLlF4DozECtigAbACwBeOuGmABKPlC4QNYVAGG1Qnuqji3VAf3VQvTKsJbVYpReQsQ35Mrb7OsBeQBiAWsURl5TSImAAa5fH6A021pjkdmQefuTmUKf/nyCOYwAIgFaJcFyhjUtdwlyQ3VzkPVwqwq450uwYjB2jcmD7kTAHmWDJgS+1COs0p5eInW5pdc+ssIly885D86Bqkun8GyMholrlCsBZiWFusCouYb1/4sQKHMGhkLIMSgruN7leSmBdDMDGWsaNf6y34BKC+AERdwVomG3tDcMM3np0fpv/CIMydTnKicReuMFbGCAWygpkwsZkxGVLpwAGIB8xZALXfVews4OAAP7bl4SiRuhWh4hYa6V5zvGeOrvoec7U7TWDNDifvOviul1nYMqrv6hnkf4IsEkNMA5QMYdmq5axJ8JxagY7wixFsdsDmDHwV20wC55TyALIo1ImUeNTWv+KzrMV+ee8T5U0PEG54RLF2yIVCuuFNWsTcA3x0LByCPpfwokMHltQoyqk7wo2qzLvB/OsYLIlsA7JIIWTnP5iwgYx8wFDAcOz7HqbZxLp1N8/lfhmmPPSUSnbWfq4zV4oMv+0PyS1yzUBfYCMCUsKwCjOkafrJhsINfVSvPdbn9vuQM2hg8JRawSyZIBm0cPAlzQNCByop52mOTfH5miEufjtDTPk5l5QtK1BrKy4oWFrUOAYDkeSW8UQHGdTU/0cpt1cE93cakirCsghaAJExZC2CnJf+WRRudA6AJKIiG54k1zdD7cZqrZ0b5pPsx1R89J6BX0GYFowtygvWb2BHAfrCKC1gzRPNWOTxR1dxTLdyknf91kjxRVbyh1A+DZHMasMOVJbYZgzYKT2WthZagCAWXqTsxy5muUb7uHaH3k1HqTzwh6LyxEcg4BabDudtQpiVmyGbthxubWu7PqTwluxuxP9+s3ynNhKrmdxq56ST5UXUyrj6yYPx0Jed3O76wjbYsSbqHKxBKstRWzdDTMUV/3wCXPksTbxgjFFjCGA+lDxHApncjN7oLCy+X1mRxUXis4DClj/HA1HPLbecH1cmoruWd0ayKXov5bwm1m20h/2Hyu2QhHo4yuK7hePkMXcnnFkB/b4qOxjHCwUWMyaJsVlj4Uqa5xdht0dab2xOAbCglG5dEx2MNxTN9jDR13HaS3FGdjOh6lozLGq6NGKIFe69ctqjEHbK4rqIyPEdHfJIrfWm+vpDmZPMYkdACxqyiitaAYgBYZfctYE3BtK5iyDvB906S204XKWpZoJRVSmzU9iPADj6w7lLrzmkjh9YelZFlki0T9PeluX5+kK74GNHQK7t3OBwAogFb134swHjWtCUhEYmb1ZWMUMOPKsF3Thf3dT1zkg6bUjzRCyWOswsAu8V973daEiONTYnbmie40jfI9fNpTrWNEg1P223xPiVrR8NTpqnZd4EDAPDfo7ImautGSpzAMK/LGTfV/FPHuOF08btuYlpFeWNKwdsPAH+Tk1+iAUoZIqEV4s2TXO0b5Ju+AU4nx4iGpS6wcrgANkWBXSxgHYDdvTl4dltsWFRlTKpqflIxvi3p4Z5q5DkVLFGG8rQVrR2FVVxA1gYAYgHyhiORFRJNPoDrfWlOtw1THpny6wJFruIsgIyN7T4rwzKlPOMY/3Ka+dbt4mcdY4JjvCZkXV82XDtGQQtgexcIh9+SaJ7iaq/vAqcTQ5RHnqF0cfUAG5zXXWBLUTT3VNvyfe8CaxgluzdJiAwrlPCCCn51mvjW7bau8AcfMU84p3+5h9zuqjuJoGOIht+QaJqiv3eQby6kbWWoPPzicCzAa2wyditcBABJcUUP1lQJ00T5XTdww+22+4JRXcOMifg8RTR3Sy4smM1hUDuKaFiiwCSXzw5y/UKK021jRMLTKNGAYl3gMAFkcJhR5dzXddx0urmrE4yoE7zyolYnJA84KADXEQ2QKDBJ/7k0160FSB4wbS1AQnAxSxUHIGPDYFZpWx4XAHMqwiNdz02ni7skGNb1vCRCJpcE7QxgYypsi3V+IiQAQsskWwXAINcupDgVFwBSGpNtc3E6oExDY0Hbqbzw+fLnL8n4pDaYduq5ozu5rZIM6gZeEraZ4q6Z8CZjtoppATiOIhJeprN1gv5zKa71pelOjBINzaKkKCobpyJWwQAk8ntov3tkEyJtASwSZEjX8T9OOzd1JymnnmkvZLNBH8A+ea8D0EQiS5yMTXDlXIqr5wfotpngHFpKYvnwWSCEfwuAQaeO77UPYEDXWQvImOIBXO1NcaXvCAGQOoBV4S0WMKjrueNIdbiTAafe1gaLA/Ca7tYp+s8NcPX8I7oSj4kGZ9FKNKhIESxUA/wta064cgCkQbpgpD/gA7glFqDqeEWZbZ4U5gKKaGSJHgHQO8CV8w85GRcA4gIfEoCouq3iiAn4GuADCJESDVDt3HREA2qZ8cK2gVoogPLIIt3xKa70pugXC2gdIxKcz4ngh7KAHQDMCwBVx52cCA469cx4ZYcG4GrfQzrjj4kE51C2dHbUABBiQDVwWyetCIo7zJkgnnHsTnefMWA9DLqOpiI6R1frFFf6UlztG6C9VaLAPMpuro4YgDlCPFKN3JEo4HSQ1nUseNIil/rR+5xhz6iVrwg5mspyH4A8vJTF2mMCYOEoA2jgdk4DJCQeBoDu+ITdDvf3PSIZGyFa9voIAFgfonkvgmIBD1TjOoAhp5YFE8TY7nChFjBLT0IsIGUtIBkbJRJcPJoAZlWIBzRZDZAwWDQAV1EVnaMn8Yyr5wXAI9pajgqAbcKgALhPI7ecdm6rLkbEAryA1QDvIJvXDRpQVT7LqbYprl5I0X9OAPhl8Q8rgtskQu9smzzMfdVoO8R39EnG9AkWTSkZGUqyIWCfO/j1srimqnyensRTrl9McflcikTzOJHSBX+m6INFAVsG3ZwKr+gSRAMEgHSIbzudjKlaC2BNOxhLoEAAbU9sMeTy2RTtsT8oC8z7EyVHCcCq2gBAegO57tCiCbJmM8F9ZwHv8wBXLGCOU8knXBMN6E2TbB7PAfiQecA2FuADKOOBJEJOB7f0SYZVDfOm8EzQtQBmOZV8aoshUhU6wgBc6wIPdaMdlpQ5gSFVawHIHJFfvdqnFWxojfkWIBqQti5w5AGklOwGBUAnKerstJhshg4LQHvzHwQDMz7MD6cBftd/az1AZoPTshmymeBJUlrqAXkA+3z7fsE+VxPUVFWIC0xYERQNaGt8TLBU6gGC4IOVxHxjlgGJ/HY4XxJL69pcRaiLR1ISk4qQdJFtFNgnhE0A5n0XuCDt8TSJxjHKSqUe8IEB+I1MeaCtNcET/KDa+c7p5KHbyEsTwiOAVzQA3wISjaOUlS6gbbO1AAvYNCZXYFXY7+NtAIAmoxwWVdAq/4+qgxtOJ/edRlsTzJoAng2DhVjAwjYWMF80ANsLLbwk5neI/QFLv+UlSv9aBXItcgFwkt+dRl7ki6K7dMb+tD3euB2OLto84JvP/TCYaMq7QHEWcMgAIKNLLIBRpEPcybe6i9/dep5ZAKX+gMg+E8GNIlhpAUxw/eKALYv5AMQCZCqhcBc4FAD+sKFv1mIBywQYkXlB1cZ3+iS/uU1MUU5GZoBtd3g3F8jT8Rsj0kuUERmpCJ1KPrPTIVf6HpJsGqGsdBFlQ+BGAPt0r9wQhm2JmvrGvdt125Vv7Li8/zh2/tMoe35gWZUypk7YGYHvnJP85rQyYSpYs30BueHdbjLfHsvHd39IqrJ8lu74NNcvDHK19yHtzUMEZTMkIzQb84CD5gQycV6wBmwLAN4QZEx/xM+6lRtiAU4rkwJAhqD3nO3dACCX5LiOoTw6T0/8JdcvDvG1AGgZslFABi4sgIM+eP6F/nsAlDIuGuDE7ZjMr4cAoCKySFd8mmsXh7je94COlmHKSmfxjiaAEp5wnJ+dJP9wuvjFiTPllbMmI7AGO0yx+8oPVPtu4GhDVeQNna3PuXZxmK/PP+BkyyCh4CxGBqaLHZT0cnnAXrf1p5vewQXeUsJTdYyfBIDusQAmTJSMjMB6Mga71ydtBQCV4WU6Ys/5+uII184/pCuWJlwme4FDKIhkcwAOPHS9C4AJdYx/Okm+1T3cc+NMeNF1C9hbcbcCUFTIfECLABi16XBX7BHRkIzJyTnD4tb7U2NbrrO/IzO5KKCUjfFZDWIBE+o4P+k2/i4a4CaZ9KK8k8bIbkNSmz4/l2HKkITCnh1KNk/T3zfGN1+k+bgtTSQ44Z8YOUiRZRtWymvJHZvbEp0OBGA9DOYByKRYgn843fyiEzzxKuy5wt1vdmO5bDOASGiJRNMMl8/9wTdfDPFJe4qKsqco/XbLNfeZB2wAoUxrzHj2zJA/xpafDjs4AP8c4TtKmKTKmv4N7YvgOMdYtpVhuf4ON7lpSkwORIl1Ze3sVrjsDa0Nc1w6O8F/fjHKp50pKkNP0M4CeBsSoQLCoTLxVuOtZexW1Z/28NPVQgGsqABTppxfHDlC28k9t43HHGfBlJLd2MbLT6bl38Z2AGSzoj2CZau01C7w5Znn/NeXY/b0WFV0HFdLh9g/QGWHMG0d4WC9QmXa4sasZrCnRw8FgGtnBX/TMVsVuuckGVHHmc+W2iGqdTfYE4A8lJ/kBIOGhpoFPv/0BX/76gl/7ZHzg2No/Qqtl9an0P1J1IMC6EgaVlcxa7mzgzkL2LOA/aco4LuAFEVeqij33Ra+zwEYUjXMekFWszLU5ofBP+nBplFZOdwsQ1U+gECpor76NRc/fcV/fznBudPD1FSNUuJIJJj1d6MmmxvFPSCAxcYGE1CKEk+Gn0UIcjZpz8XuLSrroHJnideUZpYoUhf83mnjBxVnQNUyK5NixrW9BGOHMjfkA/65m9zaeHDCrx84TobKyByJumE+67jPX7vTdLS+oKZm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3Vm1QwELXHCer7m1pH31TEEv4sljFHrUhREfuOIuoNdoQ5p+buJF2N/9YDjHs5xqc9CKLmnv4T+HZXiviZ5OlvJPmRox0GAPEmKHXvWfN/+6rhvoCbGQIAAAAASUVORK5CYII=","largescene":"data:image/png;base64,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"},"audioType":0}