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RNGPercentChance\nLI A0 50 ; 50% chance of V0 = 1\n\nBNEZ V0 GetCoinBlock ; If V0 = 1, get coin block\nNOP\n; else, get item block\n\n;===Get Hidden Block===\nGetItemBlock:\nLUI S0 0x800C ; 0x800C0000\nJ StoreHB\nORI S0 S0 0xC4E5 ; 0x800CC4E5, Item HB Address\n\nGetStarBlock:\nLUI S0 0x800D ; 0x800D0000\nJ StoreHB\nORI S0 S0 0x124F ; 0x800D124F, Star HB Address\n\nGetCoinBlock:\nLUI S0 0x800C ; 0x800C0000\nORI S0 S0 0xE1C5 ; 0x800CE1C5, Coin HB Address\n\n;===Store Hidden Block===\nStoreHB:\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\nSB V0 0(S0) ; Put HB onto current space\n\nexit:\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40"},"Red Space Ruleset v2":{"language":0,"code":"; NAME: Red Space Ruleset v2\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n; S0 = Changed Space Type\n\n;===Check Last 5 Turns Ruleset===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A8 ; 0x800CD0A8, Custom Rules Flag Address\nLBU T0 0(T0) ; Load Custom Rules Flag into T0\nSRL T0 T0 1 ; Shift right by 1 (discard custom Bonus Star bit)\nSLL T0 T0 1 ; Shift left by 1\nLI T1 6 ; Red Space Ruleset\nBNE T0 T1 exit ; If Red Space Ruleset not active, exit\nNOP\n; else, Red Space Ruleset is active\n\n;===Sound Effect===\nJAL PlaySound\nLI A0 0x143 ; Shining Star\n\nJAL SleepProcess\nLI A0 60 ; Wait 60 frames for sound (and anticipation)\n\n;===Determine Space Change===\nJAL GetRandomByte ; Get random byte (0-255) at V0\nNOP\nSLTI T0 V0 200 ; If V0 < 200, T0 = 1\nBEQZ T0 exit ; If T0 = 0, V0 > 200, exit\nNOP\n; else, Red Space will change types\n\n;===Determine Space Type===\nJAL GetRandomByte ; Get random byte (0-255) at V0\nNOP\nSLTI T0 V0 64 ; If V0 < 64, T0 = 1\nBNEZ T0 ChangeToBowser ; If T0 = 1, change to Bowser Space\nNOP\nSLTI T0 V0 128 ; If V0 < 128, T0 = 1\nBNEZ T0 ChangeToBattle ; If T0 = 1, change to Battle Space\nNOP\nSLTI T0 V0 192 ; If V0 < 192, T0 = 1\nBNEZ T0 ChangeToGameGuy ; If T0 = 1, change to Game Guy Space\nNOP\n; else, change to Chance Time Space\n\n;===Get Space Types===\nJ ChangeRedSpace\nLI S0 0x05 ; Chance Time Space value\n\nChangeToBowser:\nJ ChangeRedSpace\nLI S0 0x0C ; Bowser Space value\n\nChangeToBattle:\nJ ChangeRedSpace\nLI S0 0x09 ; Battle Space value\n\nChangeToGameGuy:\nLI S0 0x0F ; Game Guy Space value\n\n;===Change Red Space===\nChangeRedSpace:\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\nMOVE A0 V0 ; Pass current space index on A0\nJAL SetSpaceType\nMOVE A1 S0 ; Pass changed space value on A1\n\nJAL RedrawSpaces ; Redraw spaces visually\nNOP\n\n;===Prepare Changed Message===\nLUI T0 hi(SpaceStrings)\nADDIU T0 T0 lo(SpaceStrings)\nSLL A2 S0 5 ; Multiply space value by 32 (distance between space strings)\nADDU A2 A2 T0 ; A2 now contains space string pointer\n\nLUI A0 hi(ChangedMessageHolder)\nADDIU A0 A0 lo(ChangedMessageHolder) ; Parse destination\nLUI A1 hi(ChangedMessage)\nADDIU A1 A1 lo(ChangedMessage) ; String formatter (%s)\n; Pass space string pointer on A2\nJAL sprintf\nLI A3 0 ; Terminator byte\n\n;===Changed Message===\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(ChangedMessageHolder)\nADDIU A1 A1 lo(ChangedMessageHolder) ; Display ChangedMessage with printed strings\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nexit:\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Message Text===\n.align 16\nChangedMessage:\n.ascii \"The\"\n.byte 0x03 ; Red font\n.ascii \" Red Space\"\n.byte 0x08 ; White font\n.ascii \" turned into\"\n.byte 0x0A ; New line (writes below)\n.ascii \"a \"\n.ascii \"%s\" ; Space string\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black font\n; .byte 0x03 ; Red font\n; .byte 0x04 ; Purple font\n; .byte 0x05 ; Green font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow font\n; .byte 0x08 ; White font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation mark (!)\n; .byte 0xC3 ; Question mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; Minus (-)\n; .byte 0x3E ; Multiply (x)\n; .byte 0xFF,0 ; Wait, press A to confirm\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n\n;===Space Strings===\n.align 32\nSpaceStrings:\n.byte 0x05 ; Green font\n.asciiz \"blank space\" ; 0x00\n.align 32\n.byte 0x06 ; Blue font\n.asciiz \"Blue Space\" ; 0x01\n.align 32\n.byte 0x03 ; Red font\n.asciiz \"Red Space\" ; 0x02\n.align 32\n.byte 0x08 ; White font\n.asciiz \"blank space\" ; 0x03\n.align 32\n.byte 0x05 ; Green font\n.asciiz \"Happening Space\" ; 0x04\n.align 32\n.byte 0x05 ; Green font\n.asciiz \"Chance Time Space\" ; 0x05\n.align 32\n.byte 0x05 ; Green font\n.asciiz \"Item Space\" ; 0x06\n.align 32\n.byte 0x05 ; Green font\n.asciiz \"Bank Space\" ; 0x07\n.align 32\n.byte 0x08 ; White font\n.asciiz \"blank space\" ; 0x08\n.align 32\n.byte 0x05 ; Green font\n.asciiz \"Battle Space\" ; 0x09\n.align 32\n.byte 0x08 ; White font\n.asciiz \"blank space\" ; 0x0A\n.align 32\n.byte 0x08 ; White font\n.asciiz \"blank space\" ; 0x0B\n.align 32\n.byte 0x03 ; Red font\n.asciiz \"Bowser Space\" ; 0x0C\n.align 32\n.byte 0x08 ; White font\n.asciiz \"blank space\" ; 0x0D\n.align 32\n.byte 0x01 ; Black font\n.asciiz \"blank space\" ; 0x0E\n.align 32\n.byte 0x05 ; Green font\n.asciiz \"Game Guy Space\" ; 0x0F\n\n;===Changed Message Holder===\n.align 16\nChangedMessageHolder:\n.fill 0x1024,0"},"Bowser Cake v2.2":{"language":0,"code":"; NAME: Bowser Cake v2.2\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|BowserSpace\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\n; S0 = Current Player Struct\n; S1 = Coins to Lose\n; S2 = Ending Message Address\n\n;===Hide Dice Roll===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct\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 BowserSpace===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotatePlayerModel\nLI A2 BowserSpace ; Face BowserSpace\n\n;===Check Player Flags===\nLBU T0 0x1B(S0) ; Load Bowser Suit flag from offset of player struct\nBNEZ T0 BowserSuit ; If player has Bowser Suit, go to BowserSuit\nNOP\n\n;===Greeting Message===\nJAL PlaySound\nLI A0 0x29D ; Bowser roar\n\nLUI A0 hi(GreetingMessage)\nJAL CallMessage\nADDIU A0 A0 lo(GreetingMessage) ; Display GreetingMessage\n\n;===Check Player Coins===\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL PlayerHasCoins\nLI A1 20 ; Check for 20 coins\n\nBNEZ V0 GetCake ; If player has 20 coins, go to GetCake\nNOP\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL PlayerHasCoins\nLI A1 1 ; Check for 1 coin\n\nBEQZ V0 NoCoins ; If player has no coins, go to NoCoins\nNOP\n\n;===Short Coins===\nLUI A0 hi(ShortCoinsMessage)\nJAL CallMessage\nADDIU A0 A0 lo(ShortCoinsMessage) ; Display ShortCoinsMessage\n\nLHU S1 0xA(S0) ; Load player's coins from offset of player struct\nLUI S2 hi(LaughingMessage)\nJ LoseCoins\nADDIU S2 S2 lo(LaughingMessage) ; Display LaughingMessage\n\n;===No Coins Message===\nNoCoins:\nLUI A0 hi(NoCoinsMessage)\nJAL CallMessage\nADDIU A0 A0 lo(NoCoinsMessage) ; DIsplay NoCoinsMessage\n\nJ exit\nNOP\n\n;===Get Cake===\nGetCake:\nLUI A0 hi(CakeMessage)\nJAL CallMessage\nADDIU A0 A0 lo(CakeMessage) ; Display CakeMessage\n\nLI S1 20 ; Lose 20 coins\nLUI S2 hi(LastMessage)\nADDIU S2 S2 lo(LastMessage) ; Display LastMessage\n\n;===Lose Coins===\nLoseCoins:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S1 ; Lose coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S1 ; Lose coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\nJAL SadVoice\nMOVE A0 S0 ; Pass current player struct on A0\n\nJ EndingMessage\nNOP\n\n;===Bowser Suit Message===\nBowserSuit:\nJAL PlaySound\nLI A0 0x29D ; Bowser roar\n\nLUI A0 hi(BowserSuitMessage)\nJAL CallMessage\nADDIU A0 A0 lo(BowserSuitMessage) ; Display BowserSuitMessage\n\n;===Get Coins===\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nLI A1 50 ; Gain 50 coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nLI A1 50 ; Gain 50 coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Play Happy Voice and Animation===\nLBU A0 3(S0) ; 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\nLUI S2 hi(LaughingMessage)\nADDIU S2 S2 lo(LaughingMessage) ; Display LaughingMessage\n\n;===Ending Message===\nEndingMessage:\nJAL PlaySound\nLI A0 0x29C ; Bowser laugh\n\nJAL CallMessage\nMOVE A0 S2 ; Display ending message\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 44(SP)\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nJR RA\nADDIU SP SP 48\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Message Address\n\nMOVE A1 A0 ; Copy A0 to A1\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x4 ; Character image (-1 for none, 0x4 for Bowser)\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\nLI A2 0\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)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Play Sad Voice and Animation===\n.align 4\nSadVoice:\nADDIU SP SP -40\nSW RA 36(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 0x287 ; 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 3 ; Set lose animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 80 ; Wait 80 frames for animation\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n;===Message Text===\n.align 16\nGreetingMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"So\"\n.byte 0x82 ; Comma (,)\n.ascii \" you like sweets\"\n.byte 0x82 ; Comma (,)\n.ascii \" huh\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"What a coincidence\"\n.byte 0x82 ; Comma (,)\n.ascii \" I do too\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Here\"\n.byte 0x82 ; Comma (,)\n.ascii \" take this\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nShortCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.ascii \" but you don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Coins\"\n.byte 0x85 ; Period (.)\n.ascii \" Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" well\"\n.byte 0x82 ; Comma (,)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll just\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"take them all\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nLaughingMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"See ya\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Wah\"\n.byte 0x82 ; Comma (,)\n.ascii \" hah\"\n.byte 0x82 ; Comma (,)\n.ascii \" Hah\"\n.byte 0x82 ; Comma (,)\n.ascii \" HAH\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" but you don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have any\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Coins\"\n.byte 0x82 ; Comma (,)\n.ascii \" do you\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Then I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m outta here\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nCakeMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"I woke up early just to make it\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"This is a\"\n.byte 0x04 ; Purple font\n.ascii \" Bowser Cake\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t refuse\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.ascii \" eat it\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF ; Wait, press A to confirm\n.byte 0x0B ; Feed old text away\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Great\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll be\"\n.byte 0x03 ; Red font\n.ascii \" 20 Coins\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nLastMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"By the way\"\n.byte 0x82 ; Comma (,)\n.ascii \" you can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t eat\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"this cake\"\n.byte 0x85 ; Period (.)\n.ascii \" I hope you\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"understand\"\n.byte 0x85 ; Period (.)\n.ascii \" Wah\"\n.byte 0x82 ; Comma (,)\n.ascii \" Hah\"\n.byte 0x82 ; Comma (,)\n.ascii \" HAH\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBowserSuitMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Now that\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s what I call\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"a sense of style\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Consider this a tip from me\"\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"},"Dead-End Reverse Fixup (v4)":{"language":0,"code":"; NAME: Dead-End Reverse Fixup (v4)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -40\nSW RA 36(SP)\n\nJAL GetPlayerStruct\nLI A0 -1\n\nLBU T0 0x17(V0) ; load player status flags\nLI T1 0x81\nBEQ T0 T1 change\nNOP\nJ exit\nchange:\nLI T1 0x80\nSB T1 0x17(V0)\n\nexit:\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40"},"Merged Path Fix (v2)":{"language":0,"code":"; NAME: Merged Path Fix (v2)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Behind\n; PARAM: Space|Next\n; PARAM: Space|OtherBehind\n\nADDIU SP SP -32\nSW RA 28(SP)\n\nJAL GetPlayerStruct ; at V0\nLI A0 -1\n\nCheckChain:\nLBU T1 0x15(V0) ; Previous Chain Index\nLBU T2 0x16(V0) ; Previous ChainSpace Index\nADDIU T0 R0 Behind_chain_index\nBNE T0 T1 CheckChain2\nNOP\nADDIU T0 R0 Behind_chain_space_index\nBNE T0 T2 CheckChain2\nNOP\nJ SetupSpace\nNOP\n\nCheckChain2:\nADDIU T0 R0 OtherBehind_chain_index\nBEQ T0 T1 exit\nNOP\nADDIU T0 R0 OtherBehind_chain_space_index\nBEQ T0 T1 exit\nNOP\n\nSetupSpace:\nLI A0 -1 ; Assigns Current Player Index to A0\nADDIU A1 R0 Next_chain_index ; Assigns Chain Index to A1\nJAL SetNextChainAndSpace\nADDIU A2 R0 Next_chain_space_index ; Assigns Space Index to A2 \n\nLI A0 -1 ; Assigns Current Player Index to A0\nADDIU A1 R0 Behind_chain_index ; Assigns Chain Index to A1\nJAL SetPrevChainAndSpace \nADDIU A2 R0 Behind_chain_space_index ; Assigns Space Index to A2\n\nexit:\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32"},"Magic Lamp Fix":{"language":0,"code":"; NAME: Magic Lamp Fix\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Destination\n\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP) \nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP) \nSW S5 92(SP) \nSW S6 88(SP)\nSW S7 84(SP)\nSW FP 80(SP)\n\n;====================================================================\n; This event is a way to make the Magic Lamp work on custom boards\n; where there is only 1 Star Spawn, since normally the Magic Lamp\n; would warp players back to START. \n; This event should be set as a Before Dice Roll event.\n; Destination is the space BEFORE the Star, NOT the Star Space itself.\n;====================================================================\n\nLI T0 0x80102C5C ; Magic Lamp Pointer \nLW T1 0(T0) ; Magic Lamp Function Location\nLI T2 0x021A ; Amount to add to get Upper 4 of Magic Lamp's Space Index Address\nADDU T1 T1 T2 \nLH T0 0(T1) ; Load upper 4 of Magic Lamp Space Index Address (0x8011 presumably)\nSLL T0 T0 16 ; Shift by 16 to the Left (T0 = 0x80110000?)\nLH T2 8(T1) ; Load lower 4 of Magic Lamp Space Index Address (0x7D68 in this case)\nOR T1 T0 T2 ; Add to get address where game reads Magic Lamp's Destination Space Index\n\nLI T3 Destination\nSH T3 0(T1) ; Store Space to warp to\n\nLW S0 112(SP)\nLW S1 108(SP) \nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP) \nLW S5 92(SP) \nLW S6 88(SP)\nLW S7 84(SP)\nLW FP 80(SP)\nLW RA 116(SP)\nJR RA\nADDIU SP SP 120\n\n\n\n\n"},"Rules of the Board (PBC) v2.1":{"language":0,"code":"; NAME: Rules of the Board (PBC) v2.1\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Boolean|Last5TurnsEvent\n; PARAM: Boolean|CustomBonusStar\n\n; This event is adapted from Spongyoshi's \"Rules of the Board\" event.\n\n; Set the parameters to \"true\" if you want to activate a special\n; event just before the Last 5 Turns or if you want to replace the\n; Happening Star with the custom Bonus Star, the Flower Star. It is\n; awarded to whoever wins the Flower Lottery the most times.\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n; S0 = Custom Rules Flag Address (0x800CD0A8)\n\n;===Check the Turn Count===\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T0 0(T0) ; Load current turn into T0\nLI T1 1\nBNE T0 T1 exit ; If it's not turn 1, exit\nNOP\n\n;===Setup Custom Rules Flag===\nLUI S0 0x800C ; 0x800C0000\nORI S0 S0 0xD0A8 ; 0x800CD0A8, Custom Rules Flag\nLBU T0 0(S0) ; Load Custom Rules Flag into T0\nBNEZ T0 StartGreeting ; If Flag is already ON, start greeting\nNOP\nORI T0 T0 Last5TurnsEvent ; Set Last 5 Turns Event flag ON\nSLL T0 T0 1 ; Shift left by 1 (0001 -> 0010)\nORI T0 T0 CustomBonusStar ; Set Custom Bonus Star flag ON (00x0 -> 00x1)\nSB T0 0(S0) ; Store Custom Rules Flag\n\n;===Greeting Prompt===\nStartGreeting:\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0 ; No string\nLUI A1 hi(GreetingPrompt)\nJAL CallPrompt\nADDIU A1 A1 lo(GreetingPrompt) ; Display GreetingPrompt\n\n; Change the outcome based on the choice.\nBEQZ V0 Bye\nNOP\n; else, pick Rules\n\n;===Greeting Message===\nLUI A0 hi(GreetingMessage)\nJAL CallMessage\nADDIU A0 A0 lo(GreetingMessage) ; Display GreetingMessage\n\n;===Rules Prompt===\nRules:\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nJAL GetCurrentPlayerIndex ; Get current player index at V0\nNOP\nJAL GetPlayerStruct\nMOVE A0 V0 ; Get current player struct at V0\n\nLBU A0 3(V0) ; Load character value from offset of player struct\nADDIU A0 A0 0x1C00 ; Add character value to MARIO string\nLUI A1 hi(RulesPrompt)\nJAL CallPrompt\nADDIU A1 A1 lo(RulesPrompt) ; Display RulesPrompt\n\n; Change the outcome based on the choice.\nBEQZ V0 LotteryRules\nNOP\nLI T0 1\nBEQ V0 T0 SeedRules\nNOP\nLI T0 2\nBEQ V0 T0 ItemRules\nNOP\nLI T0 3\nBEQ V0 T0 LastRules\nNOP\nLI T0 4\nBEQ V0 T0 BonusRules\nNOP\n; else, pick Bye\nJ Bye\nNOP\n\n;===Lottery Rules===\nLotteryRules:\nLUI A0 hi(LotteryMessage)\nJ RulesDisplay\nADDIU A0 A0 lo(LotteryMessage) ; Display LotteryMessage\n\n;===Seed Rules===\nSeedRules:\nLUI A0 hi(SeedMessage)\nJ RulesDisplay\nADDIU A0 A0 lo(SeedMessage) ; Display SeedMessage\n\n;===Item Rules===\nItemRules:\nLUI A0 hi(ItemMessage)\nJ RulesDisplay\nADDIU A0 A0 lo(ItemMessage) ; Display ItemMessage\n\n;===Last Rules===\nLastRules:\nLBU T0 0(S0) ; Load Custom Rules Flag into T0\nSRL T0 T0 1 ; Shift right by 1 (discard custom Bonus Star bit)\nBNEZ T0 LastRulesCustom ; Check if Last 5 Turns Event is ON\nNOP\n; else, Last 5 Turns Event is OFF\nLUI A0 hi(LastMessageOFF)\nJ RulesDisplay\nADDIU A0 A0 lo(LastMessageOFF) ; Display LastMessageOFF\n\nLastRulesCustom:\nLUI A0 hi(LastMessageON)\nJ RulesDisplay\nADDIU A0 A0 lo(LastMessageON) ; Display LastMessageON\n\n;===Bonus Rules===\nBonusRules:\nLBU T0 0(S0) ; Load Custom Rules Flag into T0\nANDI T0 T0 1 ; AND with 1\nBNEZ T0 BonusRulesON ; Check if custom Bonus Star is ON\nNOP\n; else, custom Bonus Star is OFF\nLUI A0 hi(BonusMessageOFF)\nJ RulesDisplay\nADDIU A0 A0 lo(BonusMessageOFF) ; Display BonusMessageOFF\n\nBonusRulesON:\nLUI A0 hi(BonusMessageON)\nADDIU A0 A0 lo(BonusMessageON) ; Display BonusMessageON\n\n;===Rules Display===\nRulesDisplay:\nJAL CallMessage\nNOP\n\nJ Rules\nNOP\n\n;===Bye Message===\nBye:\nLUI A0 hi(ByeMessage)\nJAL CallMessage\nADDIU A0 A0 lo(ByeMessage) ; Display ByeMessage\n\nexit:\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Call Prompt===\n.align 4\nCallPrompt:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n; A0 = String #1\n; A1 = Prompt Address\n; S0 / V0 = Prompt Choice\n\nMOVE A2 A0 ; Copy A0 to A2\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\n; Pass prompt address on A1\nJAL ShowMessage\nLI A3 0\n\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 2\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 0x800EC6EC\nNOP\n\nMOVE V0 S0 ; Copy S0 to V0\n\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -32\nSW RA 28(SP)\n\n; A0 = Message Address\n\nMOVE A1 A0 ; Copy A0 to A1\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\n; Pass message address on A1\nLI A2 0\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 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Message Text===\n.align 16\nGreetingPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Welcome\"\n.byte 0x82 ; Comma (,)\n.ascii \" everybody\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I am your guide\"\n.byte 0x82 ; Comma (,)\n.ascii \" Koopa Troopa\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Want to know more about this board\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"No\"\n.byte 0x82 ; Comma (,)\n.ascii \" just let me roll\"\n.byte 0x85 ; Period (.)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" I love knowledge\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0D ; End option\n.byte 0 ; End prompt\n\n.align 16\nGreetingMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Today there\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s a party\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" This\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"is the top of a\"\n.byte 0x06 ; Blue font\n.ascii \" big birthday cake\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"It looks delicious\"\n.byte 0x82 ; Comma (,)\n.ascii \" but it just\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"doesn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough decorations\"\n.byte 0x85 ; Period (.)\n.byte 0xFF ; Wait, press A to confirm\n.byte 0x0B ; Feed old text away\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Everybody\"\n.byte 0x82 ; Comma (,)\n.ascii \" add more decorations\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"to the cake\"\n.byte 0x82 ; Comma (,)\n.ascii \" and help finish it\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Use\"\n.byte 0x04 ; Purple font\n.ascii \" Strawberries\"\n.byte 0x08 ; White font\n.ascii \" to decorate\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"it\"\n.byte 0x82 ; Comma (,)\n.ascii \" and something good may happen\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nRulesPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Now\"\n.byte 0x82 ; Comma (,)\n.ascii \" \"\n.byte 0x11,0x82 ; String #1 stored in A2 (character name), Comma (,)\n.ascii \" would you like me\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"to explain anything in more detail\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Tell me about the\"\n.byte 0x03 ; Red font\n.ascii \" Flower Lottery\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Tell me about\"\n.byte 0x05 ; Green font\n.ascii \" Strawberry Seeds\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Tell me about\"\n.byte 0x06 ; Blue font\n.ascii \" certain items\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Tell me about the\"\n.byte 0x04 ; Purple font\n.ascii \" Last 5 Turns event\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Tell me about the\"\n.byte 0x07 ; Yellow font\n.ascii \" custom Bonus Star\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m good\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s start the party\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0D ; End option\n.byte 0 ; End prompt\n\n.align 16\nLotteryMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"When you pass by\"\n.byte 0x03 ; Red font\n.ascii \" Goomba\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.ascii \" you have to\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"pay him\"\n.byte 0x07 ; Yellow font\n.ascii \" 10 coins\"\n.byte 0x08 ; White font\n.ascii \" and pick a seed\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"If you get a\"\n.byte 0x06 ; Blue font\n.ascii \" Toad flower\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.ascii \" you get\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"to visit Toad\"\n.byte 0x85 ; Period (.)\n.ascii \" But if you get a\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x03 ; Red font\n.ascii \"Bowser flower\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.ascii \" you have to visit Bowser\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nSeedMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Land on any\"\n.byte 0x05 ; Green font\n.ascii \" Happening Space\"\n.byte 0x08 ; White font\n.ascii \" and you can\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"pay\"\n.byte 0x06 ; Blue font\n.ascii \" 30 coins\"\n.byte 0x08 ; White font\n.ascii \" to buy a\"\n.byte 0x04 ; Purple font\n.ascii \" Strawberry seed\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Any opponent who lands on that\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"space is forced to give you a\"\n.byte 0x07 ; Yellow font\n.ascii \" Star\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nItemMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"On this board\"\n.byte 0x82,0x06 ; Comma (,), Blue font\n.ascii \" Skeleton Keys\"\n.byte 0x08 ; White font\n.ascii \" and\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x06 ; Blue font\n.ascii \"Lucky Lamps\"\n.byte 0x08 ; White font\n.ascii \" are considered\"\n.byte 0x03 ; Red font\n.ascii \" illegal\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"If you have one\"\n.byte 0x82 ; Comma (,)\n.ascii \" the\"\n.byte 0x03 ; Red font\n.ascii \" Snifit Patrol\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x08 ; White font\n.ascii \"will trade you\"\n.byte 0x07 ; Yellow font\n.ascii \" coins\"\n.byte 0x08 ; White font\n.ascii \" in exchange\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I also hear that certain characters\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"really like\"\n.byte 0x06 ; Blue font\n.ascii \" Bowser Suits\"\n.byte 0x08 ; White font\n.ascii \" or\"\n.byte 0x06 ; Blue font\n.ascii \" Koopa\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Kards\"\n.byte 0x08 ; White font\n.ascii \" if you bring them one\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nLastMessageOFF:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh\"\n.byte 0xC3 ; Question mark (?)\n.ascii \" Looks like the\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x04 ; Purple font\n.ascii \"Last 5 Turns event\"\n.byte 0x08 ; White font\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"has been turned\"\n.byte 0x03 ; Red font\n.ascii \" OFF\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s too bad\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nLastMessageON:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Right before the\"\n.byte 0x04 ; Purple font\n.ascii \" Last 5 Turns\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"my colleague will host a\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x07 ; Yellow font\n.ascii \"special event\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.ascii \" Whoever is in\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x03 ; Red font\n.ascii \"last place\"\n.byte 0x08 ; White font\n.ascii \" can receive an\"\n.byte 0x06 ; Blue font\n.ascii \" item\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x07 ; Yellow font\n.ascii \"coins\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.ascii \" or a\"\n.byte 0x05 ; Green font\n.ascii \" miracle\"\n.byte 0x08 ; White font\n.ascii \" that will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"trigger a\"\n.byte 0x03 ; Red font\n.ascii \" new rule\"\n.byte 0x08 ; White font\n.ascii \" for the board\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBonusMessageOFF:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh\"\n.byte 0xC3 ; Question mark (?)\n.ascii \" Looks like the\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x07 ; Yellow font\n.ascii \"custom Bonus Star\"\n.byte 0x08 ; White font\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"has been turned\"\n.byte 0x03 ; Red font\n.ascii \" OFF\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s too bad\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBonusMessageON:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"The\"\n.byte 0x07 ; Yellow font\n.ascii \" custom Bonus Star\"\n.byte 0x08 ; White font\n.ascii \" is turned\"\n.byte 0x06 ; Blue font\n.ascii \" ON\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"so the\"\n.byte 0x05 ; Green font\n.ascii \" Happening Star\"\n.byte 0x08 ; White font\n.ascii \" is replaced\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"by the\"\n.byte 0x04 ; Purple font\n.ascii \" Flower Star\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.ascii \" It is awarded\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"to whoever wins the\"\n.byte 0x03 ; Red font\n.ascii \" Flower Lottery\"\n.byte 0x08 ; White font\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"the most times\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nByeMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Remember\"\n.byte 0x82 ; Comma (,)\n.ascii \" shoot for the\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x07 ; Yellow font\n.ascii \"Stars\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.ascii \" and good luck\"\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"},"Snifit Patrol (Arrays)":{"language":0,"code":"; NAME: Snifit Patrol (Arrays)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\nSW S3 44(SP)\nSW S4 40(SP)\nSW S5 36(SP)\nSW S6 32(SP)\n\n; This code is designed to remove specific items from a player's\n; inventory at the start of their turn and exchange them for coins.\n; The items removed are determined by the Item Array and the coins\n; received are determined by the corresponding value in the Price\n; Array.\n\n; When using this version of the event, be sure to directly edit the\n; arrays to customize the event to your liking. They can be found\n; near the bottom of the event, just before the Message Text.\n\n; S0 = Current Player Struct\n; S1 = Current Player Struct + Item Offset\n; S2 = Coin Tally\n; S3 = Item Array\n; S4 = Price Array\n; S5 = Item Slot Loop Counter\n; S6 = Hit Flag (0 or 1)\n\n;===Get Player Struct===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Inventory Check===\nJAL PlayerHasEmptyItemSlot\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nBEQZ V0 exit ; If player has no items, exit\nNOP\n; else, check for items\n\n;===Get Arrays===\nLUI S3 hi(ItemArray)\nADDIU S3 S3 lo(ItemArray) ; Load ItemArray into S3\nLBU T3 0(S3) ; Load illegal item into T3\n\nLUI S4 hi(PriceArray)\nADDIU S4 S4 lo(PriceArray) ; Load PriceArray into S4\nLHU T4 0(S4) ; Load item price into T4\n\nLI T0 0xFF ; No item index\nLI S6 0 ; Start with no hits\n\n;===Check Items===\nRestartItemSlots:\nMOVE S1 S0 ; Copy S0 to S1\nLI S5 0 ; Start with item slot #1\n\nCheckItems:\nLBU T1 0x18(S1) ; Load item #1 from offset of player struct\nBNE T1 T3 NextItemSlot ; If not illegal item, go to NextItemSlot\nNOP\n; else, remove illegal item from inventory and tally coins received\n\nSB T0 0x18(S1) ; Store no item index into offset of player struct\nADDU S2 S2 T4 ; Add item price to coin tally\nLI S6 1 ; There is at least one hit\n\nNextItemSlot:\nLI T5 2\nBEQ S5 T5 CheckNextItem ; If all item slots checked, check next item\nNOP\nADDIU S5 S5 1 ; Add 1 to item slot loop counter\nJ CheckItems\nADDIU S1 S1 1 ; Add 1 to check next item slot\n\nCheckNextItem:\nADDIU S3 S3 1 ; Add 1 to get next illegal item\nLBU T3 0(S3) ; Load illegal item into T3\nLI T2 0x13 ; Terminator byte\nBEQ T2 T3 CheckResults ; If finished checking ItemArray, check results\nNOP\nADDIU S4 S4 2 ; Add 2 to get next price\nJ RestartItemSlots\nLHU T4 0(S4) ; Load item price into T4\n\n;===Check Results===\nCheckResults:\nBEQZ S6 exit ; If no hits, exit\nNOP\n; else, Snifit Patrol removed at least 1 item\n\n;===Greeting Message===\nLI A0 0 ; No string\nLUI A1 hi(GreetingMessage)\nJAL CallMessage\nADDIU A1 A1 lo(GreetingMessage) ; Display GreetingMessage\n\n;===Refresh Player Items 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\n;===Check for Coins===\nBEQZ S2 exit2 ; If no coins received, exit\nNOP\n; else, player receives coins\n\n;===Prepare Coins 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 S2 ; Convert coins gained to text string\n\n;===Coins Message===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; String #1 (CoinString)\nLUI A1 hi(CoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(CoinsMessage) ; Display CoinsMessage\n\n;===Receive Coins===\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S2 ; Gain coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nMOVE A1 S2 ; Gain coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Play Happy Voice and Animation===\nLBU A0 3(S0) ; 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\n;===Reset Player Idle Animation===\nexit2:\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\nexit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nLW S3 44(SP)\nLW S4 40(SP)\nLW S5 36(SP)\nLW S6 32(SP)\nJR RA\nADDIU SP SP 64\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 / S1 = String #1\n; A1 / S0 = Message Address\n\nMOVE S1 A0 ; Copy A0 to S1\nMOVE S0 A1 ; Copy A1 to S0\n\nJAL PlaySound\nLI A0 0x2A1 ; Shy Guy voice\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x9 ; Character image (-1 for none, 0x9 for Snifit Patrol)\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 S0 ; Pass message address on A1\nMOVE A2 S1 ; 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;===Item Array===\n; This is the Item Array. To set item(s) to remove, follow the\n; formula of .byte [item index] and insert the items before the\n; terminator byte. The order of the items is not significant. However,\n; the terminator byte (.byte 0x13) must always be last in the list.\n; For a list of item indexes, see below the Price Array.\n\n.align 16\nItemArray:\n.byte 0x01 ; Skeleton Key index\n.byte 0x09 ; Lucky Lamp index\n.byte 0x13 ; Terminator byte\n\n;===Price Array===\n; This is the Price Array. To set prices for the items, follow the\n; formula of .halfword [price] and ensure that the order of prices\n; matches the order of items. Prices from 0 to 999 coins are\n; supported. Negative prices (i.e. losing coins) are not supported.\n\n.align 16\nPriceArray:\n.halfword 5 ; Skeleton Key price\n.halfword 10 ; Lucky Lamp price\n\n; Item Indexes:\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\n;===Message Text===\n.align 16\nGreetingMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m the Snifit Patrol\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I see you are in possession\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"of an\"\n.byte 0x03 ; Red font\n.ascii \" illegal item\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Let me just confiscate that\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Thanks for cooperating with\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"the law\"\n.byte 0x85 ; Period (.)\n.ascii \" Take \"\n.byte 0x06,0x11 ; Blue font, String #1 stored on A2 (CoinString)\n.ascii \" coins\"\n.byte 0x08 ; White font\n.ascii \" as thanks\"\n.byte 0x85 ; Period (.)\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"},"Revert Airhook":{"language":0,"code":"; NAME: Revert Airhook\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\n; Set this event as \"After turn\".\n\nADDIU SP SP -32\nSW RA 28(SP)\n\n;===Check Turn Count===\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T0 0(T0) ; Load current turn\n\nLUI T1 hi(total_turns)\nADDIU T1 T1 lo(total_turns)\nLBU T1 0(T1) ; Load total turns\n\nBNE T0 T1 exit ; If it's not the last turn, exit\nNOP\n; else, revert Airhook\n\n;===Revert Airhook===\nLUI T0 hi(OriginalData)\nADDIU T0 T0 lo(OriginalData)\nLW V0 0(T0) ; Load OriginalData operation\nLW V1 4(T0)\nLUI T1 0x800F ; 0x800F000\nORI T1 T1 0xF5BC ; 0x800FF5BC, address during board load-in\nSW V0 0(T1) ; Insert original code into board load-in\nSW V1 4(T1)\n\nexit:\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Original Data===\n.align 16\nOriginalData:\nLUI V1 0x800D ; Original code\nLB V1 0xD067(V1)"},"Last 5 Turns Event (PBC) v2.3":{"language":0,"code":"; NAME: Last 5 Turns Event (PBC) v2.3\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\n; This code is adapted from Spongyoshi's \"Last 5 Turns Event\". Please\n; refer to his original event if you want to use a Last 5 Turns Event\n; on your own board.\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\nSW S2 64(SP)\nSW S3 60(SP)\nSW S4 56(SP)\nSW S5 52(SP)\nSW S6 48(SP)\nSW S7 44(SP)\n\n; S0 = Player Struct\n; S1 = Prompt Choice / Custom Rules Flag Value (Boost Player Index)\n; S2 = Current Player Index Address\n; S3 = Player Placement Array / Custom Rules Flag Address (0x800CD0A8)\n; S4 = Player Placement Array (Shifted) / Item Chances Table / Bank Coins Address\n; S5 = Items Table / Item Index / Coin Prize\n; S6 = Current Player Index / Players' Coins (Revolution)\n; S7 = Coin Tally / Loop Counter (Opponent Player Index)\n; 40(SP) = Exit Flag\n; 36(SP) = Player Placement Array Shifted\n\n;===Get Current Player Index Address===\nLUI S2 hi(current_player_index)\nADDIU S2 S2 lo(current_player_index) ; Load current player index address\n\n;===Check Current Turn===\nLUI T0 hi(total_turns)\nADDIU T0 T0 lo(total_turns) ; Load total turns address\nLBU T1 1(T0) ; Load current turn\nLBU T0 0(T0) ; Load total turns\n\nSUBU T2 T0 T1 ; Subtract current turn from total turns\nLI T3 5\nBEQ T2 T3 StartEvent ; If it's the 5th last turn, start event\nNOP\nSLT T2 T2 T3 ; If T2 < T3, T2 = 1 (within last 5 turns)\nBNEZ T2 CheckBonuses ; If within last 5 turns, check bonuses\nNOP\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0AB ; 0x800CD0AB, Wacky Watch Flag\nLBU T0 0(T0) ; Load flag into T0\nLI T1 2\nBEQ T0 T1 StartEvent ; If flag = 2, Wacky Watch just used, start event\nNOP\n; else, exit\nJ exit\nNOP\n\n;===Start Event===\nStartEvent:\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A8 ; 0x800CD0A8, Custom Rules Flag Address\nLBU T0 0(T0) ; Load Custom Rules Flag into T0\nSRL T0 T0 1 ; Shift right by 1 (discard custom Bonus Star bit)\nSLL T0 T0 1 ; Shift left by 1\nBEQZ T0 exit ; If Last 5 Turns Event is OFF, then exit\nNOP\n; else, start the event\n\nJAL PlaySound\nLI A0 0x0C ; Bell ringing\n\nJAL SleepProcess\nLI A0 40 ; Wait 40 frames for sound + anticipation\n\nJAL PlayMusic\nLI A0 19 ; Play the Last 5 Turns music\n\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x1 ; Red Koopa image\nLUI A1 hi(GreetingMessage)\nADDIU A1 A1 lo(GreetingMessage) ; Display GreetingMessage\nJAL CallMessage2\nLI A2 0 ; No string\n\nSW R0 40(SP) ; Set exit flag to 0 (event has not started)\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames for anticipation\n\n;===Prepare Player Placement Array===\nLUI S3 hi(PlacementArray)\nADDIU S3 S3 lo(PlacementArray) ; Load Player Placement Array\n\nJAL GetPlayerPlacement\nLI A0 0 ; Get P1 placement at V0\nSB V0 0(S3) ; Store P1 placement into array\n\nJAL GetPlayerPlacement\nLI A0 1 ; Get P2 placement at V0\nSB V0 1(S3) ; Store P2 placement into array\n\nJAL GetPlayerPlacement\nLI A0 2 ; Get P3 placement at V0\nSB V0 2(S3) ; Store P3 placement into array\n\nJAL GetPlayerPlacement\nLI A0 3 ; Get P4 placement at V0\nSB V0 3(S3) ; Store P4 placement into array\n\n;===Find 4th Place===\nMOVE S4 S3 ; Copy S3 to S4\nLI T0 3 ; Find 4th place\nLI T4 4 ; Terminator value\nLI S6 0 ; Start with P1\n4thPlaceLoop:\nLBU T3 0(S4) ; Check player placement\nBEQL T3 T4 Exit4th ; If all players checked, exit 4th place\nMOVE S4 S3 ; Copy S3 to S4 on likely\nBEQ T0 T3 FourthPlaceEvent ; If player is 4th, start event\nNOP\nADDIU S4 S4 1 ; Add 1 to check next player\nJ 4thPlaceLoop\nADDIU S6 S6 1 ; Add 1 to set next player\n\nExit4th:\nLI S6 0 ; Start with P1\n\n;===Find 3rd Place===\nFind3rdPlace:\nLI T0 2 ; Find 3rd place\nLI T4 4 ; Terminator value\nLBU T3 0(S4) ; Check player placement\nBEQL T3 T4 Exit3rd ; If all players checked, exit 3rd place\nMOVE S4 S3 ; Copy S3 to S4 on likely\nBEQ T0 T3 ThirdPlaceEvent ; If player is 3rd, start event\nNOP\n3rdPlaceLoop:\nADDIU S4 S4 1 ; Add 1 to check next player\nJ Find3rdPlace\nADDIU S6 S6 1 ; Add 1 to set next player\n\nExit3rd:\nLW T4 40(SP) ; Load exit flag\nBNEZ T4 ExitWindow2 ; If event has occurred, exit\nNOP\n; else, still checking for last place, so find 2nd place\n\nLI S6 0 ; Start with P1\n\n;===Find 2nd Place===\nFind2ndPlace:\nLI T0 1 ; Find 2nd place\nLI T4 4 ; Terminator value\nLBU T3 0(S4) ; Check player placement\nBEQ T3 T4 Exit2nd ; If all players checked, exit 2nd place\nNOP\nBEQ T0 T3 SecondPlaceEvent ; If player is 2nd, start event\nNOP\n2ndPlaceLoop:\nADDIU S4 S4 1 ; Add 1 to check next player\nJ Find2ndPlace\nADDIU S6 S6 1 ; Add 1 to set next player\n\nExit2nd:\nLW T4 40(SP) ; Load exit flag\nBNEZ T4 ExitWindow2 ; If event has occurred, exit\nNOP\n; else, no one is 2nd, everyone is tied for 1st\n\n;===First Place Event===\n; Fade-in?\n\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x1 ; Red Koopa image\nLUI A1 hi(NoEventMessage)\nADDIU A1 A1 lo(NoEventMessage) ; Display NoEventMessage\nJAL CallMessage2\nLI A2 0 ; No string\n\nJ exit\nNOP\n\n;===Second Place Event===\nSecondPlaceEvent:\nSW T0 40(SP) ; Turn exit flag ON\nSW S4 36(SP) ; Store placement array read (shifted) into S9\n\n; Fade-in?\n\nSB S6 0(S2) ; Set checked player as current player\nJAL GetPlayerStruct\nMOVE A0 S6 ; Get checked player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Start Second Place Prompt===\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nStartSecondPlacePrompt:\nJAL CallTiedPrompt\nLBU A0 3(S0) ; Pass character value on A0\n\n; Change the outcome based on the choice.\nBEQZ V0 SecondItem\nNOP\nLI T0 1\nBEQ V0 T0 SecondCoins\nNOP\n; else pick \"View map\"\nJAL ViewBoardMap\nNOP\nJ StartThirdPlacePrompt\nNOP\n\n;===Second Item===\nSecondItem:\nJAL PlaySound\nLI A0 0x143 ; Shining star\n\nJAL SleepProcess\nLI A0 50 ; Wait 50 frames for sound + anticipation\n\n;===Determine Item===\nLUI S4 hi(SecondItemChances)\nADDIU S4 S4 lo(SecondItemChances) ; Load Second Item Chances Table\n\nJAL GetRand\nLI A0 99 ; Get random byte (0-99) at V0\n\nLUI S5 hi(ItemsTable)\nADDIU S5 S5 lo(ItemsTable) ; Load Items Table\n\nSecondItemLoop:\nLBU T4 0(S4) ; Load item chance\nSLT T0 V0 T4 ; If V0 < T4, T0 = 1\nBNEZ T0 Get2ndItem ; If T0 = 1, get item\nNOP\nADDIU S4 S4 1 ; Add 1 to get next item chance\nJ SecondItemLoop\nADDIU S5 S5 1 ; Add 1 to get next item\n\nGet2ndItem:\nMOVE A0 S0 ; Pass 2nd player struct on A0\nJAL ItemGiveaway\nLBU A1 0(S5) ; Pass item given on A1\n\nBEQZ V0 SecondPlaceFade ; If unhappy, skip happy voice\nNOP\n\nJAL HappyVoice\nLBU A0 3(S0) ; Pass character value on A0\n\nJ SecondPlaceFade ; Fade back out\nNOP\n\n;===Second Coins===\nSecondCoins:\nLBU A0 0x1D(S0) ; Give current player coins\nJAL AdjustPlayerCoinsGradual\nLI A1 15 ; Get 15 coins\n\nLBU A0 0x1D(S0) ; Give current player coins\nJAL ShowPlayerCoinChange\nLI A1 15 ; Get 15 coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\nJAL HappyVoice\nLBU A0 3(S0) ; Pass character value on A0\n\n;===Second Place Fade===\nSecondPlaceFade:\n; Fade-out?\n\nJ 2ndPlaceLoop ; Continue checking for 2nd place\nLW S4 36(SP) ; Load player placement array read (shifted) from S9\n\n;===Third Place Event===\nThirdPlaceEvent:\nSW T0 40(SP) ; Turn exit flag ON\nSW S4 36(SP) ; Store placement array read (shifted) into S9\n\n; Fade-in?\n\nSB S6 0(S2) ; Set checked player as current player\nJAL GetPlayerStruct\nMOVE A0 S6 ; Get checked player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Start Third Place Prompt===\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nStartThirdPlacePrompt:\nJAL CallTiedPrompt\nLBU A0 3(S0) ; Pass character value on A0\n\n; Change the outcome based on the choice.\nBEQZ V0 ThirdItem\nNOP\nLI T0 1\nBEQ V0 T0 ThirdCoins\nNOP\n; else pick \"View map\"\nJAL ViewBoardMap\nNOP\nJ StartThirdPlacePrompt\nNOP\n\n;===Third Item===\nThirdItem:\nJAL PlaySound\nLI A0 0x143 ; Shining star\n\nJAL SleepProcess\nLI A0 50 ; Wait 50 frames for sound + anticipation\n\n;===Determine Item===\nLUI S4 hi(ThirdItemChances)\nADDIU S4 S4 lo(ThirdItemChances) ; Load Third Item Chances Table\n\nJAL GetRand\nLI A0 99 ; Get random byte (0-99) at V0\n\nLUI S5 hi(ItemsTable)\nADDIU S5 S5 lo(ItemsTable) ; Load Items Table\n\nThirdItemLoop:\nLBU T4 0(S4) ; Load item chance\nSLT T0 V0 T4 ; If V0 < T4, T0 = 1\nBNEZ T0 Get3rdItem ; If T0 = 1, get item\nNOP\nADDIU S4 S4 1 ; Add 1 to get next item chance\nJ ThirdItemLoop\nADDIU S5 S5 1 ; Add 1 to get next item\n\nGet3rdItem:\nMOVE A0 S0 ; Pass 3rd player struct on A0\nJAL ItemGiveaway\nLBU A1 0(S5) ; Pass item given on A1\n\nBEQZ V0 ThirdPlaceFade ; If unhappy, skip happy voice\nNOP\n\nJAL HappyVoice\nLBU A0 3(S0) ; Pass character value on A0\n\nJ ThirdPlaceFade ; Fade back out\nNOP\n\n;===Third Coins===\nThirdCoins:\nLBU A0 0x1D(S0) ; Give current player coins\nJAL AdjustPlayerCoinsGradual\nLI A1 20 ; Get 20 coins\n\nLBU A0 0x1D(S0) ; Give current player coins\nJAL ShowPlayerCoinChange\nLI A1 20 ; Get 20 coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\nJAL HappyVoice\nLBU A0 3(S0) ; Pass character value on A0\n\n;===Third Place Fade===\nThirdPlaceFade:\n; Fade-out?\n\nJ 3rdPlaceLoop ; Continue checking for 3rd place\nLW S4 36(SP) ; Load player placement array read (shifted) from S9\n\n;===Fourth Place Event===\nFourthPlaceEvent:\n; Fade-in?\n\nSB S6 0(S2) ; Set 4th place player as current player\nJAL GetPlayerStruct\nMOVE A0 S6 ; Get 4th place player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Start Fourth Place Prompt===\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nStartFourthPlacePrompt:\nLI A0 0x1 ; Red Koopa image\nLUI A1 hi(MainPrompt)\nADDIU A1 A1 lo(MainPrompt) ; Display MainPrompt\nLBU A2 3(S0) ; Load character value from offset of player struct\nADDIU A2 A2 0x1C00 ; Add the character value to MARIO string\nJAL CallMessage\nLI A3 1 ; Display prompt\n\nJAL GetRand\nLI A0 2 ; Get random byte (0-2) at V0\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.\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the outcome based on the choice.\nBEQZ S1 SomeItem\nNOP\nLI T0 1\nBEQ S1 T0 SomeCoins\nNOP\nLI T0 2\nBEQ S1 T0 SomeRules\nNOP\n; else pick \"View map\"\nJAL ViewBoardMap\nNOP\nJ StartFourthPlacePrompt\nNOP\n\n;===Get Some Item===\nSomeItem:\nJAL PlaySound\nLI A0 0x143 ; Shining star\n\nJAL SleepProcess\nLI A0 50 ; Wait 50 frames for sound + anticipation\n\n;===Determine Item===\nLUI S4 hi(FourthItemChances)\nADDIU S4 S4 lo(FourthItemChances) ; Load Fourth Item Chances Table\n\nJAL GetRand\nLI A0 99 ; Get random byte (0-99) at V0\n\nLUI S5 hi(ItemsTable)\nADDIU S5 S5 lo(ItemsTable) ; Load Items Table\n\nRandomItemLoop:\nLBU T4 0(S4) ; Load item chance\nSLT T0 V0 T4 ; If V0 < T4, T0 = 1\nBNEZ T0 GetItem ; If T0 = 1, get item\nNOP\nADDIU S4 S4 1 ; Add 1 to get next item chance\nJ RandomItemLoop\nADDIU S5 S5 1 ; Add 1 to get next item\n\nGetItem:\nMOVE A0 S0 ; Pass 4th player struct on A0\nJAL ItemGiveaway\nLBU A1 0(S5) ; Pass item given on A1\n\nBEQZ V0 ExitWindow ; If unhappy, exit\nNOP\n\nJAL HappyVoice\nLBU A0 3(S0) ; Pass character value on A0\n\nJ ExitWindow\nNOP\n\n;===Get Some Coins===\nSomeCoins:\nJAL PlaySound\nLI A0 0x143 ; Shining star\n\nJAL SleepProcess\nLI A0 50 ; Wait 50 frames for sound + anticipation\n\n;===Determine Coin Event===\nJAL GetRand\nLI A0 4 ; Get random byte (0-4) at V0\n\nSLTI T0 V0 2 ; If V0 < 2, T0 = 1\nBNEZ T0 GetCoinsOrStar ; If T0 = 1, get coins or star\nNOP\nSLTI T0 V0 4 ; If V0 < 4, T0 = 1\nBNEZ T0 StealCoins ; If T0 = 1, steal coins\nNOP\n; else, get Bowser Revolution\n\n;===Bowser Revolution===\nBowserRevolution:\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x1 ; Red Koopa image\nLUI A1 hi(RevolutionMessage)\nADDIU A1 A1 lo(RevolutionMessage)\nLBU A2 3(S0) ; Load character value from offset of player struct\nADDIU A2 A2 0x1C00 ; Add the character value to MARIO string\nJAL CallMessage\nLI A3 0 ; Display message\n\nJAL PlaySound\nLI A0 0x29C ; Bowser laugh\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames for sound\n\n;===Take Coins from All Players===\nLI S7 0 ; Start with P1\nLI S5 0 ; Start with 0 coins\nTakeCoinsLoop:\nJAL GetPlayerStruct\nMOVE A0 S7 ; Get player struct at V0\nLHU S6 0xA(V0) ; Get player coins\nADDU S5 S6 S5 ; Add coins to pot\n\nMOVE A0 S7 ; Take coins from player\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S6 ; Subtract coins\n\nMOVE A0 S7 ; Take coins from player\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 S6 ; Subtract coins\n\nLI T0 3\nBEQ S7 T0 RevolutionPart2 ; If all players' coins taken, go to part 2\nNOP\nJ TakeCoinsLoop\nADDIU S7 S7 1 ; Add 1 to get next player\n\nRevolutionPart2:\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Divide Total Coins Equally===\nLI T0 4\nDIVU S5 T0 ; Divide coin pot by four\nMFLO S6 ; Move the result into S6\n\n;===Give Coins to All Players===\nLI S7 0 ; Start with P1\nGiveCoinsLoop:\nMOVE A0 S7 ; Give coins to player\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S6 ; Gain coins\n\nMOVE A0 S7 ; Give coins to player\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S6 ; Gain coins\n\nLI T0 3\nBEQ S7 T0 ExitRevolution ; If all players given coins, exit\nNOP\nJ GiveCoinsLoop\nADDIU S7 S7 1 ; Add 1 to get next player\n\nExitRevolution:\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\nJ ExitWindow\nNOP\n\n;===Get Coins or Star===\nGetCoinsOrStar:\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x1 ; Red Koopa image\nLUI A1 hi(PrizeMessage)\nADDIU A1 A1 lo(PrizeMessage) ; Display PrizeMessage\nLBU A2 3(S0) ; Load character value from offset of player struct\nADDIU A2 A2 0x1C00 ; Add the character value to MARIO string\nJAL CallMessage\nLI A3 0 ; Display message\n\nJAL GetPlayerPlacementAtEndOfGame\nLBU A0 0x1D(S0) ; Get current player placement (with Bonus Stars) at V0\n\nSLTI T0 V0 2 ; If V0 < 2, T0 = 1\nBNEZ T0 CoinPrize ; If current player is 1st or 2nd, get coin prize\nNOP\n; else, try for star prize\n\n;===Star Prize===\nLBU T0 0xE(S0) ; Load stars from offset of player struct\nLI T1 99\nBEQ T0 T1 CoinPrize ; If player has 99 stars, get coin prize\nNOP\n\nLBU A0 0xF(S0) ; Pass current chain index on A0\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 0x10(S0) ; Pass current chain space index on A1\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get abs space data at V0\n\nLW T0 8(V0) ; Load x pos of the space\nLW T1 12(V0) ; Load y pos of the space\nLW T2 16(V0) ; Load z pos of the space\n\nLUI A0 hi(StarCoords)\nADDIU A0 A0 lo(StarCoords) ; Load pointer to star coords\n\nSW T0 12(A0) ; Store x coords\nSW T1 16(A0) ; Store y coords\nJAL 0x80106A9C ; GetStar\nSW T2 20(A0) ; Store z coords\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames to get star\n\nJAL PlayMusic\nLI A0 19 ; Play the Last 5 Turns music\n\nJ ExitWindow\nNOP\n\n;===Coin Prize===\nCoinPrize:\nLBU A0 0x1D(S0) ; Give current player coins\nJAL AdjustPlayerCoinsGradual\nLI A1 30 ; Get 30 coins\n\nLBU A0 0x1D(S0) ; Give current player coins\nJAL ShowPlayerCoinChange\nLI A1 30 ; Get 30 coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\nJAL HappyVoice\nLBU A0 3(S0) ; Pass character value on A0\n\nJ ExitWindow\nNOP\n\n;===Steal Coins===\nStealCoins:\nLBU S6 0(S2) ; Load current player index\nBEQZ S6 SkipP1 ; If current player is P1, skip them\nLI S7 0 ; Set coin tally to 0\nLI A0 0 ; Check P1\nJAL PlayerHasCoins\nLI A1 5 ; Check for 5 coins\n\nBEQZ V0 GetCoinsOrStar ; If P1 doesn't have 5 coins, don't steal\nNOP\nLI A0 0 ; Check P1\nJAL PlayerHasCoins\nLI A1 10 ; Check for 10 coins\n\nADDU S7 S7 V0 ; Add 1 to S7 if opponent has 10 coins\n\nSkipP1:\nLI T0 1\nBEQ S6 T0 SkipP2 ; If current player is P2, skip them\nNOP\nLI A0 1 ; Check P2\nJAL PlayerHasCoins\nLI A1 5 ; Check for 5 coins\n\nBEQZ V0 GetCoinsOrStar ; If P2 doesn't have 5 coins, don't steal\nNOP\nLI A0 1 ; Check P2\nJAL PlayerHasCoins\nLI A1 10 ; Check for 10 coins\n\nADDU S7 S7 V0 ; Add 1 to S7 if opponent has 10 coins\n\nSkipP2:\nLI T0 2\nBEQ S6 T0 SkipP3 ; If current player is P3, skip them\nNOP\nLI A0 2 ; Check P3\nJAL PlayerHasCoins\nLI A1 5 ; Check for 5 coins\n\nBEQZ V0 GetCoinsOrStar ; If P3 doesn't have 5 coins, don't steal\nNOP\nLI A0 2 ; Check P3\nJAL PlayerHasCoins\nLI A1 10 ; Check for 10 coins\n\nADDU S7 S7 V0 ; Add 1 to S7 if opponent has 10 coins\n\nSkipP3:\nLI T0 3\nBEQ S6 T0 CheckCoinTally ; If current player is P4, check coin tally\nNOP\nLI A0 3 ; Check P4\nJAL PlayerHasCoins\nLI A1 5 ; Check for 5 coins\n\nBEQZ V0 GetCoinsOrStar ; If P4 doesn't have 5 coins, don't steal\nNOP\nLI A0 3 ; Check P4\nJAL PlayerHasCoins\nLI A1 10 ; Check for 10 coins\n\nADDU S7 S7 V0 ; Add 1 to S7 if opponent has 10 coins\n\nCheckCoinTally:\nLI T0 3\nBNE T0 S7 StealFive ; If S7 < 3, steal five coins\nLI S5 0 ; Set coin prize to 0\n; else, steal ten coins\n\nADDIU S5 S5 5 ; Add 5 coins\nStealFive:\nADDIU S5 S5 5 ; Add 5 coins\n\n;===Message and Coin Stealing===\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x1 ; Red Koopa image\nLUI A1 hi(CoinStealMessage)\nADDIU A1 A1 lo(CoinStealMessage) ; Display CoinStealMessage\nLBU A2 3(S0) ; Load character value from offset of player struct\nADDIU A2 A2 0x1C00 ; Add the character value to MARIO string\nJAL CallMessage\nLI A3 0 ; Display message\n\nLI S7 0 ; Start with P1\nStealLoop:\nBEQ S6 S7 StealNext ; If checking current player, steal next player\nNOP\nMOVE A0 S7 ; Take coins from player\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S5 ; Subtract coins\n\nMOVE A0 S7 ; Take coins from player\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nSUBU A1 R0 S5 ; Subtract coins\n\nStealNext:\nLI T0 3\nBEQ T0 S7 ExitSteal ; If all players checked, exit steal\nNOP\nJ StealLoop\nADDIU S7 S7 1 ; Add 1 to get next player\n\nExitSteal:\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Get Stolen Coins===\nLI T0 3\nMULT S5 T0 ; Multiply S5 by T0 (coins x3)\nMFLO S5 ; Move the result into S5\n\nLBU A0 0x1D(S0) ; Give current player coins\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S5 ; Gain coins\n\nLBU A0 0x1D(S0) ; Give current player coins\nJAL ShowPlayerCoinChange\nMOVE A1 S5 ; Gain coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\nJAL HappyVoice\nLBU A0 3(S0) ; Pass character value on A0\n\nJ ExitWindow\nNOP\n\n;===Get Some Rules===\nSomeRules:\nJAL PlaySound\nLI A0 0x143 ; Shining star\n\nJAL SleepProcess\nLI A0 50 ; Wait 50 frames for sound + anticipation\n\nLUI S3 0x800C ; 0x800C0000\nORI S3 S3 0xD0A8 ; 0x800CD0A8, Custom Rules Flag Address\n\nJAL GetRand\nLI A0 3 ; Get random byte (0-3) at V0\n\nBEQZ V0 BlueSpaceRules ; If V0 = 0, get Blue Space Ruleset\nNOP\nLI T0 1\nBEQ V0 T0 RedSpaceRules ; If V0 = 1, get Red Space Ruleset\nNOP\nLI T0 2\nBEQ V0 T0 SeedRules ; If V0 = 3, get Strawberry Seed Discount\nNOP\n; else, get Bonus Boost Ruleset\n\n;===Prepare Bonus Boost Message===\nLBU A2 0(S3) ; Load Custom Rules Flag into A2\nANDI A2 A2 1 ; AND with 1 (ON if custom Bonus Star is ON)\nSLL A2 A2 5 ; Multiply by 32 (distance between Bonus Star strings)\nLUI T2 hi(HappeningStarString)\nADDIU T2 T2 lo(HappeningStarString)\nADDU A2 T2 A2 ; A2 now contains Bonus Star string\n\nLUI A0 hi(ItemMessageHolder)\nADDIU A0 A0 lo(ItemMessageHolder) ; Parse destination\nLUI A1 hi(BonusBoostRulesMessage)\nADDIU A1 A1 lo(BonusBoostRulesMessage) ; String formatter (%s)\n; Pass Bonus Star string on A2\nJAL sprintf\nLI A3 0 ; Terminator byte\n\n;===Bonus Boost Ruleset Message===\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x1 ; Red Koopa image\nLUI A1 hi(ItemMessageHolder)\nADDIU A1 A1 lo(ItemMessageHolder) ; Display BonusBoostRulesMessage with strings\nLBU A2 3(S0) ; Load character value from offset of player struct\nADDIU A2 A2 0x1C00 ; Add the character value to MARIO string\nJAL CallMessage\nLI A3 0 ; Display message\n\nLBU T1 0(S2) ; Load current player index\nADDIU T1 T1 5 ; Get current player Bonus Boost Ruleset (5,6,7,8)\nSLL T1 T1 1 ; Shift left by 1 (10,12,14,16)\nLBU T0 0(S3) ; Load Custom Rules Flag into T0\nANDI T0 T0 1 ; Keep custom Bonus Star ON/OFF\nOR T0 T0 T1 ; OR with Custom Rules Flag\nJ ExitWindow\nSB T0 0(S3) ; Set Bonus Boost Ruleset\n\n;===Blue Space Ruleset===\nBlueSpaceRules:\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x1 ; Red Koopa image\nLUI A1 hi(BlueSpaceRulesMessage)\nADDIU A1 A1 lo(BlueSpaceRulesMessage) ; Display BlueSpaceRulesMessage\nLI A2 0 ; No string\nJAL CallMessage\nLI A3 0 ; Display message\n\nLBU T0 0(S3) ; Load Custom Rules Flag into T0\nANDI T0 T0 1 ; Keep custom Bonus Star ON/OFF\nORI T0 T0 4 ; OR with Blue Space Ruleset\nJ ExitWindow\nSB T0 0(S3) ; Set Blue Space Ruleset\n\n;===Red Space Ruleset===\nRedSpaceRules:\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x1 ; Red Koopa image\nLUI A1 hi(RedSpaceRulesMessage)\nADDIU A1 A1 lo(RedSpaceRulesMessage) ; Display RedSpaceRulesMessage\nLI A2 0 ; No string\nJAL CallMessage\nLI A3 0 ; Display message\n\nLBU T0 0(S3) ; Load Custom Rules Flag into T0\nANDI T0 T0 1 ; Keep custom Bonus Star ON/OFF\nORI T0 T0 6 ; OR with Red Space Ruleset\nJ ExitWindow\nSB T0 0(S3) ; Set Red Space Ruleset\n\n;===Strawberry Seed Discount===\nSeedRules:\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x1 ; Red Koopa image\nLUI A1 hi(SeedRulesMessage)\nADDIU A1 A1 lo(SeedRulesMessage) ; Display SeedRulesMessage\nLI A2 0 ; No string\nJAL CallMessage\nLI A3 0 ; Display message\n\nLBU T0 0(S3) ; Load Custom Rules Flag into T0\nANDI T0 T0 1 ; Keep custom Bonus Star ON/OFF\nORI T0 T0 18 ; OR with Strawberry Seed Discount\nSB T0 0(S3) ; Set Strawberry Seed Discount\n\n;===Exit Window===\nExitWindow:\n; Fade-out?\n\nExitWindow2:\n; Fade-in?\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames before camera reset\n\nLI T0 3 ; P4 index\nSB T0 0(S2) ; Set P4 as current player\n\nJAL PlaySound\nLI A0 0x259 ; Koopa voice\n\nLI A0 0x1 ; Red Koopa image\nLUI A1 hi(ExitMessage)\nADDIU A1 A1 lo(ExitMessage)\nJAL CallMessage2\nLI A2 0 ; No string\n\nJ exit\nNOP\n\n;===Check Bonuses===\nCheckBonuses:\nLUI S3 0x800C ; 0x800C0000\nORI S3 S3 0xD098 ; 0x800CD098, P1 Custom Bonus Star Count\nLBU S1 0x10(S3) ; Load Custom Rules Flag into S3\n\nSLTI T0 S1 10 ; If S1 < 8, T0 = 1\nBNEZ T0 CheckOut ; If ruleset is not Bonus Boost, check out\nNOP\nSLTI T0 S1 18 ; If S1 < 18, T0 = 1\nBEQZ T0 CheckOut ; If ruleset is not Bonus Boost, check out\nNOP\n; else, ruleset is Bonus Boost\n\nSRL S1 S1 1 ; Shift right by 1 (discard custom Bonus Star bit)\nADDIU S1 S1 -5 ; Subtract 5 to get current player index\n\nJAL GetPlayerStruct\nMOVE A0 S1 ; Get boosted player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\nJAL GetRand\nLI A0 2 ; Get random byte (0-2) at V0\n\nBEQZ V0 BoostCoinStar\nNOP\nLI T0 1\nBEQ V0 T0 BoostHappeningStar\nNOP\n; else, boost Minigame Star\n\n;===Boost Minigame Star===\nLHU T0 0x28(S0) ; Load minigame star from offset of player struct\nADDIU T0 T0 7 ; Boost minigame star\nJ BoostedWindow\nSH T0 0x28(S0) ; Store boosted minigame star into offset of player struct\n\n;===Boost Coin Star===\nBoostCoinStar:\nLHU T0 0x2A(S0) ; Load coin star from offset of player struct\nADDIU T0 T0 10 ; Boost coin star\nJ BoostedWindow\nSH T0 0x2A(S0) ; Store boosted coin star into offset of player struct\n\n;===Boost Happening Star===\nBoostHappeningStar:\nLBU T0 0x10(S3) ; Load Custom Rules Flag into T0\nANDI T0 T0 1 ; AND with 1\nBNEZ T0 BoostCustomStar ; If turned ON, boost custom star\nNOP\n; else, boost happening star\nLBU T0 0x2C(S0) ; Load happening star from offset of player struct\nADDIU T0 T0 1 ; Boost happening star\nJ BoostedWindow\nSB T0 0x2C(S0) ; Store boosted happening star into offset of player struct\n\n;===Boost Custom Star===\nBoostCustomStar:\nLBU T1 0x1D(S0) ; Load player index from offset of player struct\nADDU T1 T1 S3 ; Add to get current player flower star count\nLBU T0 0(T1) ; Load flower star\nADDIU T0 T0 1 ; Boost flower star\nSB T0 0(T1) ; Store boosted flower star\n\n;===Boosted Window===\nBoostedWindow:\n; Fade-out?\n\nJAL PlaySound\nLI A0 0x143 ; Shining star\n\nJAL SleepProcess\nLI A0 50 ; Wait 50 frames for sound + anticipation\n\n; Fade-in?\n\nSB S1 0(S2) ; Set boosted player as current player\n\n;===Boosted Message===\nLI A0 -1 ; No character image\nLUI A1 hi(BoostedMessage)\nADDIU A1 A1 lo(BoostedMessage)\nLBU A2 3(S0) ; Load character value from offset of player struct\nJAL CallMessage2\nADDIU A2 A2 0x1C00 ; Add the character value to MARIO string\n\nJAL HappyVoice\nLBU A0 3(S0) ; Pass character value on A0\n\n; Fade-out?\n\nLI T3 3 ; P4 index\nSB T3 0(S2) ; Set P4 as current player\n\n;===Check Wacky Watch===\nCheckOut:\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0AB ; 0x800CD0AB, Wacky Watch Flag\nLBU T0 0(T0) ; Load flag into T0\nLI T1 2\nBEQ T0 T1 StartEvent ; If flag = 2, Wacky Watch just used, start event\nNOP\n\n;===Check Custom Bonus Star===\nLBU T0 0x10(S3) ; Load Custom Rules Flag into T0\nANDI T0 T0 1 ; AND with 1\nBEQZ T0 exit ; If custom Bonus Star turned OFF, exit\nNOP\n; else, check when to set up custom bonus star\n\nLUI T0 hi(total_turns)\nADDIU T0 T0 lo(total_turns) ; Load total turns address\nLBU T1 1(T0) ; Load current turn\nLBU T0 0(T0) ; Load total turns\n\nBNE T0 T1 exit ; If it's not the last turn, exit\nNOP\n; else, it's the last turn, so set up custom bonus star\n\n;===Set-up Flower Star===\nLUI T1 0x800D ; 0x800D0000\nORI T2 T1 0x1134 ; 0x800D1134, P1 Happening Star\nLBU T3 0(T2) ; Load P1 Happening Spaces\nSB T3 7(T2) ; Store P1 Happening Spaces into Bank Spaces\nLBU T0 0(S3) ; Load P1 Flower Star\nSB T0 0(T2) ; Store P1 Flower Star into Happening Star\n\nORI T2 T1 0x116C ; 0x800D116C, P2 Happening Star\nLBU T3 0(T2) ; Load P2 Happening Spaces\nSB T3 7(T2) ; Store P2 Happening Spaces into Bank Spaces\nLBU T0 1(S3) ; Load P2 Flower Star\nSB T0 0(T2) ; Store P2 Flower Star into Happening Star\n\nORI T2 T1 0x11A4 ; 0x800D11A4, P3 Happening Star\nLBU T3 0(T2) ; Load P3 Happening Spaces\nSB T3 7(T2) ; Store P3 Happening Spaces into Bank Spaces\nLBU T0 2(S3) ; Load P3 Flower Star\nSB T0 0(T2) ; Store P3 Flower Star into Happening Star\n\nORI T2 T1 0x11DC ; 0x800D11DC, P4 Happening Star\nLBU T3 0(T2) ; Load P4 Happening Spaces\nSB T3 7(T2) ; Store P4 Happening Spaces into Bank Spaces\nLBU T0 3(S3) ; Load P4 Flower Star\nSB T0 0(T2) ; Store P4 Flower Star into Happening Star\n\nexit:\nLW RA 76(SP)\nLW S0 72(SP)\nLW S1 68(SP)\nLW S2 64(SP)\nLW S3 60(SP)\nLW S4 56(SP)\nLW S5 52(SP)\nLW S6 48(SP)\nLW S7 44(SP)\nJR RA\nADDIU SP SP 80\n\n;===Star Coords===\n.align 32\nStarCoords:\n.word 0x8012EA10 ; Star model\n.word 0x80134E20 ; Star model\n.word 0x0A020008 ; Star model\n.word 0x00000000 ; X coords\n.word 0x00000000 ; Y coords\n.word 0x00000000 ; Z coords\n\n;===Mini Func to Call Message 2===\n.align 4\nCallMessage2:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Character image\n; A1 = Message Address\n; A2 = String #1\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI T0 100 ; 100 y-axis units\nSW T0 28(SP) ; A7\n; Pass character image on A0\n; Pass message address on A1\n; Pass String #1 on A2\nJAL 0x800EC980 ; ShowMessage2\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)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Call Tied Prompt===\n.align 4\nCallTiedPrompt:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n; A0 = Character value\n; S0 / V0 = Prompt Choice\n\nADDIU A2 A0 0x1C00 ; Add the character value to MARIO string\nLI A0 0x1 ; Red Koopa image\nLUI A1 hi(TiedPrompt)\nADDIU A1 A1 lo(TiedPrompt) ; Display TiedPrompt\nJAL CallMessage\nLI A3 1 ; Display prompt\n\nJAL RNGPercentChance\nLI A0 50 ; 50% chance of V0 = 1\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.\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; Copy V0 to A1\nMOVE S0 V0 ; Copy V0 to S0\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nMOVE V0 S0 ; Copy S0 to V0\n\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Call Message or Prompt===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n; A0 = Character image\n; A1 = Message Address\n; A2 = String #1\n; A3 / S0 = Message or Prompt Flag (0 or 1)\n\nMOVE S0 A3 ; Copy A3 to S0\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\n; Pass character image on A0\n; Pass message address on A1\n; Pass String #1 on A2\nJAL ShowMessage\nLI A3 0\n\nBNEZ S0 ExitCallMessage ; If displaying prompt, exit\nNOP\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nExitCallMessage:\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Get Random Byte===\n.align 4\nGetRand: ; returns on V0\n\n; A0 = max byte\n\nADDIU sp, sp, -0x18\nSW ra, 0x0010 (sp)\nBLTZL a0, label1_func0\nSUBU a0, r0, a0\nlabel1_func0:\nBEQZ a0, End1\nDADDU v0, r0, r0\nADDIU v0, r0, 0x0001\nBNEL a0, v0, label2_func0\nADDIU v0, r0, 0x0064\nJAL Function1\nADDIU a0, r0, 0x03E8\nSLTI v0, v0, 0x01F5\nJ End1\nXORI v0, v0, 0x0001\nlabel2_func0:\nBEQ a0, v0, label3_func0\nNOP\nJAL Function1\nNOP\nJ End1\nNOP\nlabel3_func0:\nJAL Function1\nADDIU a0, r0, 0x03F1\nLUI v1, 0x6666\nORI v1, v1, 0x6667\nMULT v0, v1\nSRA v0, v0, 31\nMFHI a1\nSRA v1, a1, 2\nSUBU v0, v1, v0\nEnd1:\nLW ra, 0x0010 (sp)\nJR RA\nADDIU sp, sp, 0x18\n//\nFunction1:\nADDIU sp, sp, -0x20\nSW s0, 0x0010 (sp)\nADDIU s0, r0, 0xFFFF\nSW s1, 0x0014 (sp)\nADDIU s1, a0, 0x0001\nBNEZ s1, label1_func1\nDIVU s0, s1\nBREAK 0x01C00\nlabel1_func1:\nMFLO s0\nBNEZ s0, label2_func1\nSW ra, 0x0018 (sp)\nADDIU s0, r0, 0x0001\nlabel2_func1:\nJAL Function2\nNOP\nBNEZ s0, label3_func1\nDIVU v0, s0\nBREAK 0x01C00\nlabel3_func1:\nMFLO v1\nSLTU v0, v1, s1\nBEQZ v0, label2_func1\nDADDU v0, v1, r0\nLW ra, 0x0018 (sp)\nLW s1, 0x0014 (sp)\nLW s0, 0x0010 (sp)\nJR RA\nADDIU sp, sp, 0x20\n//\nFunction2:\nLUI v0, 0x8009\nLW v0, 0x7650 (v0)\nLUI v1, 0x41C6\nORI v1, v1, 0x4E6D\nMULT v0, v1\nMFLO v0\nADDIU v0, v0, 0x3039\nLUI v1, 0x8009\nJR RA\nSW v0, 0x7650 (v1)\n\n;===Mini Func for Item Giveaway===\n.align 4\nItemGiveaway:\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\n; A0 / S0 = Current Player Struct\n; A1 / S1 = Item Index\n; S2 = Empty Item Slot / Prompt Choice / Item Slot to Replace\n; V0 = Happy or Unhappy Exit (1 or 0)\n\nMOVE S0 A0 ; Copy A0 to S0\nMOVE S1 A1 ; Copy A1 to S1\n\nJAL PlayerHasEmptyItemSlot\nLBU A0 0x1D(S0) ; Check current player for empty item slot\n\nBLTZ V0 TooManyItems ; If V0 = -1, go to TooManyItems\nMOVE S2 V0 ; Copy V0 to S2\n\nMOVE A0 S1 ; Pass item index on A0\nLUI A1 hi(ItemGiveawayMessage)\nJAL PrepareItemString\nADDIU A1 A1 lo(ItemGiveawayMessage) ; Print ItemGiveawayMessage\n\nLI A0 0x1 ; Red Koopa image\nLUI A1 hi(ItemMessageHolder)\nADDIU A1 A1 lo(ItemMessageHolder) ; Display ItemGiveawayMessage with strings\nLBU A2 3(S0) ; Load character value from offset of player struct\nADDIU A2 A2 0x1C00 ; Add the character value to MARIO string\nJAL CallMessage\nLI A3 0 ; Display message\n\nADDU S2 S0 S2 ; Add empty item slot offset to player struct\nSB S1 0x18(S2) ; Get new item\n\nJAL PlaySound\nLI A0 0x10C ; Turn Start sound\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for sound\n\nJ ExitItemGiveaway\nLI V0 1 ; Happy exit\n\nTooManyItems:\nMOVE A0 S0 ; Pass current player struct on A0\nLUI A1 hi(ItemPrompt)\nADDIU A1 A1 lo(ItemPrompt) ; Print ItemPrompt\nJAL PrepareItemStrings\nMOVE A2 S1 ; Pass item index on A2\n\nJAL PlaySound\nLI A0 0x259  Koopa voice\n\nStartItemPrompt:\nLI A0 0x1 ; Red Koopa image\nLUI A1 hi(ItemMessageHolder)\nADDIU A1 A1 lo(ItemMessageHolder) ; Display ItemPrompt with strings\nLI A2 0\nJAL CallMessage\nLI A3 1 ; Display prompt\n\nJAL GetRand\nLI A0 3 ; Get random byte (0-3) at V0\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.\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0\nMOVE S2 V0 ; S2 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the outcome based on the choice.\nSLTI T2 S2 3\nBNEZ T2 DeleteItem\nNOP\nLI T0 3\nBEQ S2 T0 DiscardItem\nNOP\n; else pick \"View map\"\nJAL ViewBoardMap\nNOP\nJ StartItemPrompt\nNOP\n\nDeleteItem:\nADDU S2 S0 S2 ; Add item slot offset to player struct\nSB S1 0x18(S2) ; Get new item\nJ ExitItemGiveaway\nLI V0 1 ; Happy exit\n\nDiscardItem:\nLI A0 0x1 ; Red Koopa image\nLUI A1 hi(DiscardItemMessage)\nADDIU A1 A1 lo(DiscardItemMessage)\nLI A2 0\nJAL CallMessage\nLI A3 0 ; Display message\nLI V0 0 ; Unhappy exit\n\nExitItemGiveaway:\nLW RA 44(SP)\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nJR RA\nADDIU SP SP 48\n\n;===Mini Func to Prepare Item String===\n.align 4\nPrepareItemString:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Item Index\n; A1 = Message Address to Print\n\nLUI T0 hi(ItemStrings)\nADDIU T0 T0 lo(ItemStrings) ; Load Item Strings\nSLL T1 A0 5 ; Multiply item index by 32 (distance between item strings)\nADDU A2 T0 T1 ; Add to get its item string\n\nLUI A0 hi(ItemMessageHolder)\nADDIU A0 A0 lo(ItemMessageHolder) ; Parse destination\n; Pass message address on A1 (string formatter %s)\n; Pass item string on A2\nJAL sprintf\nLI A3 0 ; Terminator byte\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Prepare Item Strings===\n.align 4\nPrepareItemStrings:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Current Player Struct\n; A1 = Message Address to Print\n; A2 = Item Index\n\nLUI T0 hi(ItemStrings)\nADDIU T0 T0 lo(ItemStrings) ; Load Item Strings\nLBU T1 0x18(A0) ; Load item #1 from offset of player struct\nLBU T2 0x19(A0) ; Load item #2 from offset of player struct\nLBU T3 0x1A(A0) ; Load item #3 from offset of player struct\n\nSLL A3 T1 5 ; Multiply item #1 by 32 (distance between item strings)\nADDU A3 T0 A3 ; A3 now contains item string #1 pointer\nSLL T2 T2 5 ; Multiply item #2 by 32 (distance between item strings)\nADDU T2 T0 T2 ; T2 now contains item string #2 pointer\nSLL T3 T3 5 ; Multiply item #3 by 32 (distance between item strings)\nADDU T3 T0 T3 ; T3 now contains item string #3 pointer\nSLL A2 A2 5 ; Multiply new item by 32 (distance between item strings)\nADDU A2 T0 A2 ; A2 now contains new item string pointer\nMOVE T4 A2 ; Copy A2 to T4\n\nLUI A0 hi(ItemMessageHolder)\nADDIU A0 A0 lo(ItemMessageHolder) ; Parse destination\n; Pass message address on A1 (string formatter %s)\n; Pass new item string on A2\n; Pass item string #1 on A3\nSW T2 16(SP) ; Pass item string #2 on A4\nSW T3 20(SP) ; Pass item string #3 on A5\nSW T4 24(SP) ; Pass new item string on A6\nJAL sprintf\nSW R0 28(SP) ; Terminator byte\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Play Happy Voice===\n.align 4\nHappyVoice:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Player Character Value\n\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\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n;===Player Placement Array===\n.align 16\nPlacementArray:\n.fill 5,4\n\n;===2nd Place Item Chances Table===\n.align 16\nSecondItemChances:\n.byte 20 ; Mushroom (0-19) 20%\n.byte 40 ; Poison Mushroom (20-39) 20%\n.byte 50 ; Cellular Shopper (40-49) 10%\n.byte 70 ; Dueling Glove (50-69) 20%\n.byte 80 ; Golden Mushroom (70-79) 10%\n.byte 100 ; Bowser Suit (80-99) 20%\n\n;===3rd Place Item Chances Table===\n.align 16\nThirdItemChances:\n.byte 15 ; Mushroom (0-14) 15%\n.byte 30 ; Poison Mushroom (15-29) 15%\n.byte 45 ; Cellular Shopper (30-44) 15%\n.byte 60 ; Dueling Glove (45-59) 15%\n.byte 75 ; Golden Mushroom (60-74) 15%\n.byte 90 ; Bowser Suit (75-89) 15%\n.byte 95 ; Boo Bell (90-94) 5%\n.byte 100 ; Magic Lamp (95-99) 5%\n\n;===4th Place Item Chances Table===\n.align 16\nFourthItemChances:\n.byte 0 ; Mushroom 0%\n.byte 10 ; Poison Mushroom (0-9) 10%\n.byte 22 ; Cellular Shopper (10-21) 12%\n.byte 34 ; Dueling Glove (22-33) 12%\n.byte 49 ; Golden Mushroom (34-48) 15%\n.byte 61 ; Bowser Suit (49-60) 12%\n.byte 76 ; Boo Bell (61-74) 15%\n.byte 91 ; Magic Lamp (75-90) 15%\n.byte 96 ; Koopa Kard (91-95) 5%\n.byte 100 ; Wacky Watch (96-99) 4%\n\n;===Items Table===\n.align 16\nItemsTable:\n.byte 0x00 ; Mushroom index\n.byte 0x02 ; Poison Mushroom index\n.byte 0x04 ; Cellular Shopper index\n.byte 0x08 ; Dueling Glove index\n.byte 0x0A ; Golden Mushroom index\n.byte 0x0D ; Bowser Suit index\n.byte 0x0B ; Boo Bell index\n.byte 0x0E ; Magic Lamp index\n.byte 0x0F ; Koopa Kard index\n.byte 0x12 ; Wacky Watch index\n\n;===Message Text===\n.align 16\nGreetingMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"The game is reaching the\"\n.byte 0x03 ; Green font\n.ascii \" Last Five Turns\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoEventMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"And\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.ascii \"everyone is tied\"\n.byte 0xC3,0xC2 ; Question mark (?), Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s unusual\"\n.ascii \" Let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s keep going\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"shall we\"\n.byte 0xC3 ; Question mark (?)\n.ascii \" Good luck\"\n.byte 0x82 ; Comma (,)\n.ascii \" everyone\"\n.byte 0xC2,0xC2 ; Two exclamation marks (!!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nTiedPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"And it looks like \"\n.byte 0x06 ; Blue font\n.byte 0x11 ; String #1 stored in A2 (Character name)\n.byte 0x08 ; White font\n.ascii \" is lagging behind\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Time to turn the tides\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Pick a\"\n.byte 0x07 ; Yellow font\n.ascii \" prize\"\n.byte 0x08,0xC2,0xC2 ; White font, Two exclamation marks (!!)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Get an\"\n.byte 0x06 ; Blue font\n.ascii \" item\"\n.byte 0x08,0x0D ; White font, End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Get some\"\n.byte 0x07 ; Yellow font\n.ascii \" coins\"\n.byte 0x08,0x0D ; White font, End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"View map\"\n.byte 0x0D ; End option\n.byte 0 ; End prompt\n\n.align 16\nMainPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"And it looks like \"\n.byte 0x06 ; Blue font\n.byte 0x11 ; String #1 stored in A2 (Character name)\n.byte 0x08 ; White font\n.ascii \" is lagging behind\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Time to turn the tides\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Pick a\"\n.byte 0x07 ; Yellow font\n.ascii \" prize\"\n.byte 0x08,0xC2,0xC2 ; White font, Two exclamation marks (!!)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Get an\"\n.byte 0x06 ; Blue font\n.ascii \" item\"\n.byte 0x08,0x0D ; White font, End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Get some\"\n.byte 0x07 ; Yellow font\n.ascii \" coins\"\n.byte 0x08,0x0D ; White font, End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Get a\"\n.byte 0x05 ; Green font\n.ascii \" miracle\"\n.byte 0x08,0x0D ; White font, End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"View map\"\n.byte 0x0D ; End option\n.byte 0 ; End prompt\n\n.align 16\nItemGiveawayMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Here\"\n.byte 0x82 ; Comma (,)\n.byte 0x06 ; Blue font\n.ascii \" \"\n.byte 0x11 ; String #1 stored in A2 (Character name)\n.byte 0x08,0x82 ; White font, Comma (,)\n.ascii \" take this\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x06 ; Blue font\n.ascii \"%s\" ; Item string\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nItemPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"d give you a\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x06 ; Blue font\n.ascii \"%s\" ; New item string\n.byte 0x08,0x82 ; White font, Comma (,)\n.ascii \" but you\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"have no space\"\n.byte 0x85 ; Period (.)\n.ascii \" Which item\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"will you replace\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Replace the \"\n.byte 0x06 ; Blue font\n.ascii \"%s\" ; Item string #1\n.byte 0x08,0x0D ; White font, End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Replace the \"\n.byte 0x06 ; Blue font\n.ascii \"%s\" ; Item string #2\n.byte 0x08,0x0D ; White font, End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Replace the \"\n.byte 0x06 ; Blue font\n.ascii \"%s\" ; Item string #3\n.byte 0x08,0x0D ; White font, End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Discard the \"\n.byte 0x06 ; Blue font\n.ascii \"%s\" ; New item string\n.byte 0x08,0x0D ; White font, End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"View map\"\n.byte 0x0D ; End option\n.byte 0 ; End prompt\n\n.align 16\nDiscardItemMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" you don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t need this\"\n.byte 0x06 ; Blue font\n.ascii \" item\"\n.byte 0x08,0xC3 ; White font, Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Well\"\n.byte 0x82 ; Comma (,)\n.ascii \" alright then\"\n.byte 0x85 ; Period (.)\n.ascii \" Suit yourself\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nRevolutionMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.byte 0x06 ; Blue font\n.byte 0x11 ; String #1 stored in A2 (Character name)\n.byte 0x08,0x82 ; White font, Comma (,)\n.ascii \" beware\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x03 ; Red font\n.ascii \"Bowser\"\n.byte 0x08 ; White font\n.ascii \" is here to start a\"\n.byte 0x04 ; Purple font\n.ascii \" Revolution\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nPrizeMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Here\"\n.byte 0x82 ; Comma (,)\n.ascii \" \"\n.byte 0x06 ; Blue font\n.byte 0x11 ; String #1 stored in A2 (Character name)\n.byte 0x08,0x82 ; White font, Comma (,)\n.ascii \" take this\"\n.byte 0x07 ; Blue font\n.ascii \" gift\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nCoinStealMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.byte 0x06 ; Blue font\n.byte 0x11 ; String #1 stored in A2 (Character name)\n.byte 0x08,0x82 ; White font, Comma (,)\n.ascii \" it seems like your\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"opponents got you a nice\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"little\"\n.byte 0x07 ; Yellow font\n.ascii \" gift\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBonusBoostRulesMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"A\"\n.byte 0x05 ; Green font\n.ascii \" Miracle\"\n.byte 0x08 ; White font\n.ascii \" happened\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"A random one of \"\n.byte 0x06 ; Blue font\n.byte 0x11 ; String #1 stored in A2 (Character name)\n.byte 0x08,0x5C ; White font, Apostrophe (')\n.ascii \"s\"\n.byte 0x07 ; Yellow font\n.ascii \" Bonus Stars\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x08 ; White font\n.ascii \"gets\"\n.byte 0x03 ; Red font\n.ascii \" boosted\"\n.byte 0x08 ; White font\n.ascii \" every turn\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF ; Wait, press A to confirm\n.byte 0x0B ; Feed old text away\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"The \"\n.ascii \"%s\" ; Happening Star / Custom Bonus Star\n.byte 0x08 ; White font\n.ascii \" is boosted by\"\n.byte 0x03 ; Red font\n.ascii \" 1\"\n.byte 0x08 ; White font\n.ascii \" per turn\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"The\"\n.byte 0x06 ; Blue font\n.ascii \" Mini\"\n.byte 0x3D ; Dash (-)\n.ascii \"Game Star\"\n.byte 0x08 ; White font\n.ascii \" is boosted by\"\n.byte 0x03 ; Red font\n.ascii \" 7\"\n.byte 0x08 ; White font\n.ascii \" per turn\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"And the\"\n.byte 0x07 ; Yellow font\n.ascii \" Coin Star\"\n.byte 0x08 ; White font\n.ascii \" is boosted by\"\n.byte 0x03 ; Red font\n.ascii \" 10\"\n.byte 0x08 ; White font\n.ascii \" per turn\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Secure your Stars and good luck\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBlueSpaceRulesMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"A\"\n.byte 0x05 ; Green font\n.ascii \" Miracle\"\n.byte 0x08 ; White font\n.ascii \" happened\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"A random\"\n.byte 0x07 ; Yellow font\n.ascii \" Hidden Block\"\n.byte 0x08 ; White font\n.ascii \" will be triggered\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"every time\"\n.byte 0x03 ; Red font\n.ascii \" Fourth Place\"\n.byte 0x08 ; White font\n.ascii \" lands on a\"\n.byte 0x06 ; Blue font\n.ascii \" Blue Space\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Bust some blocks and good luck\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nRedSpaceRulesMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"A\"\n.byte 0x05 ; Green font\n.ascii \" Miracle\"\n.byte 0x08 ; White font\n.ascii \" happened\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Every\"\n.byte 0x03 ; Red font\n.ascii \" Red Space\"\n.byte 0x08 ; White font\n.ascii \" can now activate\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"one of these events\"\n.byte 0x7B ; Colon (:)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x07 ; Yellow font\n.ascii \"Battle\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.byte 0x03 ; Red font\n.ascii \" Bowser\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x05 ; Green font\n.ascii \"Chance Time\"\n.byte 0x08,0x82 ; White font, Comma (,)\n.ascii \" or\"\n.byte 0x04 ; Purple font\n.ascii \" Game Guy\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Watch your step and good luck\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nSeedRulesMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"A\"\n.byte 0x05 ; Green font\n.ascii \" Miracle\"\n.byte 0x08 ; White font\n.ascii \" happened\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Buying a\"\n.byte 0x03 ; Red font\n.ascii \" Strawberry Seed\"\n.byte 0x08 ; White font\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"now only costs\"\n.byte 0x06 ; Blue font\n.ascii \" 15 coins\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Spread some seeds and good luck\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nExitMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"This should help you make a comeback\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Good luck\"\n.byte 0x82 ; Comma (,)\n.ascii \" everyone\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" And don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t forget\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.byte 0x05 ; Green font\n.ascii \"Anything goes in the Last Five Turns\"\n.byte 0xC2,0xC2,0x08 ; Two exclamation marks (!!), White font\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBoostedMessage:\n.byte 0x06 ; Blue font\n.byte 0x11 ; String #1 stored in A2 (Character name)\n.byte 0x08,0x5C ; White font, Apostrophe (')\n.ascii \"s\"\n.byte 0x07 ; Yellow font\n.ascii \" Bonus Star\"\n.byte 0x08 ; White font\n.ascii \" got\"\n.byte 0x03 ; Red font\n.ascii \" boosted\"\n.byte 0x08,0xC2,0xC2 ; White font, Two exclamation marks (!!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black font\n; .byte 0x03 ; Red font\n; .byte 0x04 ; Purple font\n; .byte 0x05 ; Green font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow font\n; .byte 0x08 ; White font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation mark (!)\n; .byte 0xC3 ; Question mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; Minus (-)\n; .byte 0x3E ; Multiply (x)\n; .byte 0xFF,0 ; Wait, press A to confirm\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n\n;===Item Strings===\n.align 32\nItemStrings:\n.asciiz \"Mushroom\" ; 0x00\n.align 32\n.asciiz \"Skeleton Key\" ; 0x01\n.align 32\n.asciiz \"Poison Mushroom\" ; 0x02\n.align 32\n.asciiz \"Reverse Mushroom\" ; 0x03\n.align 32\n.asciiz \"Cellular Shopper\" ; 0x04\n.align 32\n.asciiz \"Warp Block\" ; 0x05\n.align 32\n.asciiz \"Plunder Chest\" ; 0x06\n.align 32\n.asciiz \"Bowser Phone\" ; 0x07\n.align 32\n.asciiz \"Dueling Glove\" ; 0x08\n.align 32\n.asciiz \"Lucky Lamp\" ; 0x09\n.align 32\n.asciiz \"Golden Mushroom\" ; 0x0A\n.align 32\n.asciiz \"Boo Bell\" ; 0x0B\n.align 32\n.asciiz \"Boo Repellant\" ; 0x0C\n.align 32\n.asciiz \"Bowser Suit\" ; 0x0D\n.align 32\n.asciiz \"Magic Lamp\" ; 0x0E\n.align 32\n.asciiz \"Koopa Kard\" ; 0x0F\n.align 32\n.asciiz \"Barter Box\" ; 0x10\n.align 32\n.asciiz \"Lucky Charm\" ; 0x11\n.align 32\n.asciiz \"Wacky Watch\" ; 0x12\n\n;===Bonus Star Strings===\n.align 32\nHappeningStarString:\n.byte 0x05 ; Green font\n.asciiz \"Happening Star\"\n\n.align 32\nFlowerStarString:\n.byte 0x05 ; Green font\n.asciiz \"Flower Star\"\n\n;===Item Message Holders===\n.align 16\nItemMessageHolder:\n.fill 0x1024,0"},"Flower Lottery v2.4":{"language":0,"code":"; NAME: Flower Lottery v2.4\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|GoombaSpace\n; PARAM: Space|BowserNext\n\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\nSW S3 44(SP)\nSW S4 40(SP)\n\n; S0 = Current Player Struct\n; S1 = Coins to Pay / Prompt Choice (Chosen Seed)\n; S2 = Correct Seed Address (0x800CD097)\n; S3 = Correct Seed Value\n; S4 = Selected Seeds Value\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 GoombaSpace===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotatePlayerModel\nLI A2 GoombaSpace ; Face GoombaSpace\n\n;===Retrieve Seed Values===\nLUI S2 0x800C ; 0x800C0000\nORI S2 S2 0xD097 ; 0x800CD097, Total Seeds Address\nLBU T2 0(S2) ; Load total seed value\nSRL S3 T2 4 ; Shift right to keep correct seed value\nANDI S4 T2 0xF ; AND with 0xF (1111) to keep selected seeds value\n\n;===Check Correct Seed===\nBEQZ S3 SetBowser ; If correct seed is not set, set Bowser Flower\nNOP\nSLTI T0 S4 0xF ; If S4 < 16, T0 = 1\nBNEZ T0 StartLottery ; If not all seeds picked, start lottery\nNOP\n; else, all seeds picked, reset selected seeds and set new Bowser\nLI S4 0 ; Reset selected seeds value\n\n;===Set Bowser Flower===\nSetBowser:\nJAL GetRandomByte ; Get random byte (0-255) at V0\nNOP\nLI T0 4\nDIVU V0 T0 ; Divide V0 by T0\nMFHI T0 ; Move remainder (0-3) into T0\nLI T1 1\nSLLV S3 T1 T0 ; Shift 0001 (1x to 0010, 2x to 0100, 3x to 1000, or 0x)\nSLL T3 S3 4 ; Shift left to store correct seed value\nSB T3 0(S2) ; Store new correct (total) seed value\n\n;===Start Flower Lottery===\nStartLottery:\nJAL PlaySound\nLI A0 0x25B ; Goomba voice\n\nLI A0 0 ; Display message\nLUI A1 hi(GreetingMessage)\nADDIU A1 A1 lo(GreetingMessage) ; Display GreetingMessage\nJAL CallMessage\nLI A2 0 ; No string\n\n;===Check Player Coins===\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL PlayerHasCoins\nLI A1 10 ; Check for 10 coins\n\nBNEZ V0 PayCoins ; If player has 10 coins, pay coins\nLI S1 10 ; Default to pay 10 coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL PlayerHasCoins\nLI A1 1 ; Check for 1 coin\n\nBNEZ V0 ShortCoins ; If player has coins, go to ShortCoins\nNOP\n; else, player has no coins\n\n;===Free Message===\nLI A0 0 ; Display message\nLUI A1 hi(FreeMessage)\nADDIU A1 A1 lo(FreeMessage)\nJAL CallMessage\nLI A2 0 ; No string\n\nJ StartPrompt\nNOP\n\n;===Prepare Short Coins Message===\nShortCoins:\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\nLHU A2 0xA(S0) ; Convert player coins into a text string\n\n;===Short Coins Message===\nLI A0 0 ; Display message\nLUI A1 hi(ShortCoinsMessage)\nADDIU A1 A1 lo(ShortCoinsMessage)\nLUI A2 hi(CoinString)\nJAL CallMessage\nADDIU A2 A2 lo(CoinString) ; String #1\n\nLHU S1 0xA(S0) ; Load player coins from offset of player struct\n\n;===Pay Coins===\nPayCoins:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S1 ; Lose coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S1 ; Lose coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Flower Lottery Prompt===\nJAL PlaySound\nLI A0 0x25B ; Goomba voice\n\nStartPrompt:\nJAL SetSeedColours\nMOVE A0 S4 ; Pass selected seeds value on A0\n\nLUI A0 hi(MessageHolder)\nADDIU A0 A0 lo(MessageHolder) ; Parse destination\nLUI A1 hi(LotteryPrompt)\nADDIU A1 A1 lo(LotteryPrompt) ; String formatter (%s)\nLUI T5 hi(SeedColoursArray)\nADDIU T5 T5 lo(SeedColoursArray) ; Get Green Seed colour\nADDIU T4 T5 2 ; Get Yellow Seed colour\nADDIU A3 T5 4 ; Get Red Seed colour\nADDIU A2 T5 6 ; Get Blue Seed colour\nSW T4 16(SP) ; A4\nSW T5 20(SP) ; A5\nJAL sprintf\nSW R0 24(SP) ; Terminator byte\n\nLI A0 1 ; Display prompt\nLUI A1 hi(MessageHolder)\nADDIU A1 A1 lo(MessageHolder) ; Display LotteryPrompt with strings\nJAL CallMessage\nLI A2 0 ; No string\n\nJAL DisableSeeds\nMOVE A0 S4 ; Pass selected seeds value on A0\n\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n;===Picked Seed Message===\nJAL PlaySound\nLI A0 0x25B ; Goomba voice\n\nLI A0 0 ; Display message\nLUI A1 hi(PickedSeedMessage)\nADDIU A1 A1 lo(PickedSeedMessage) ; Display PickedSeedMessage\nJAL CallMessage\nLI A2 0 ; No string\n\n;===Check Seeds===\nLI T0 1 ; Start with 0001\nSLLV S1 T0 S1 ; Shift left 0-3x for chosen seed\nOR S4 S4 S1 ; Imprint chosen seed into selected seed value\nSLL T3 S3 4 ; Shift left to store correct seed value\nOR S4 T3 S4 ; Imprint to store correct seed and selected seed values\nSB S4 0(S2) ; Store total seeds value into address\n\nBEQ S1 S3 BowserFlower ; If chosen seed is correct seed, go to BowserFlower\nNOP\n; else, player gets Toad Flower\n\n;===Toad Flower===\nJAL PlaySound\nLI A0 0x299 ; Toad laugh\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames for sound\n\nLBU A0 3(S0) ; 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\n;===Toad Flower Message===\nJAL PlaySound\nLI A0 0x25B ; Goomba voice\n\nLI A0 0 ; Display message\nLUI A1 hi(ToadFlowerMessage)\nADDIU A1 A1 lo(ToadFlowerMessage) ; Display ToadFlowerMessage\nJAL CallMessage\nLI A2 0 ; No string\n\nJ exit\nNOP\n\n;===Bowser Flower===\nBowserFlower:\nJAL PlaySound\nLI A0 0x29C ; Bowser laugh\n\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; 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 3 ; Set lose animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 80 ; Wait 80 frames for animation\n\n;===Bowser Flower Message===\nJAL PlaySound\nLI A0 0x25B ; Goomba voice\n\nLI A0 0 ; Display message\nLUI A1 hi(BowserFlowerMessage)\nADDIU A1 A1 lo(BowserFlowerMessage) ; Display BowserFlowerMessage\nJAL CallMessage\nLI A2 0 ; No string\n\n;===Set Bowser Path===\nLI A0 -1 ; Set current player\nLI A1 BowserNext_chain_index ; Pass chain index on A1\nJAL SetNextChainAndSpace\nLI A2 BowserNext_chain_space_index ; Pass chain space index on A2\n\nLI A0 -1 ; Set current player\nLI A1 BowserNext_chain_index ; Pass chain index on A1\nJAL SetPrevChainAndSpace\nLI A2 BowserNext_chain_space_index ; Pass chain space index on A2\n\n;===Count to Bonus Star===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD098 ; 0x800CD098, P1 Flower Star Address\nLBU T1 0x10(T0) ; Load Custom Rules Flag into T1\nANDI T1 T1 1 ; AND with 1 (check for custom Bonus Star)\nBEQZ T1 exit ; If turned OFF, exit\nNOP\n; else, custom Bonus Star is ON\nLBU T1 0x1D(S0) ; Load current player index from offset of player struct\nADDU T0 T0 T1 ; Add to get current player Flower Star Address\nLBU T2 0(T0) ; Load Flower Star value into T2\nADDIU T2 T2 1 ; Add 1 for getting Bowser Flower\nSB T2 0(T0) ; Store Flower Star value\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 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nLW S3 44(SP)\nLW S4 40(SP)\nJR RA\nADDIU SP SP 64\n\n;===Prep for Displaying Coin String===\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\nCoinString:\n.fill 8\n\n;===Mini Func to Call Static Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n; A0 = Message or Prompt (0 or 1)\n; A1 = Message Address\n; A2 = String #1 (byte 0x11)\n\nMOVE S0 A0 ; Copy A0 to S0\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x6 ; Character image (-1 for none, 0x6 for Goomba)\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\n; pass Message Address on A1\n; pass String #1 on A2\nJAL ShowMessage\nLI A3 0\n\nBNEZ S0 CallMessageExit ; If S0 = 1, exit to close prompt\nNOP\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nCallMessageExit:\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Set Seed Colours===\n.align 4\nSetSeedColours:\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\nSW S3 28(SP)\n\n; A0 / S0 = Selected Seeds Value\n; S1 = Bit Shift Value (0,2,4,8)\n; S2 = Seed Counter (0-3)\n; S3 = Seed Colours Array\n\nMOVE S0 A0 ; Copy A0 to S0\nLI S1 8 ; Start with 3rd option (Green Seed)\nLI S2 3 ; Start with 3rd option (Green Seed)\nLUI S3 hi(SeedColoursArray)\nADDIU S3 S3 lo(SeedColoursArray)\nLI T0 0x05 ; Green font\nSB T0 0(S3) ; Set Green Seed\nLI T0 0x07 ; Yellow font\nSB T0 2(S3) ; Set Yellow Seed\nLI T0 0x03 ; Red font\nSB T0 4(S3) ; Set Red Seed\nLI T0 0x06 ; Blue font\nSB T0 6(S3) ; Set Blue Seed\n\nSeedColourLoop:\nAND T0 S0 S1 ; T0 = 0001 if S0 = xxx1, etc.\nBEQZ T0 CheckNextSeedColour ; If T0 = 0, seed not selected, check next seed\nNOP\n; else, seed is selected, change colour to black\n\nLI T1 0x01 ; Black font\nSB T1 0(S3) ; Overwrite seed colour to black\n\nCheckNextSeedColour:\nADDIU S3 S3 2 ; Add 2 to get next seed colour\nBEQZ S2 SeedColourExit ; If all seeds checked, exit\nNOP\nSRA S1 S1 1 ; Shift right 1 (1000 > 0100 > 0010 > 0001)\nJ SeedColourLoop\nADDIU S2 S2 -1 ; Subtract 1 to get next option\n\nSeedColourExit:\nLW RA 44(SP)\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nLW S3 28(SP)\nJR RA\nADDIU SP SP 48\n\n;===Mini Func to Disable Seeds===\n.align 4\nDisableSeeds:\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\nSW S3 28(SP)\n\n; A0 / S0 = Selected Seeds Value\n; S1 = Bit Shift Value (0,2,4,8)\n; S2 = Option Index (0-3)\n; S3 / V0 = First Available Seed\n\nMOVE S0 A0 ; Copy A0 to S0\nLI S1 8 ; Start with 3rd option (Green Seed)\nLI S2 3 ; Start with 3rd option (Green Seed)\n\nDisableSeedsLoop:\nAND T0 S0 S1 ; T0 = 0001 if S0 = xxx1, etc.\nBEQL T0 R0 CheckNextSeed ; If T0 = 0, seed not selected, check next seed\nMOVE S3 S2 ; nth option is available (only on branch)\n\nLI A0 2 ; Window ID\nJAL DisablePromptOption\nMOVE A1 S2 ; Disable nth option\n\nCheckNextSeed:\nBEQZ S2 DisableSeedsExit ; If all seeds checked, exit\nNOP\nSRA S1 S1 1 ; Shift right 1 (1000 > 0100 > 0010 > 0001)\nJ DisableSeedsLoop\nADDIU S2 S2 -1 ; Subtract 1 to get next option\n\nDisableSeedsExit:\nMOVE V0 S3 ; Copy S3 to V0\n\nLW RA 44(SP)\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nLW S3 28(SP)\nJR RA\nADDIU SP SP 48\n\n;===Seed Colours Array===\n.align 16\nSeedColoursArray:\n.byte 0x05,0 ; Green font\n.byte 0x07,0 ; Yellow font\n.byte 0x03,0 ; Red font\n.byte 0x06,0 ; Blue font\n; Reverse order\n\n;===Message Text===\n.align 16\nGreetingMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Which way will you go\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image adding\n.ascii \"The\"\n.byte 0x06 ; Blue font\n.ascii \" Flower Lottery\"\n.byte 0x08 ; White font\n.ascii \" chooses for you\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"First\"\n.byte 0x82 ; Comma (,)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll take the\"\n.byte 0x03 ; Red font\n.ascii \" 10 Coin\"\n.byte 0x08 ; White font\n.ascii \" fee\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nFreeMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have any Coins at all\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Well\"\n.byte 0x82 ; Comma (,)\n.ascii \" you get a special offer\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"This time\"\n.byte 0x82 ; Comma (,)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll let you do it for free\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nShortCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" but you don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Tell you what\"\n.byte 0x82 ; Comma (,)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll overlook that\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll just take \"\n.byte 0x03 ; Red font\n.byte 0x11 ; String #1 stored on A2 (CoinString)\n.ascii \" Coins\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nLotteryPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Now\"\n.byte 0x82 ; Comma (,)\n.ascii \" pick one of\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"these seeds\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Only 1 is a winner\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"%s\" ; Blue Seed colour\n.ascii \"Blue Seed\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"%s\" ; Red Seed colour\n.ascii \"Red Seed\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"%s\" ; Yellow Seed colour\n.ascii \"Yellow Seed\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"%s\" ; Green Seed colour\n.ascii \"Green Seed\"\n.byte 0x0D ; End option\n.byte 0 ; End prompt\n\n.align 16\nPickedSeedMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"And what did you get\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s take a look\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nToadFlowerMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.ascii \"it\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s a loser\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Too bad\"\n.byte 0x85 ; Period (.)\n.ascii \" Too Bad\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" TOO BAD\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"You have to go see\"\n.byte 0x06 ; Blue font\n.ascii \" Toad\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s really too bad\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBowserFlowerMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"It\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s a winner\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Great\"\n.byte 0x85 ; Period (.)\n.ascii \" Great\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" GREAT\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"You get to go see\"\n.byte 0x04 ; Purple font\n.ascii \" Bowser\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re so lucky\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Congratulations\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black font\n; .byte 0x03 ; Red font\n; .byte 0x04 ; Purple font\n; .byte 0x05 ; Green font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow font\n; .byte 0x08 ; White font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation mark (!)\n; .byte 0xC3 ; Question mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; Minus (-)\n; .byte 0x3E ; Multiply (x)\n; .byte 0xFF,0 ; Wait, press A to confirm\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n\n;===Message Holder===\n.align 16\nMessageHolder:\n.fill 0x1024,0"},"Remove Piranha Model":{"language":0,"code":"; NAME: Remove Piranha Model\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\n; Set this event as \"Before player turn\". This event is designed to\n; remove the Piranha Plant models from the Strawberry Seed event.\n\nADDIU SP SP -40\nSW RA 32(SP)\nSW S0 28(SP)\n\n; S0 = Load Models Pointer\n\n;===Check for Piranha Model===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD09C ; 0x800CD09C, Load Models Pointer\nLW S0 0(T0) ; Load Load Models pointer into T0\nLW A0 0(S0) ; Load Piranha model pointer into A0\nBEQZ A0 exit ; If A0 = 0, no model loaded, exit\nNOP\n; else, Piranha model is loaded\n\n;===Remove Model===\n; Passing Piranha model pointer on A0\nJAL 0x800D9B54 ; RemoveModel\nSW R0 0(S0) ; Remove Piranha model pointer\n\n;===Load Flag Model===\nLW T0 8(S0) ; Load LoadFlags func pointer into T0\nJALR T0 ; Load flag model\nNOP\n\nexit:\nLW RA 32(SP)\nLW S0 28(SP)\nJR RA\nADDIU SP SP 40"},"Load Models (PBC) v2":{"language":0,"code":"; NAME: Load Models (PBC) v2\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|ToadSpace\n; PARAM: Space|KoopaSpace\n; PARAM: Space|GoombaSpace\n; PARAM: Space|BowserSpace\n; PARAM: Space[]|FlagSpaces\n\n; This event sets up loading models whenever the board is loaded in\n; using an Airhook. Set this event as \"Before turn\".\n\nADDIU SP SP -32\nSW RA 28(SP)\n\n;===Check Load Models Pointer===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD09C ; 0x800CD09C, Load Models Pointer\nLW T1 0(T0) ; Load pointer into T0\nBNEZ T1 exit ; If pointer is present, models already loaded, exit\nNOP\n; else, just started game, pointer is absent\n\nLUI T1 hi(LoadModelsPointer)\nADDIU T1 T1 lo(LoadModelsPointer) ; Load LoadModelsPointer into T1\nSW T1 0(T0) ; Store pointer into memory\nJAL LoadModels\nNOP\n\nexit:\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Load Models Pointer===\n.align 16\nLoadModelsPointer:\n.word 0 ; Filler for Piranha model pointer\n.word LoadModels ; LoadModels func pointer\n.word LoadFlags ; LoadFlags func pointer\n\n;===Func to Load Models===\n.align 16\nLoadModels:\nADDIU SP SP -80\nSW RA 76(SP)\nSW S0 72(SP)\nSW S1 68(SP)\nSW S2 64(SP)\nSW A0 60(SP)\nSW A1 56(SP)\nSW V0 52(SP)\nSW T0 48(SP)\nSW T1 44(SP)\nSW T9 40(SP)\n\n; S0 = Model Pointer\n; S1 = Loop Counter\n; S2 = Model Space\n\n;===Get Model Pointer===\nLI A0 24 ; Start with 2D Toad\nLI S1 0 ; Set counter to 0\nLI S2 ToadSpace ; Start with ToadSpace\n\nModelLoop:\n; pass model ID on A0\nJAL 0x800D90C8 ; Get model pointer at V0\nLI A1 0\n\nMOVE S0 V0 ; Copy V0 to S0\nBGTZ S1 SetModelSpace ; If not loading Toad, set model space\nNOP\n; else, set 2D Toad model to face screen\n\nMOVE T1 S0\nADDIU T1 T1 10\nLI T0 4\nMOVE T9 T1\nLHU T1 0(T1)\nOR T1 T1 T0\nSH T1 0(T9)\nANDI T0 T0 0xFFFF\nJAL 0x800ECC54\nMOVE A0 S0\n\n;===Get Model Space Data===\nSetModelSpace:\nJAL GetSpaceData\nMOVE A0 S2 ; Pass model space on A0\n\n;===Put Model on Space===\nADDIU A0 S0 12 ; Pass model pointer (plus coords offset) on A0\nJAL 0x80089A20 ; LoadModel\nADDIU A1 V0 8 ; Pass space data (plus coords offset) on A1\n\n;===Check Loop===\nLI T0 3\nBEQ S1 T0 LoadModelsExit ; If all models loaded, exit\nNOP\nLI T0 2\nBEQ S1 T0 PrepareBowser ; If looped 2x, prepare Bowser\nNOP\nBEQZ S1 PrepareKoopa ; If looped 0x, prepare Koopa\nNOP\n; else, prepare Goomba\n\n;===Prepare Model IDs===\nLI A0 12 ; Goomba ID\nLI S2 GoombaSpace\nJ ModelLoop\nADDIU S1 S1 1 ; Add 1 to loop counter\n\nPrepareKoopa:\nLI A0 53 ; Koopa ID\nLI S2 KoopaSpace\nJ ModelLoop\nADDIU S1 S1 1 ; Add 1 to loop counter\n\nPrepareBowser:\nLI A0 8 ; Bowser ID\nLI S2 BowserSpace\nJ ModelLoop\nADDIU S1 S1 1 ; Add 1 to loop counter\n\nLoadModelsExit:\nLW RA 76(SP)\nLW S0 72(SP)\nLW S1 68(SP)\nLW S2 64(SP)\nLW A0 60(SP)\nLW A1 56(SP)\nLW V0 52(SP)\nLW T0 48(SP)\nLW T1 44(SP)\nLW T9 40(SP)\nJR RA\nADDIU SP SP 80\n\n;===Func to Load Flags===\n.align 16\nLoadFlags:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP)\nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP)\nSW S5 92(SP)\nSW A0 88(SP)\nSW A1 84(SP)\nSW A2 80(SP)\nSW A3 76(SP)\nSW V0 72(SP)\nSW T0 68(SP)\nSW T1 64(SP)\nSW T9 60(SP)\n\n; S0 = Left/Right Flower Counter\n; S1 = Flower Owner Addresses\n; S2 = Flower Owner Value / Player Index / Character Value / Model Pointer\n; S3 = Flag Space Array\n; S4 = Total Flower Owner Value\n; S5 = Flag Model Null Pointer Array\n\n;===Setup Flower Check Loop===\nLI S0 0 ; Set flower counter to 0 (left flowers)\nLUI S1 0x800C ; 0x800C0000\nORI S1 S1 0xD0A0 ; 0x800CD0A0, Flower 1-2 Owner Address\nLUI S3 hi(FlagSpaceArray)\nADDIU S3 S3 lo(FlagSpaceArray) ; Get flag space array at S3\nLUI S5 hi(FlagNullArray)\nADDIU S5 S5 lo(FlagNullArray) ; Get flag null pointer array at S5\n\n;===Check Flower Owners===\nFlowerCheckLoop:\nLBU S4 0(S1) ; Load Total Flower Owner value\nBEQL S0 R0 FlowerCheck2 ; If S0 = 0, left flowers\nSRL S4 S4 4 ; Shift right to discard right flower value\nFlowerCheck2:\nANDI S2 S4 0xF ; AND with 0xF (1111) to get current flower value\n\nBEQZ S2 CheckNextFlower ; If flower unowned, check next flower\nNOP\nLBU T0 0(S5) ; Load flag model null pointer value\nBNEZ T0 CheckNextFlower ; If not null, flag is loaded, check next flower\nNOP\n; else, flower is owned but flag is not loaded\nLI T1 1\nSB T1 0(S5) ; Store 1 into flag model null pointer\n\n;===Convert Flower Owner to Player Index===\nSRL S2 S2 1 ; Shift right by 1\nSLTI T1 S2 3 ; If S2 < 3, T1 = 1\nBNEZ T1 FlowerOwnerChar ; If P1-P3, no correction needed\nNOP\nADDIU S2 S2 -1 ; Subtract 1 to correct for P4's player index\n\n;===Get Flower Owner Character Value===\nFlowerOwnerChar:\nJAL GetPlayerStruct\nMOVE A0 S2 ; Get flower owner player struct at V0\nLBU S2 3(V0) ; Load character value from offset of player struct\n\n;===Get Flag Model Pointer===\nLUI A0 0x003C ; 0x003C0000, model directory 60\nORI A0 A0 0x0012 ; 0x003C0012, Mario flag model no. 18\nADDU A0 A0 S2 ; Add character value to get character flag model\nLI A1 9 ; Shadow model\nLI A2 1063675494 ; 0.9f float\nLI A3 1061997773 ; 0.8f float\nJAL 0x800D912C ; LoadGlobalModel\nSW R0 16(SP) ; A4\n\nMOVE S2 V0 ; Copy V0 to S2\n\n;===Make Model Face Screen===\nADDIU T1 V0 10\nLI T0 4\nMOVE T9 T1\nLHU T1 0(T1)\nOR T1 T1 T0\nSH T1 0(T9)\nANDI T0 T0 0xFFFF\nJAL 0x800ECC54\nMOVE A0 V0\n\n;===Get Model Space Data===\nJAL GetSpaceData\nLBU A0 0(S3) ; Get Model Space data at V0\n\n;===Put Flag Model on Space===\nADDIU A0 S2 0x0C ; Pass model x coord on A0\nJAL 0x80089A20 ; StoreCoords\nADDIU A1 V0 8 ; FlagSpace coords\n\n;===Check Next Flower===\nCheckNextFlower:\nLBU T1 1(S3) ; Load next byte of Flag Space Array\nLI T0 0xFF ; Terminator byte\nBEQ T0 T1 LoadFlagsExit ; If T0 = T1, exit\nNOP\n; else, still have more to check\n\nADDIU S3 S3 1 ; Add 1 to get next flag space\nADDIU S5 S5 1 ; Add 1 to get next flag null pointer\nADDU S1 S1 S0 ; Add 0 or 1 to get next flower address\nJ FlowerCheckLoop\nXORI S0 S0 1 ; XOR with 1 (0x1 = 1, 1x1 = 0)\n\nLoadFlagsExit:\nLW RA 116(SP)\nLW S0 112(SP)\nLW S1 108(SP)\nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP)\nLW S5 92(SP)\nLW A0 88(SP)\nLW A1 84(SP)\nLW A2 80(SP)\nLW A3 76(SP)\nLW V0 72(SP)\nLW T0 68(SP)\nLW T1 64(SP)\nLW T9 60(SP)\nJR RA\nADDIU SP SP 120\n\n;===Flag Model Space Array===\n.align 16\nFlagSpaceArray:\n.byte FlagSpaces\n.byte 0xFF ; Terminator byte\n\n;===Flag Model Null Pointer Array===\n.align 16\nFlagNullArray:\n.fill 14\n\n; Model IDs:\n; 0: Mario (low-res)\n; 1: Luigi (low-res)\n; 2: Peach (low-res)\n; 3: Yoshi (low-res)\n; 4: Wario (low-res)\n; 5: DK (low-res)\n; 6: Waluigi (low-res)\n; 7: Daisy (low-res)\n; 8: Bowser\n; 9: Toad\n; 10: Boo\n; 11: Whomp\n; 12: Goomba\n; 13: Thwomp\n; 14: Mario (high-res)\n; 15: Luigi (high-res)\n; 16: Peach (high-res)\n; 17: Yoshi (high-res)\n; 18: Wario (high-res)\n; 19: DK (high-res)\n; 20: Waluigi (high-res)\n; 21: Daisy (high-res)\n; 22: Red junction arrow\n; 23: Star (lays flat)\n; 24: Toad (2D on board)\n; 25: Coin (upright)\n; 26: Star\n; 27: Toad\n; 28: Warp Block effect (Rainbow effect around player)\n; 29: Baby Bowser (2D on board)\n; 30: Koopa bank coin\n; 31: Parachute (for goomba?)\n; 32: Barter Box opening\n; 33: Plunder Chest opening\n; 34: White shining effect\n; 35: Mario in Bowser Suit\n; 36: Magic Lamp\n; 37: Genie of the lamp\n; 38: Gate (Chilly Waters) opening (overwritten with PP64 gate)\n; 39: Gate (Deep Bloober Sea) opening\n; 40: Gate (Spiny Desert) opening (overwritten with PP64 gate)\n; 41: Gate (Woody Woods?) opening\n; 42: Gate (Creepy Cavern?) opening\n; 43: Gate (Waluigi's Island?) opening\n; 44: Mecha Fly Guy\n; 45: Snowman head sleeping\n; 46: Snowman head awake\n; 47: Snowball rolling\n; 48: Toad's item shop opening\n; 49: Baby Bowser's item shop opening\n; 50: Bank opening\n; 51: Boo coffin opening\n; 52: Koopa Bank coin tray?\n; 53: Koopa Troopa\n; 54: Ripple effect\n; 55: Stars bursting away effect\n; 56: Two white stars pulsing effect\n; 57: Baby Bowser\n; 58: Millenium Star\n; 59: Tumble\n; 60: Jeanie waving her wand\n; 61: Lucky Lamp\n; 62: Game Guy\n; 63: Poison Mushroom\n; 64: Reverse Mushroom\n; 65: Bowser poison curse\n; 66: Bowser reverse curse\n; 67: Lucky Charm\n; 68: Koopa Kard\n; 69: Stars and cloud expanding effect\n; 70: Blue shining effect\n; 71: Quicksand pit\n; 72: Purple pit\n; 73: Red eyeballs from purple pit\n; 74: Green cactus\n; 75: Green cactus (female)\n; 76: Cart to ride on\n; 77: Rock spike\n; 78: Pink Koopa Kid ball\n; 79: (crash)\n; 80+: no model is loaded, after a few loops it crashes"},"Strawberry Seed v3.4":{"language":0,"code":"; NAME: Strawberry Seed v3.4\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|Flower\n; PARAM: Space|PiranhaSpace\n\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\nSW S3 44(SP)\nSW S4 40(SP)\nSW S5 36(SP)\nSW S6 32(SP)\n\n; S0 = Current Player Struct\n; S1 = Prompt Choice\n; S2 = Flower Owner Address (0x800CD0A0-A6)\n; S3 = Flower Owner Value / Player Index / Player Struct\n; S4 = Flower Number / Current Player's Stars\n; S5 = Strawberry Seed Price\n; S6 = Current Player Index Address\n\n;===Face PiranhaSpace===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotatePlayerModel\nLI A2 PiranhaSpace ; Face PiranhaSpace\n\n;===Get Current Player Struct===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Get Flower Number and Address===\nLUI S2 0x800C ; 0x800C0000\nORI S2 S2 0xD0A0 ; 0x800CD0A0, Flower 1-2 Owner Address\nLI S4 Flower\nSRL T2 S4 1 ; Shift right by 1 to divide by 2 \nADDU S2 S2 T2 ; Add div flower number (0-6) to get flower address\nLBU S3 0(S2) ; Load total flower owner value into S3\nANDI T1 S4 1 ; AND flower number with 1 (ON for right flowers)\nBEQL T1 R0 LeftFlower ; If T1 = 0, left flower\nSRL S3 S3 4 ; Shift right to discard right flower value\nLeftFlower:\nANDI S3 S3 0xF ; AND with 0xF (1111) to keep flower value\nBNEZ S3 CheckOwner ; If flower is owned, check owner\nNOP\n; else, flower is unowned\n\n;===Check Last 5 Turns Ruleset===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A8 ; 0x800CD0A8, Custom Rules Flag Address\nLBU T0 0(T0) ; Load Custom Rules Flag into T0\nSLTI T1 T0 18 ; If T0 < 18, T1 = 1 (Strawberry Seed Discount OFF)\nBNEZ T1 CheckPlayerCoins ; If discount is OFF, check player coins\nLI S5 30 ; Check for 30 coins\n; else, Strawberry Seed Discount is ON\nLI S5 15 ; Check for 15 coins\n\n;===Check Player Coins===\nCheckPlayerCoins:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL PlayerHasCoins\nMOVE A1 S5 ; Check for coins\n\nBEQZ V0 NoCoins ; If player doesn't have 30 coins, go to NoCoins\nNOP\n; else, player can buy a Strawberry Seed\n\n;===Strawberry Seed Prompt===\nJAL PlaySound\nLI A0 0x25B ; Goomba voice\n\nStartPrompt:\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 S5 ; Convert price to text string\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x6 ; Character image (-1 for none, 0x6 for Goomba)\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(SeedPrompt)\nADDIU A1 A1 lo(SeedPrompt) ; Display SeedPrompt\nLUI A2 hi(CoinString)\nADDIU A2 A2 lo(CoinString) ; String #1 (Seed Price)\nJAL ShowMessage\nLI A3 0\n\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the outcome based on the choice.\nBEQZ S1 BuySeed\nNOP\nLI T0 1\nBEQ S1 T0 SayNo\nNOP\n; else pick \"View map\"\n\nJAL ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Buy Seed===\nBuySeed:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S5 ; Lose coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S5 ; Lose coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Screen Fade-out===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel ; Load Piranha Plant model\nNOP\n\n;===Screen Fade-in===\nFadeIn:\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Chomp and Bought Message===\nJAL PlaySound\nLI A0 0x353 ; Chomp\n\nLI A0 0x1E ; Piranha Plant image\nLUI A1 hi(ChompMessage)\nJAL CallMessage\nADDIU A1 A1 lo(ChompMessage) ; Display ChompMessage\n\nJAL PlaySound\nLI A0 0x25B ; Goomba voice\n\nLI A0 0x6 ; Goomba image\nLUI A1 hi(BoughtMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BoughtMessage) ; Display BoughtMessage\n\n;===Set Flower Owner===\nADDIU S3 S3 1 ; Begin flower owner value at 0001\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nSLLV S3 S3 T0 ; Shift left by player index (0x for P1, 1x for P2, etc.)\n\nANDI T4 S4 1 ; AND flower number with 1 (ON for right flowers)\nBEQL T4 R0 StoreLeftFlower ; If T4 = 0, left flower, shift left first\nSLL S3 S3 4 ; Shift left to store left flower\nStoreLeftFlower:\nLBU T2 0(S2) ; Load existing total flower owner value into T2\nOR S3 S3 T2 ; Imprint flower owner values\nSB S3 0(S2) ; Store flower owner value into address\n\nJ exit\nNOP\n\n;===Say No===\nSayNo:\nJAL PlaySound\nLI A0 0x25B ; Goomba voice\n\nLI A0 0x6 ; Goomba image\nLUI A1 hi(NoMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoMessage) ; Display NoMessage\n\nJ exit\nNOP\n\n;===No CoinsMessage===\nNoCoins:\nLI A0 -1 ; No character image\nLUI A1 hi(NoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoCoinsMessage) ; Display NoCoinsMessage\n\nJ exit\nNOP\n\n;===Check Flower Owner===\nCheckOwner:\nSRA S3 S3 1 ; Shift flower owner value right by 1\nSLTI T0 S3 3 ; If S3 < 3, T0 = 1\nBNEZ T0 CheckOwnerAndPlayer ; If T0 = 1, check owner and player\nNOP\n; else, correct for P4's index\nADDIU S3 S3 -1 ; Correct from 4 to 3\n\nCheckOwnerAndPlayer:\nLBU T0 0x1D(S0) ; Load player index from offset of player struct\nBEQ T0 S3 PlayerIsOwner\nNOP\n; else, player is not owner\n\n;===Check Player Stars===\nLBU S4 0xE(S0) ; Load player stars from offset of player struct\nBEQZ S4 NoStars ; If player has no stars, go to NoStars\nNOP\n; else, player loses a star\n\n;===Piranha Plant Bite Effects===\nLI A0 4 ; Assigns Happening fade-out\nJAL InitFadeOut ; Fade to black\nLI A1 16 ; Assigns 16 frames of fade-out\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-out\n\nJAL LoadPiranhaModel\nNOP\n\nJAL PlaySound\nLI A0 0x353 ; Chomp\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for sound\n\n;===Play Sad Voice and Animation===\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; 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 4 ; Set dizzy animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nLI A0 -1 ; Set current player\nLI A1 1 ; Rotate in 1 frame\nJAL RotatePlayerModel\nMOVE A2 V0 ; Face current space (south)\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames for sound\n\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn ; Fade from black\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 17 ; Wait 17 frames for fade-in\n\n;===Bitten Message===\nLI A0 -1 ; No character image\nLUI A1 hi(BittenMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BittenMessage) ; Display BittenMessage\n\nADDIU S4 S4 -1 ; Subtract 1 star\nSB S4 0xE(S0) ; Store player stars into offset of player struct\n\n;===Give Owner a Star===\nLUI S6 hi(current_player_index)\nADDIU S6 S6 lo(current_player_index)\nSB S3 0(S6) ; Set owner as current player\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames for camera reset\n\nJAL GetPlayerStruct\nMOVE A0 S3 ; Get owner player struct at V0\n\nLBU A0 0xF(V0) ; Pass owner current chain index on A0\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nLBU A1 0x10(V0) ; Pass owner current chain space index on A1\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get abs space data at V0\n\nLW T0 8(V0) ; Load x pos of the space\nLW T1 12(V0) ; Load y pos of the space\nLW T2 16(V0) ; Load z pos of the space\n\nLUI A0 hi(StarCoords)\nADDIU A0 A0 lo(StarCoords) ; Load pointer to star coords\n\nSW T0 12(A0) ; Store x coords\nSW T1 16(A0) ; Store y coords\nJAL 0x80106A9C ; GetStar\nSW T2 20(A0) ; Store z coords\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames to get star\n\nLBU T3 0x1D(S0) ; Get current player index at T3\nSB T3 0(S6) ; Set current player as current player\n\n;===Lose Star Fanfare===\nJAL PlayMusic\nLI A0 0x71 ; Fail music\n\nLBU A0 3(S0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 A0 0x287 ; Add character value to Mario's sad voice\n; Character voices are their \"character value\" distance away from\n; Mario's, e.g. Luigi's character value = 1, so Luigi's happy voice\n; is 1 away from Mario's.\n; 0x2BE = Happy Voice, 0x287 = Sad Voice\n\nLI A0 -1 ; Set current player\nLI A1 3 ; Set lose animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 80 ; Wait 80 frames for music\n\nJAL GetBoardAudioIndex ; Get original board audio index at V0\nNOP\nJAL PlayMusic\nMOVE A0 V0 ; Play original board music\n\nJ exit\nNOP\n\n;===No Stars Message===\nNoStars:\nLI A0 -1 ; No character image\nLUI A1 hi(NoStarsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoStarsMessage)\n\nJ exit\nNOP\n\n;===Player is Owner Message===\nPlayerIsOwner:\nLI A0 -1 ; No character image\nLUI A1 hi(OwnerMessage)\nJAL CallMessage\nADDIU A1 A1 lo(OwnerMessage) ; Display OwnerMessage\n\nexit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nLW S3 44(SP)\nLW S4 40(SP)\nLW S5 36(SP)\nLW S6 32(SP)\nJR RA\nADDIU SP SP 64\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;===Star Coords===\n.align 32\nStarCoords:\n.word 0x8012EA10 ; Star model\n.word 0x80134E20 ; Star model\n.word 0x0A020008 ; Star model\n.word 0x00000000 ; X coords\n.word 0x00000000 ; Y coords\n.word 0x00000000 ; Z coords\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Character image\n; A1 = Message Address\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\n; Pass character image on A0\n; Character image (-1 for none, 0x6 for Goomba, 0x1E for Piranha Plant)\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\n; Pass message address on A1\nLI A2 0\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)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Load Piranha Plant Model===\n.align 4\nLoadPiranhaModel:\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; S0 = Piranha Model Pointer\n; S1 = Piranha Space Data\n; S2 = Current Space Data\n; 32(SP) = Midpoint Coords\n\n;===Get Plant Model Pointer===\nLUI A0 0x000A ; 0x000A0000, model directory 10\nORI A0 A0 0x0147 ; 0x000A0147, Piranha Plant model no. 327\nLI A1 9 ; Shadow model\nLI A2 1063675494 ; 0.9f float\nLI A3 1061997773 ; 0.8f float\nJAL 0x800D912C ; LoadGlobalModel\nSW R0 16(SP) ; A4\n\nMOVE S0 V0 ; Copy V0 to S0\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD09C ; 0x800CD09C, Load Models Pointer\nLW T0 0(T0) ; Load model pointer into T0\nSW V0 0(T0) ; Store model pointer into Load Models Pointer (filler)\n\n;===Get Space Data===\nJAL GetSpaceData\nLI A0 PiranhaSpace ; Get PiranhaSpace data at V0\nMOVE S1 V0 ; Copy V0 to S1\n\nJAL GetCurrentSpaceIndex ; Get current space index at V0\nNOP\n\nJAL GetSpaceData\nMOVE A0 V0 ; Get current space data at V0\nMOVE S2 V0 ; Copy V0 to S2\n\n;===Get Midpoint===\nADDIU A0 SP 32 ; Store midpoint xyz coords in 32(SP)?\nADDIU A1 S2 8 ; Current space coords\nJAL midpoint\nADDIU A2 S1 8 ; PiranhaSpace coords\n\nJAL 0x800D88E8 ; SpaceAngleHelper\nADDIU A0 SP 32 ; Fix-up midpoint coords?\n\n;===Put Piranha Plant Model on Space===\nADDIU A0 S0 0x18 ; Pass model x2 coord on A0\nJAL 0x80089A20 ; StoreCoords (to face)\nADDIU A1 SP 32 ; Pass midpoint coords on A1\n\nADDIU A0 S0 0x0C ; Pass model x coord on A0\nJAL 0x80089A20 ; StoreCoords (to stand)\nADDIU A1 S1 8 ; PiranhaSpace coords\n\nModelExit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 64\n\n;===Message Text===\n.align 16\nSeedPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Ooh\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve got \"\n.byte 0x03 ; Red font\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.ascii \" Coins\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Well\"\n.byte 0x82 ; Comma (,)\n.ascii \" do you want to plant a\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Strawberry Seed decoration\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes\"\n.byte 0x1A,0x29,0x3E ; Tab, Coin icon, Multiply (x)\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"No\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"See Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nChompMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Chomp\"\n.byte 0x82 ; Comma (,)\n.ascii \" chomp\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBoughtMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Isn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t it a pretty flower\"\n.byte 0xC3 ; Question mark (?)\n.byte 0xFF ; Wait, press A to confirm\n.byte 0x0B ; Feed old text away\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"This flower will steal\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"a Star from whoever\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"lands on this space\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"See ya\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Ciao\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoCoinsMessage:\n.ascii \"Well\"\n.byte 0x82 ; Comma (,)\n.ascii \" I guess nothing happened\"\n.byte 0xC2,0xC3 ; Exclamation mark (!), Question mark (?)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nBittenMessage:\n.ascii \"You lost a\"\n.byte 0x03 ; Red font\n.ascii \" Star\"\n.byte 0x08,0x0A ; White font, New line (writes below)\n.ascii \"to the\"\n.byte 0x04 ; Purple font\n.ascii \" Piranha Plant\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoStarsMessage:\n.ascii \"Since you don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have a Star\"\n.byte 0x82 ; Comma (,)\n.ascii \" the\"\n.byte 0x0A,0x04 ; New line (writes below), Purple font\n.ascii \"Piranha Plant\"\n.byte 0x08 ; White font\n.ascii \" won\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t bother you\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nOwnerMessage:\n.ascii \"That\"\n.byte 0x04 ; Purple font\n.ascii \" Piranha Plant\"\n.byte 0x08 ; White font\n.ascii \" has\"\n.byte 0x0A ; New line (writes below)\n.ascii \"a hungry look in its eye\"\n.byte 0x85 ; Period (.)\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"},"Visit Koopa (MP3) v2.3":{"language":0,"code":"; NAME: Visit Koopa (MP3) v2.3\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|KoopaSpace\n; PARAM: Boolean|CountVisits\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. Set the parameter \"CountTurns\" to \"true\" if you want\n; Koopa to award extra coins to every 10th player to pass by before\n; the last 5 turns. He gives 20 coins to the 10th player, 30 coins\n; for the 20th player, and so on, capping at 50 coins.\n\n; Use in conjunction with the \"Model View Koopa\" event to actively\n; load the Koopa model on the board! The parameter \"KoopaSpace\" is\n; the space the player will face during the event, which should also\n; 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 -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; S0 = Current Player Struct\n; S1 = Coins to Gain\n; S2 = Koopa Count\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;===Add to Koopa Count===\nLI T0 CountVisits\nBEQZ T0 CheckTurns ; If CountVisits is OFF, check turns\nNOP\n; else, count Koopa visits\n\nLUI T2 0x800C ; 0x800C0000\nORI T2 T2 0xD096 ; 0x800CD096, Koopa Count Address\nLBU S2 0(T2) ; Load Koopa count into S2\nADDIU S2 S2 1 ; Add 1 to Koopa count\nSB S2 0(T2) ; Store new Koopa count\n\n;===Check Turn Count===\nCheckTurns:\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; else, check if it's the 10th player\n\n;===Check for 10th Visit===\nLI T0 CountVisits\nBEQZ T0 Get10Coins ; If CountVisits is OFF, get 10 coins\nNOP\nLI T2 10 ; Check for every 10th visit\nDIVU S2 T2 ; Divide S2 by T2\nMFHI T0 ; Move remainder into T0\nBNEZ T0 Get10Coins ; If remainder isn't 0, get 10 coins\nNOP\n; else, visit is multiple of 10\n\n;===Prepare 10th Visit Message===\nLUI A0 hi(CountString)\nADDIU A0 A0 lo(CountString) ; Parse destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String formatter\nJAL sprintf\nMOVE A2 S2 ; Convert Koopa count to text string\n\nADDIU S1 S2 10 ; Add 10 coin bonus for 10th visit\nLI T1 50 ; Max 50 coins\nSLT T2 T1 S1 ; If 50 < coin bonus, T2 = 1\nBNEZL T2 PrepareCoinString ; If T2 = 1, prepare coin string\nLI S1 50 ; Cap at 50 coins\n\nPrepareCoinString:\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;===10th Visit Message===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; String #1 (Coins to Gain)\nLUI A1 hi(10thMessage)\nADDIU A1 A1 lo(10thMessage) ; Display 10thMessage\nLUI A2 hi(CountString)\nJAL CallMessage\nADDIU A2 A2 lo(CountString) ; String #2 (Visit Count)\n\nJ GetCoins\nNOP\n\n;===Koopa Message===\nGet10Coins:\nLI A0 0 ; No string\nLUI A1 hi(KoopaMessage)\nADDIU A1 A1 lo(KoopaMessage) ; Display KoopaMessage\nJAL CallMessage\nLI A2 0 ; No string\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)\nADDIU A1 A1 lo(LastTurnsMessage) ; Display LastTurnsMessage\nJAL CallMessage\nLI A2 0 ; No string\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)\nADDIU A1 A1 lo(KoopaKardMessage) ; Display KoopaKardMessage\nJAL CallMessage\nLI A2 0 ; No string\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 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 64\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.align 16\nCountString:\n.fill 8\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; A0 / S0 = String #1\n; A1 / S1 = Message Address\n; A2 / S2 = String #2\n\nMOVE S0 A0 ; Copy A0 to S0\nMOVE S1 A1 ; Copy A1 to S1\nMOVE S2 A2 ; Copy A2 to S2\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\nMOVE A3 S2 ; Pass String #2 on A3\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 64\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\n10thMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Since you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re the \"\n.byte 0x12 ; String #2 stored on A3 (CountString)\n.ascii \"th person\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"to pass here\"\n.byte 0x82 ; Comma (,)\n.ascii \" I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll give you a\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"special present of \"\n.byte 0x06,0x11 ; Blue font, String #1 stored on A2 (CoinString)\n.ascii \" Coins\"\n.byte 0x08,0x85 ; White font, 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"},"Star Space (PBC) v2.21":{"language":0,"code":"; NAME: Star Space (PBC) v2.21\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|ToadSpace\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 = Prompt Choice\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 ToadSpace===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate in 8 frames\nJAL RotatePlayerModel\nLI A2 ToadSpace ; Face ToadSpace\n\n;===Check Player Stars===\nLBU T0 0xE(S0) ; Load player stars from offset of player struct\nLI T1 99\nBEQ T0 T1 TooManyStars ; If player has 99 stars, go to TooManyStars\nNOP\n\n;===Check Player Coins===\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL PlayerHasCoins\nLI A1 20 ; Check for 20 coins\n\nBEQZ V0 NoCoins ; If player doesn't have 20 coins, go to NoCoins\nNOP\n\n;===Star Prompt===\nJAL PlaySound\nLI A0 0x298 ; Toad laugh\n\nStartPrompt:\nLI A0 1 ; Display prompt\nLUI A1 hi(Prompt)\nJAL CallMessage\nADDIU A1 A1 lo(Prompt) ; Display Prompt\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.\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0 ; A1 now has the AI's decision\nMOVE S1 V0 ; S1 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the player's destination based on the choice.\nBEQZ S1 BuyStar\nNOP\nLI T0 1\nBEQ S1 T0 SayNo\nNOP\n; else pick \"View map\"\n\nJAL ViewBoardMap\nNOP\nJ StartPrompt\nNOP\n\n;===Pay Coins===\nBuyStar:\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL AdjustPlayerCoinsGradual\nLI A1 -20 ; Lose 20 coins\n\nLBU A0 0x1D(S0) ; Load player index from offset of player struct\nJAL ShowPlayerCoinChange\nLI A1 -20 ; Lose 20 coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Buy Star Message===\nLI A0 0 ; Display message\nLUI A1 hi(BuyStarMessage)\nJAL CallMessage\nADDIU A1 A1 lo(BuyStarMessage) ; Display BuyStarMessage\n\n;===Prepare Star Coords===\nJAL GetSpaceData\nLI A0 ToadSpace ; Get ToadSpace data at V0\n\nLUI A0 hi(StarCoords)\nADDIU A0 A0 lo(StarCoords) ; Load pointer to star coords\n\nLW T0 8(V0) ; Load x pos of the space\nLW T1 12(V0) ; Load y pos of the space\nLW T2 16(V0) ; Load z pos of the space\n\n;===Get Star===\nSW T0 12(A0) ; Store x coords\nSW T1 16(A0) ; Store y coords\nJAL 0x80106A9C ; GetStar\nSW T2 20(A0) ; Store z coords\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for fanfare and animation\n\nJAL GetBoardAudioIndex ; Get original board music index at V0\nNOP\nJAL PlayMusic\nMOVE A0 V0 ; Play original board music\n\n;===Check Toad Dialogue===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD0A7 ; 0x800CD0A7, Toad Dialogue Address\nLBU T1 0(T0) ; Load Toad Dialogue value\n\nBEQZ T1 FirstDialogue\nNOP\nLI T2 1\nBEQ T1 T2 SecondDialogue\nNOP\nLI T2 2\nBEQ T1 T2 ThirdDialogue\nNOP\nLI T2 3\nBEQ T1 T2 FourthDialogue\nNOP\nLI T2 4\nBEQ T1 T2 FifthDialogue\nNOP\n; else, use sixth dialogue\n\n;===Get Toad Dialogue===\nLUI A1 hi(SixthMessage)\nJ StartToadDialogue\nADDIU A1 A1 lo(SixthMessage) ; Display SixthMessage\n\nFirstDialogue:\nLUI A1 hi(FirstMessage)\nJ StartToadDialogue\nADDIU A1 A1 lo(FirstMessage) ; Display FirstMessage\n\nSecondDialogue:\nLUI A1 hi(SecondMessage)\nJ StartToadDialogue\nADDIU A1 A1 lo(SecondMessage) ; Display SecondMessage\n\nThirdDialogue:\nLUI A1 hi(ThirdMessage)\nJ StartToadDialogue\nADDIU A1 A1 lo(ThirdMessage) ; Display ThirdMessage\n\nFourthDialogue:\nLUI A1 hi(FourthMessage)\nJ StartToadDialogue\nADDIU A1 A1 lo(FourthMessage) ; Display FourthMessage\n\nFifthDialogue:\nLUI A1 hi(FifthMessage)\nADDIU A1 A1 lo(FifthMessage) ; Display FifthMessage\n\n;===Start Toad Dialogue===\nStartToadDialogue:\nLI T2 5\nBEQL T1 T2 ToadDialogue ; If T1 = T2, go to ToadDialogue\nSB R0 0(T0) ; Restart dialogue (on likely)\n; else, get next dialogue\nADDIU T1 T1 1 ; Add 1 for next dialogue\nSB T1 0(T0) ; Store next dialogue into address\n\nToadDialogue:\nJAL CallMessage\nLI A0 0 ; Display message\n\nJ exit\nNOP\n\n;===Say No Message===\nSayNo:\nLI A0 0 ; Display message\nLUI A1 hi(SayNoMessage)\nJAL CallMessage\nADDIU A1 A1 lo(SayNoMessage) ; Display SayNoMessage\n\nJ exit\nNOP\n\n;===No Coins Message===\nNoCoins:\nJAL PlaySound\nLI A0 0x29A ; Toad cry\n\nLI A0 0 ; Display message\nLUI A1 hi(NoCoinsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(NoCoinsMessage) ; Display NoCoinsMessage\n\nJ exit\nNOP\n\n;===Too Many Stars Message===\nTooManyStars:\nJAL PlaySound\nLI A0 0x29A ; Toad cry\n\nLI A0 0 ; Display message\nLUI A1 hi(TooManyStarsMessage)\nJAL CallMessage\nADDIU A1 A1 lo(TooManyStarsMessage) ; Display TooManyStarsMessage\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;===Mini Func to Call Static Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n; A0 = Message or Prompt (0 or 1)\n; A1 = Message Address\n\nMOVE S0 A0 ; Copy A0 to S0\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (-1 for none, 0x3 for Toad)\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\n; pass Message Address on A1\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nBNEZ S0 CallMessageExit ; If S0 = 1, exit to close prompt\nNOP\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nCallMessageExit:\nLW RA 36(SP)\nLW S0 32(SP)\nJR RA\nADDIU SP SP 40\n\n;===Star Coords===\n.align 32\nStarCoords:\n.word 0x8012EA10 ; Star model\n.word 0x80134E20 ; Star model\n.word 0x0A020008 ; Star model\n.word 0x00000000 ; X coords\n.word 0x00000000 ; Y coords\n.word 0x00000000 ; Z coords\n\n;===Message Text===\n.align 16\nPrompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Wow\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" You\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ve got what\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"it takes for a\"\n.byte 0x07 ; Yellow font\n.ascii \" Star\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Will you trade Coins\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"for a Star\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"Yes\"\n.byte 0x1A,0x29,0x3E ; Indent, Coin icon, Multiply (x)\n.ascii \"20\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"No\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Character image + option indent\n.byte 0x0C ; Start option\n.ascii \"See Map\"\n.byte 0x0D ; End option\n.byte 0 ; End prompt\n\n.align 16\nBuyStarMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"OK\"\n.byte 0x82 ; Comma (,)\n.ascii \" here\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s your Star\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nSixthMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Big\"\n.byte 0x82 ; Comma (,)\n.ascii \" beautiful\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"shiny decorations\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I think I know what\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"it needs\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nFirstMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Princess Toadstool\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"made this cake\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"What do you think\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Isn\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t it cute\"\n.byte 0xC3 ; Question mark (?)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nSecondMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"It looks like there\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"is going to be some\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"kind of party here\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"What kind of party\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t even know that\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nThirdMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"I wonder if there\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"are any more\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"party\"\n.byte 0x3D ; Dash (-)\n.ascii \"like decorations\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"around here somewhere\"\n.byte 0xC3 ; Question mark (?)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nFourthMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"d be great if\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"it\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s a fun party\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Oh\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Now\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m getting excited\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nFifthMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"The party will be\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"starting soon\"\n.byte 0x85 ; Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Won\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t you decorate the\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"cake\"\n.byte 0xC3 ; Question mark (?)\n.ascii \" It seems like\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"it\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s missing something\"\n.byte 0x85,0x85,0x85 ; Three periods (...)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nSayNoMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Well\"\n.byte 0x82 ; Comma (,)\n.ascii \" Goodbye\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoCoinsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" that\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s too bad\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"you don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have what\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"it takes for a\"\n.byte 0x07 ; Yellow font\n.ascii \" Star\"\n.byte 0x08,0x85 ; White font, Period (.)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"Save up\"\n.byte 0x03 ; Red font\n.ascii \" 20 Coins\"\n.byte 0x08 ; White font\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"and come back\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nTooManyStarsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Wow\"\n.byte 0xC2 ; Exclamation mark (!)\n.ascii \" Amazing\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"You can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have any\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"more Stars than this\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"If you lose any\"\n.byte 0x82 ; Comma (,)\n.ascii \" come\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; New line + character image padding\n.ascii \"back again\"\n.byte 0x85 ; Period (.)\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"}},"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":58,"otherbg":{"boardselect":"data:image/png;base64,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","boardlogo":"data:image/png;base64,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w6ciVNQKfzC9Z24vvdyJlBIBhqluJSyarVhGamL8dICxMA/Ra4P7i2UoQmT5+szkR2GuG8ezkf3IpZB811zvwCKB0gTTAPI+Gv01n4KeT5+eB5tSPblG0Do0GKCmWTeD8nCp1FL1j6oD0jg5AmvH3C6gNnUnRyc0gmol2QJeFRFqWNs+0MzOadbsEgK0P0JhCxG7AxftGF5gIkNS9j6qD2Khq/tKpzrtIE1P+H/9mqaXJ5FkhVz/IuwCfGL6DriymAR7dpYOuJ64BZqD9zzTABIAWdYYvkEYq6cQB8L2lcKHZ+kog6GGVIKYJMg/Q2KxJYK40Vit8fccSDoQGmPlUdd8OgBg/NNiaUmYX++L3ylHerEbTUOnJdDcnvni/d3SFesczJtiQAdAlcoxgBIB2TQLAIfhdmXwAi57Ug5ZrRqNa4N4H2ax1B6w9AMbfuq67XsN5NwAm8MOvUvwC/CjRBQmTHU4+mAa5exM9xtdrgP0dO8KahYi0DnGLHjWzT0Y0LeDPGnkKZLhWMATANNeIJsaz5wCQFUE9AN6qIWntRZUGgNEO6/8GAJUITfhmtPv/DgBbwKomcGpKkQCwRpTdkPPgVNUABwJdPN/4LLzLS2UYMkkv0RoATPeeA8Dgk44vRvcu5/LhfHQNsA+n9Spp76QP/ArS6iZwg2zG5ELEDqKrWYOShtF0S6nyrwGPG7SCJlJp3Doz3uyTyBpodz2HN70HTbmaj97ooRn8tEHRv8/n1gNk7ocYhDmSRNfWP5C6SmtTqZSG44zR+DDTHBVw8Z/yAlbtzyHQfYDVjOJEBYAEMurN7DqSaoCRBrOotb+4N7ulnMuxVWVndzxRp12ztFy4EzXAFIxA8MF8cZMocCu6Jvx5hdayhmaaH0xfT4Nh0IhlF/A9QgOd8z3OPUbzk6PF0l6Ap1bi57XB9mVvSpD3LflktZxiM/1te5IwMkrggjy8E0wfvb2JB2cuikEkGgwSn9MAc06xgpADn36mGzOB3wOAPYPnlZloMp3G0My1TZS1j3KCsc27S1A25sR/UhBCzDn37CEoifH7xR941OeCMFlMWS1ZBYbsRCazMBggYKhVIOrLNhiHf29YpdKbwH2QZSCAh2TWE5QsgJsBMLXD6isMQpB7myvbt5Txb8tFEBQAmp5nNafUBA0S/wEAWlqIBSMObgI7MCQTuE2D+a8B8FSQNrTwygwDfwdea4g6U+L3XwEg3RU5S6EDuO5BDQAai3gwx4VvTVtK6VRDbUs3viRC0mdhifWC2pWmwAspTjmbI80vY1bmZ8euGwDQZctE89CElE4y0kKoBUxf+Vr/XGkVuvhWAJxEja45hubGmUvM8qJntVsuADfTQzL6jqeIp/xidmUCG+s4kiOlMiG8xxr6t9VXlmoSKKN2YDPmvID0JmnsAiAAsF+DbPrihj0Aaq/b9aLcqp2eZSZUAJQjvRbVKwgC0jlZ5QdM4JoPGFh9w7x6DdB8YVYLPA+AYPq5vnx/ogGGGPQuNOi4jDQYrgtrgZkI3TZDuKbDB6vkaHBUgLgP0Cu3oPlyh5S43u2XFCu/aaNZqjFFkICLdhdW1gtQLquR37vZpwsrGMGNrBA5vjQZEXK/+HXGUoOKKW8DRonHGckSsTW3NJirGmACQFszn0DQ+XsBcEZFGQJgIEzN6s5pKKZ2D6KsFxljTkVKDJ6BY84EztSXnb4CwaiZ5IXS/FhylYMwynf03LqRJpznM9IAL2nAN5qKIagis/4CABr+JYERpW5JMDitBAAm0M8msFwEdUlcA3T3iAAQwQHT/7EfIOwbwC9RT6xCBkBL4PZ8PJnAxStBakPUv9cABYDUPL30LvoBst8e8wD/DABxf/VOqiVwbTpMBkDlDykIk8k9wxNFtZohULFoNUCCNwEwBUKya8th17lg5OSrOzkBwESDDZ+nVKwUjGl6B7iWG+3741bua3YLYz4K3EdfQm3utJ9mYEn31WW9UyFTpaaebf6s+s76ADWbAfKPGKPjy5SRna5Weo9IwLc/wEUaUld9GmZ4CkCfkpQFoBlteHTUI2ZnK+5H+gB9XMQLmEbs4hGvHtz6foj5+TeCQnuZRL8EQIKWRsB0AiIBYO8Yj/VtWt23+YHyJdGDgHw0rlFtf8VxwQdoFSCp/ZWB6o1znWiA7n9ceRTYEvuNPrwB6z/KAzQv8AAAqbzgTI1VWa1WxbsT3pwGo2UIH6CiwQJadLvxKDB/Mgjk/4nkdQnoPmVdidJuMdbzX5yn5LZAF52JXz3z90jvmNNFcrA1UuZyezy3xDJuCIcCguBqkLkPgan8jEqHmPN/DICJKoNCM6Ckz/PkbwVA2zkAxDsAcObxExAMzav7QgD8HACmpgYe5TLzLpfkCAAFKEb1rDltM9zV7CGx+CQIMjCBL2qAHVLMCoMuwdm4JWvYCQDt1/5QJF+fNJaoAU4+QK1uA4Cej2a06+vNVvjs/5eDH6gNfg8ASt5WIHQTGIcH2QFTbCCqhqj/KhGaAMga4EiDsXM3qJGsNhvzBR685dR7otyY458CoDQzbpsnryeSYbOD6iccB0HYRmwIgO+RVMIB0RehO6XYZGHdFWRMAJDrjYg76ZB/k/xrBsQfAKDpKi0IaaBNcKBjPFFgfLWH/1CDfE+6PLiQWgqC9CaaxtUzvO9APC6B5yT0le9xowbYm5hdsThMLltyVo1XX8ly636JqRg0Ijsd3WzuKGguCBKSr6e4/u/ueQ3AZ+e4HEu9b6XzFabDdsRMIfhz0qwANbZZgMl1MWe7gh8CwgUSoNeeD+glcWm9b+GtiQYYlSDuA1SzADuVLZmiAmKNt/upOc5QcRChPo9KkKYWmACI5643OBNkWY7utwIQupjpCHr8p1Ori4faBAG+TqyT+gLqjJCasRCQUJ3Vyc1l9zW65XMnAGi+WT+1bSiIB8HFZvHyCjoRh0IEweSan1TQPljn/uUaqtY9XEy6wLGAm/3jNKUP/iEApk3IwNbszRx5DgAof++qCTxqRpBuMNE8e42ue/7F6/vQOiigb8CUpRIJRDWVuLUqGBn88AafdoDMxjd3opK5syUVsef1GZrAo/kHDLUc0xOp/g7pm/bNqH8EgG2ULUzgThi0GmATDaqMpNPJBIA+Hmt31UWBMZGc/vJeAPQdYBDk+GcA2IvZPwNAuDpcE4T2t1qVzXYTgAcW2DvYSBO8hoIahxqkqgvMCAD1oGzu1jSlNnUkoryk3mQ+Szlj5D4qx7LLKBbrAhaMQHMCgKKdBJAuuIiLOQjopavyJyYAxL5DwPhM7CeDIKFdZeJXnztfet1QANXhCpW/wUT764JiZDrGiPxBOUCAt1Ixvo1TACjgSAjcjOHSotuqzWSf5wEPcosij0rjqBKHyyjzl9Mx35b94vNY33PDvObzGmGHpHZfDhshuHSzL3cpRX0QJQdo8sPCZOhYuAly9VqwCwDRS/ILhy/aCZJbQYmrYerxigBHYMjy/2ia1Eak+RzgXBp2ewUIV4d0osODdE4uorDQCJYHCrTzilroyfMAYxwi/26jBtMabqWol5UYDIJEDbJpI4uy2WzKal19wbiRaYKnU9k7QAgIe8DNXai4WxyZKkDUep++5dQcQdpc3h57Fr+v+Ukzj8PGPMin1C4aNSkKnFfBXUL9/tdLEg/2vnZd1MQisrKhWuCevtI1CbOU+nN0mj34URLvA8C44WivfYPFQDPRx5r4fQEAnYkcOSoJTgDQtpqfBygIUP2n6bs1DK40jMixC9U62NN/6aPbXeUDggB+7/BnuXpuxOGCFIynKBkc3WV153WT74leJ19VaIBDZEmRmD7Tvt+zXtBk80MejksAOEqDkUxhowJLuhgISkYS8wHdDoBmAnNdLB/ONMC+OUDb5HxOzAX/xG4SCBsAPCEh2vMA/wEAGjiIDLtO1DqLZLVclfV6bYePN9iBNTiXsnPSzuI2X9cbkBUAHQi9QSosF7s2VXLlnFWy3C0AWI8wVWCPGqDTSgyuV2z62XWWGL4vnSZv6hwAxjw6CqhT8DphKgsCQJrB53I0BkUlSHMoUqJW5fVEF4dBp+Pm2fINdUAiQNb6aN5h6vCNupEhM6U6TQEwQDYtaqOhplWIG3eyMxY2JVBqA+y2HQBG/zE4zetZq5HvpwTb1kNao5ube546ttqOpMdt75lvcO8dpxldDlEdmrk2JSNPTyQCtmTiJkW6bkjnhzUGUj/CGjWXALDhdAp5v1W5CUIwUKQGYTpzAMj3s+6rv+cAge87EDiFsUYW6EJNLADwDytB5jZOy6CfSEMxwQiTzIIvh7KE33GxKOsNzd/R6+AalwVHsu+9u7g+j/NFh2j8FjXB0XyhlrJqL3SrZv/8TUbn4efjfe1EOBduJlA8wFeT9hOtxXWjmSUAbIJt/cQSrYrgXREyIZr2uPmmxhkE6CCI9S/nQs/osCO0o8AIAPGlfOZE5qveNBZnBgW4lJDO3tv+wTmpPM6+OzCBM7NLw0sTvYwmjhrcuamPqwHMpCUJAK3jbuqK640AkMJiaQ7+cJa/odkl87zK9qGUNaR819fs8mC7T7H+B+bg9VFrI4oeHi7c3NY/5275tY3G9pcAaEzYCp5okCDXjQVAXAjZ1rM2VoceVQ1wDIC3LF/WxOgbQwsvtsNCSZzBpFehlK4fYDUqp+B76dlSpiYAaKb3qWyWDnyN0J3e0bC60CfYsN8fAiBdAe6qUUAhaHZ6uukYACvjGxXpALO81VnyCQjD3yyM8S/EuTSdkhLInOnQn419REnhBACliKWfdpH8l1Rejn4S9aAhagJAfC8G7dHXSO8QwzjTheLhvyzcxYpsj3zuRNS6ZrmTd9OndPbQ+9kBQ/ePhOmuK82cSjwUPtn8mzkTxCJbAmOMiRowkmftn6KHXWlRP73F5q6sAHyb+1t49aZrzsdjWZz3NCP7eQdtdlpff+csALITeQKAowz7lIfVVQhlwMsKgLNdVh4YAe3y/wTK0QUmorGuGc6sUD9bh3c+D1tpDLnggejGAUyDkW8MPlqrxZ2czkZ63J4O5XA4lsNqXVaI1o6c940lo+dywMy/4/N00PgKSdfgp7mu6N1cMe49BCtSO7rnCwgCcMnybIwa/QF93xxMBYTNYzoM0v7ENU3vRwr8JrFfis8cHcb7HfjN+aRt8WSlZfNCyliXv9tbQg0Q13QYd3yMDkW6AIDJ6d2aXhlt5XM7lwLVftkV109y+HvUz1to3mmuvTTPCQBKInQpHJegxB6RNMARMUtDUpBByc1uShgAujCQf4GE3j54df9QFqs1i+xn/KI3oZ4u0h4c3/hOBkBncv/g8m01ZwRjAgDTma6xRpcAcJo7OJHJTRaEeslp+VP6i2nyVeCyAsT7AJpp7QA4g+uB27KsRBbuZ1+6KSkgKoeDH1CudlgAwNoRup7OxhuuD/ty2O/LabO1qO2tAIjgh+2779N6cS7w+8V2Hk+uINxGBYwOM0iSX+HRcYZnLFQAWI/JjAoe/3LvB+xJdAKAkfbEG1QA1F+yRGKG7UBHAKg0GrvFAA/4kCReHPzoy0gmeXp2Y6rHZCMf8AIAalbT9AdqHDManzPmecHgwOJOA04+PXKsRnPbjofdv+LOmyKadj9ud61NlB4nDpEN1ksXvy6kjhxP8iHQdxSBD5XmdS4ASOjt9q6Uu0dqHIcjHd03SvvZxbHl98N8UFRvtQN542cIr2UXUW7bdEJ2m8tACgkxazU9aIvJJ9w1yO009hPoITFbbQzM7ivEXgojPoH7AxN41JSgTYKKgc4ulwHB+VzuoLl4FxbQz/HMfbS9wQtjgaWyZmt6nQ8cxw8c9uWI6hGAIfZx7WkrXqLXZ0BUYcf7QwPFfNZ9mznbTjZEuPWFMVs/RNBhPn7A225wFXX6Hb1doemmPNLeB5iWP4YyBkDxsUfXw51SgWZ+Lkky+bpTRe+DjukOslZyRkP45Hv6S5ZhYJWeSaFgwTkXEFMTOGtHzSxc2g9N4MqAAMDFZl01v4nP608BEOYCGF+Lr8XWz9zM4BIpuUoQGlAP0P7dSwDoprB8btbfzb4GAeHO6sWybO62pWwfeUNvwb7E2vztywTBoZyhPQgA7fFZ3ZpRlUTlkqo2TwkF/EwJyrMASBC2riZhFfikjstyOOJoRi//21TfnbkQQv7w/F/yfQVAKbH14HNGg/0AyRCfATgTX3I7b8HKen8sb6+vZe2At1h7YjXKD03DXJiAWlpFBgDQ89sQNUTy8p4AaGCCzxC5hcm8VObdOOFXLur1clFWqqjo918pMjNm9YhcXA1hYm/IaB1S7wnL0SJfB6RjFStgDAFQD2ss1ATO9mAP6KjRWwBU0m/STrXjHwBg9sXPWWO9Bii66+lPFlEcj5nKUs3A4YJx/RQFzjQTzDAyfZLJ1dn6J2fE5VbfU2QrSzZXWW1Fsiy/xKzdjhz8fvkrvinBvD1wO49VEys7/5NG2KxDlkhUuS34YZn8XNSc/kLNuL4W26kG/wgAACAASURBVIey3qLao66jFd9bcvvMQUwDxojAXzPf9MfxjZfkoIg+vqRUhFmRCtkFog1IpiCUfZ5MDttOFfevymm/L2V3NhAxJtkfynF7Luu7bTksUxslz4+0OtOuyF2iBCVvAJi9E3Kr6UjoEbiade/2fu0Ww+rbL34CxD3Bl3YyU/ZtUywNpWy21NC6fDxce9jvWI5nPQShyeE2rB3GXsInuPf1h2kqTDeywwl0qPPVWR+HQ1n2zzB2cB9hlw5zUVYmfxdZwMu/zqfQE0gXAEC5H7Kezfrzmn9iG1xNTekKVu3B74XCDD7ERPcO/HeeC7h0l0LwQybGSrdxIHrGm7xwwfbizzlXTKdQdcDI4CT6R3qRglQV78M4PRRJ9BSEKcBR3ldORK6If14czddVtADlVgC8BfyEYHjeuhRE7uxrGqx8Ub6BzS39D5l3XmFQ8wAvAGB8B0zjoAfnuVV7dEGYJFnNR7TclM3d3TTKbCkQOJn7eh6g+Rg94KKock09cOAyX2Dv3L6yptmnEuaL9jkRrF13HQCNVg/L8vbrZ9mcN2Vpzv2jAcZr2ZWnjx/LebukMz4xqj1apo89lnmDtr5laWCE7LXDAWYczeV+ZrXTonOM1CGnjvXpXF7fXsvjC9NOcIfj6VR256MB0/Ljg/1cYK9GL4xlj+8uy/FwKAfbdx5lScXVmyjgc9cQa7qKxbTt/mY2I4ix35cNzOfe5AWTwk1iJvjt5jDo46DOMgmhmOwBQ4x0quhv4ErMVecGJ15KApCpSm2VnLnC3ri/67Kx/TqUgwX7Vo/O97FR0vjaxVUTjJAWc2eCGJsPsjUiHesSAJpkMV5lAjRcK+J3fu+GM0H8C+kYRE5FNzpwgCsstFG0SK8jJ5WQZQDt1bgRBQYi+4cuiQ7sDxfjyE5P2VFDOgqx1kwjnhz8T4BhWga5ykDPwe90qL435iMxLw+/GYGvtkx/EYObpMQOuO/sHsLiCqGbpcuSrRC9blPRXFu7O+5YlidLmeU0Om10MtGQtFqLbh1FdGYa5rQddbeu+7aQQ3+3L98/fy53Z9aGQiOCxgt4vr+/L4/fP48BRrvqxzgyx1I1m9DINgw+gIgR/Z7chXPo2VfrAM3n9fW1rN5QW+1uZADg8ly2d3fl47dv9cujEZ7O5Xg80H8LRoeW6+a9ldSl/o4Aw70LSNsGmKDrtVV62AvP3e1Y/TEA3NMB3aJPZYV9nQPBnIbmxi/mp2CG6W/yqxp3kC/FlYrS5XVsAyHSEH1du47Qi9OCvtNvr9R+7+65Lm9vpk1uvj352E0n7ZTLVrusG5cssh44hxapAp45LU+blwJzytoIDVB2KhLsqarfBoA2l7421ZcQGp/ZBAK2/wUAgpJX7oiX5uIk1zB/Uge0Pr3GE4TWSapov7TssvSrxDkDBMPXcCjH46ks1xt2+FhtmWfm5s7+yw8CKYgcgPnJTeSLsIB82WM5HPYecfaLzV+1pIltjAVCeO3AL2lyvdpkS1Zz7xqA1PppXVK7rnHvRV//11359PG53B35N00OAuDz81N5/P7l2kwHn1c2BfCYpgEAescLGtDLy2spLwAeuUnPZf38WD5+/XpdCFnwBJFaMim0QeTxEWB95Yg40TTADjp3X2FNIzsXAJxpswjKPD5MZgH3CrRA6w7jtcHTi8CKSIMKpCs/fvwIAMTYrLokTGn4OKXFQYsWwKU7G061mpS0UPuuzc+/d1qUnz9/lfXbic0r4AP1w5fgCz89rcrj0zOiLr4+F6yR8B1KmcoqfixuzdiIIU+zD+pHvjfZBwgt2V1WsCVMwC5pO1xohuAmlpsm5eRgYpufRO5q5yJHACgnv0ynNm5H1sCrl9mJYS8SeKcDHLs8wQvrzcemxbZ5dIGDrAHCsjsh4PcX1Ruay8Gjx3uaDmWzMg3kqhZ4PBnTwPxqXstFubt/qMt48LQY+Vbn1iEAP0deuR/ERQUtQPjXzfRMkwDqSZAfzLFaVr/XO6y7ngxgPjIAfWRgwoR4TzfTieOR375+tSYVCGM8Pz2Vz9D8bnn1AgGaqNUPk4EURSYvC2rEIrCMPIhz4L6bGX08lsfnJ08g9kFYAyDsM33MsCIWyB/tNUFMD+WQVsKH2ml+Hybv9+/fDcgMABHMSb5h1V1HsLWfe1djryYItr4ag4HIovz48b0cHAAV7aar9Vw2T3fl48dPAaioRKGsaIFXPl0FwComdMHMHiT9bmHlhMLT4Un4R2lRwHUBQSYAZDz/JgBMJW5yMIZVCglAyUoNEL/8jwHwRId7dQ4N1Z263RkAjO+vAODx7JrWX3AuKYCvnl8v3VZ+CzCNm8K0Xsn2Dw/31cQ+7tz0lcCRZpwlaRIAWpFoNyTBMBMVvwUsRvN0M6gendLuD1tgeV3wO3xfxz1bh0oznAwvWVugD2zzr5df5fH5Y7nDur3jWROsAPimQ8SskW1SCuJ3kJZHHhGxByPC/4i9BAA29b/QngCQOq7TmyRYeo6DABOpOefT21uxRGozlx0Ez+fy6xeDPeguY4nmCSACS4wMOvqwfWIIivvh57M4yUgPwvsQQG+/9raeLOsrZtJ//PixLB+8zZsSYq0WORGGfo90IClW/mRot/isETxSuBLI9dHffj5BZszXPSIwZJogK3F4dNQlE1jS/+yDUf6diV2YvEogfXEfoEzfubw/OZn9fgv4rPJLI+41Rvmg+ve7rwMIMwNO3OWB2m2Yru+eEgvvmpDVQb6je8utQDHhqsSxOZIFYkBXkP3eGKc6wRbl4eGhBlNU9K68u1zDbevS5TtG+Vl4h/505ONtDAJMgDdhhGbDnOjdH6Qg0RW5A/+cKUWuYYuxDSxgSq7XFkwBuJhP9i+Ar06Uvlyxgs3CglVJ83O+BtVCMz7sD9bz73SkLxN+vodHT5HCDZAmBQD0GmXcy5okWKqQ8xTA5vsLXT8rRt3362W5u78rxxW10Ze3V5sngyn8nmlzQdftEuiQKEnmWO4Fo/A4IsA0SYBtx6+Yx4/v38vd3X25By3e9MqSSV9Anuyp/Hp5KQ8P7ABOl5sqtjIAOj1lnz8nOX66osBnrDuCIQRAS2hiM4Txweg6qwGmLyWPtBcfwNKPFVy9ed6UBhsd8HxAYgAAoC2lv98DoADuLwCwUS7mNMFsAiffptAzvuYm4mJpxLuBs/dfvjxFJh6hNBs/KvKw29EUhj+KaqAFFyKvUJJ2oTSEziQwYupz/nCfd5i5t8y/13SzIMr+2R4ghR5BNX6QktVPX38BPCzCa0EmajGjLivX73TjFYrmBw/XzsO9BmhanXedMYDD7wv4Rp8jjQftuSya6zXK0FYA3jwqdFFW51JeXl7K+te+rOBSWK4MWF8XZ6OD85aaIKKdxq9+0HrEKsMQqN4+asatyWk2HPzWoBXzXyfFoQPAdqX+3ELavb2W8/Fs8/v8+dGdMclykd9ePIqfykfWIC4BoMkXlq/u/SeA0PMAxwAYkztJA/SfWDAFPXBWQ/lpeVDR+G7SFkcLIwCc73zBZ/Y+wn5hM4fhd3eKY5z2kkotTsqtsPzzZrFkAuNenqtmtxCgM/1hsdqYVP2XL54JIgnHfnBYa4Dccbc3/9B+vwtIAaHeP7kWYf0CORfegeu28LZSl0Od//GsYouuJGZf0QgDE61jvUfUr2qE3uUFEVhLy/pzxry2KlQMWp84NUEtQK0HAQPCdDQ/IDSR07E8PT6VtWlWzDAQk1obdxN07BZtBsgZwYcfpewQdOTIwMDIO3x4fDAawfUAwPV6FT5XGQIbyxw7l4UnKh6MnfFOBUCrUV6uJ70Jr63D33wOkx0+yyO05MOhfPr46JaAAFD5uE7TybenVWj9iP1oSINm9lo6DH2BlqVwSQPMAMgSItcExX4QSYtFOZx/GABGy/fIb8uEB5XWAwmLmXyr+sBuBnMELE0RmiTuL79Bqmcd7kwn0cIHWAGQS10B0ErfypLpCf/6lStt3GeE58KHBCDeeUUChgFH90MAoAcgXDusRPEfa3i3zD8DIDk1OT/TDYYAWK9tFUbXCKHZTIRsOyi4C+C4IENrH28Z+B9cY5pd2L5MAM/1sv6ROeI9AAKtDo0V4Ke7W28NmKxPXXQv9sita39mN50X5e3trZzemJQNpybWZ3c8mAbIEj4mvSDoBD+n/e2LuNwfTcNaHZG6syyLR/GhN4aNs0mu8ecfrNHMVwB+AKP7+4fy/dtXSxd6ety29BJNEv4QAH3+AHqLUsP8dV8gFI75KLAP+mzAh3NM5ZdkJrwnG5XT+RdLmsyVpJZXKUocHlrX/Ja3+greu9A1NM68PPWtC3FJoFxVfwJpM3WWtVKtKnHMQW95bWlu7x3Wtes9V4kmnGstAjFv3mhaAHRjMBD8PnCCm6Rfl8ePzy4Ik8n/n/i5rg185vPGBE5jGoHgDQCo1BXptdSuaBaiHK36REWwpexeX810hO9seXfN4qjfm9zrliVQBUd/rXd0Zt0u65Chve8Ph/L0xADIy+tLudve0WeHZGwNBfTbJIj3QqMKCbNOvE+f+YgRGDowyszcReYfnp6/kmWRXL7fl7dVKY8fP5rv0DTHw6FsrHLp32nMTeeb09mCKJg/8hjfXn+VL1+/lqWlz1AZoRDPFVkpx7WLWjfZHVGtlK/nPS0IYtFg/hy0w2p3kgAI1dlLbbwq03zqkGSnH76Bru4bwGSp6wuqIMW/BEAN3cwSX8hTsSRNLL4xxKNHTiNq5GH6PfOzkMdXiQCLls7t/RfEYbWmcIAz4dnqil0ab8ysqaVqSIo2LcI0iYMRzyifzNjDnfJsxS7TOGV7STJmNcu+R9CqSlzrk22TZqeKXf/5ndfWukFu2km8LgBgO6wKpNm8NNOwz5fDeRpIyj3Ch7YqK9Rj3/LKEY1brs/XKLk9Vq6CCExdaBxwX8BnBwCE4Pr05UsK+lx4YJIhzcZoh7r9wzWmSULWQ0Ccz+X7169l++PNaElR6bfFqXzGGB7vGSDCF68EiRRYeu/y2JjwjFTmB1re7w9WJWPpO6dD+fLlS1mybU8FQFlikyiv83cYdJmusuCVS8kB0IEPQAhabwHQQbfxW/sxfQAQqI/IdlF5DCa2hwZo0baaCGqoLY1Qq4USNpvYY03d+JOVvPadHD6HRPz+hjCcPROJy/vVomw/fizlrvXnvX77wUhWRB9TEOFfAF+si9eBunPcfEUupbBByBXcgJBXKCWjGWX5VlvWrjZgEtFjST6ZY1V4ySQyIPGyMwKeA18Ao7+bGIy/6jr97mksSdjKl8qxtZqpfF74ZJvmwB55NY+ur06Iu/SAYEcrT319h7cd8w9z9NJAbiZiCBC7oTxxSH64L6LCrukpSGV/ew0utHb75xrb12/f2jzAS3Tdz7mRUDPZEQEYp/Lp06dyekMnQbp2MKb94lR+/XqxtQM4mUZtFtzUZXLYWRMuq8r5U59qD4C7lxd2xF4tTfNDc4+vX6Cl9oeOzdSq5+BNVlobv0kGNAKrNULF/MMHuH/53dBp4nuuM9vuQEvB7ZbSUDy8figv9r7le/rhNo0pHJJqY8y7Wj7bIdD/7BUgcC67t7ey/IqFphmLKNthtSh3d3dl+cVNRw0k6MipzbTYfzbKBFzcGGgs1AAdAP3QHmwWpKSlTJhJ7v3j8tAkMD20b0vuUpTLURtBiiHpqxIw/j0A9tpJpcMR9/pzVWaFGuHV0uZ5t2W/PaO9DL4dlmb5YZ6NvnzMStiQ+iLdkz+NJQZAh4obo8t+zzX8i7TABn2K4KY4awTlEPh4272ZFrTdbMr2XkHBtJFgUHeFSDjhseH3T5p8lStVw8FvJiwVPHEARvnd1+dPTYnkabUsP37+MBDWwUeN5eYA+vbyasEbBJTMIvkT3vWOOqqKwr7uXl5ZIrgo5evXr1bd8uXLZ5rAzUsVS4Tvuhgpep33pulYn3jZeWMKgDsHwKColmAPlvn9o+xQAmTtqE42YPOsoLILGqAVfAsA3fzVcWghiTZe5vMw7oZxDWvea6KcTuX7t2/l/BOqvx2FE+kBcBrfffnUPlHAKQ74r6OHburaXsGlkLP8VWPsIAgCqWDIcaM0yvL++lfYqs7ertlNADAA0VuDe8RbIHNVA4yArr4fcBImdkL1VI48A4ABaN3nfkykASHSQPymA0uvESJm8lkDXueGI3MnaYi47gP+8ah6s4yIugJ4AMh9pF/pLnLrNBqGRSeCKW3prWOM5wS6Xg23BsaCNb6/u2OfSCGY8bF3qUsdWxibO5fVPvmoF4uyM7ceJV5SyKv88XtYZob1LmR0GP627z9+GJjBdfL88aOZ4nTbp8BS0pBffr2YdsiDm3h4E491eN8LfmvlZNo3USP+8spqlcXCTODTaV8+fx4AYOMD7AEwZRnIbA4+Doq2pTZfMoJNlmIIDRh0DB9gD4A1j8I28tuPl/Jqhc6UyFgflBUJAI/nFzIoen3mqFsPgKeNLX5ZPE5OwHrPckJTyq+RNOfnZ3P2frt/DjPE0kYeH4woTtsVT40XMLpGhG9CMqGF03/+8vQGS4XwfD4QAMuWvMGlIoEyn+C7RDslz+yfBUAjLFcFQwPEnqUDnJJJdk0DJE7X/nKhyDtwVtPW+x82ONaDZDvqMEz0ixzeSesDnWHej4hwAhRVojfGU4eDRVluPZH24FFPmdbuV4WJ19TZJu3b0k5SpJ9pLmqCwfGItqwtvf7nOZwYGhqeMuWF/wDMlr/p1SOgQVRM6D6OZUGHBDUytjVheGWaF+X/ohzRRMPpOwNgu/z8yyw2+417hHGAR5+en+lmQe26A7t++uVmHtvzF9TMBYLW63PwgpZp1/UaInyy/pnSyKxJBgDQz1+BJgofIEz1oQaYo/4hgPKxmFUIsU9lzsn0wXpligEgXEkGgPAB7n7RBNZLGvVpaZrf990bi/rNRwpTkurww/3afDg43cp8g5amhQRNTyFR+oHO1Tje0aRZ3d3u+7iAQDI3QKAm85EGMPBfvP38VV5f36xsLHqy+SJRUtc8IW7+wqJ0f+wPujBm+8grFizw4eauCZD1mrXBAiwXREY0l3yQvQaovDRpfM6oMqnEGgQ3sgmXIIFdNj/9s+pz94aSwXEimGpGi2H97mNPQnxtBtGCzaGh4OzcLc/PNV/ogGDTW1hLuD+gdbGMrGo5OoYyznsxfyu1AfzcwDTFd7JWrgN4TFgRAEJD92CTekSaQFtvDDxg9u6tkYV3nnbt7OPzs2mBlpcXFmz1yRo9nEp5e3st692hrFCLbrXEh/J2RxP6gPb9UbqWFiv7XKcxKtsLi/Z6pDn8+WrmUJBw/Urt2XsdWiI2/HX425odt35CCzqdTkw870+4O58tfQemeTWBT+XtFwAQkW9qpzht0KLjzZkSOm6z89smN1fFLU+A90OvdPxlyFjFYj3v0YDQGqL2ACjTuizN1P1pXTgoKR4fHsvddu2dJqDSwwKgdLOqGajbS+YZhT/BUzpOB7WH+u9C7ZYs6hIaCaDW361X0e3wBEoIk8guHTL4REAA2X7wtz0/XYOxP/8cY7CoLzPTQ1swIbI0EIwzI25pnBoAGJxkrgbTmMyBxOYBEcAIsHMfm8wuGVUCPIHgCADxmd87NEFZCOanpG7ENCLCoEAxsPwdACgFEY8Ejd3f3w39hHlTkFqBPVbKlpKKjUaMmcURzMETfay36GfI1lcSUrUBLnIvvRN01vKMthRwoo8WDA+NC5qRuTTCkcf0pU+fPnvJV3XySeM20/dUyq+fv8pm5+WP5n06lt0d/MEP5ZCioiPtr9NnJvSKbjEQFArY4AKsCSKzyBfkejGXkgEqnpli38nRYqSz/PppmiJ8hOaGaIJzAMDXaNBgfuzTqbwiAXqFSpdiaTBnA8DnTgO8AoDJWlWjXtzHml54CRzTkNy1ay4QrpadC2y1wALArElYbtqqfP32tfzYs8sINhSJm1DxofltHGiOx1fv03b02kVP49AiOaGdDg/eH6/L3UJxt7d7wsKyDOcdAQg3K0XAkCiWaoHxgei8WNs+T+pxBkBjTteUAKAP0ACDgvpKkhuwL1Z8cK0XxRsIerQ3Ah9uwj7cP7T+rDSW3cubO8r5EIL3uWz9mGDsNlJkzp4YC1+HBX1calvOZkRGUVjvvt0BABK0EnsNQItaiAIMVRvUdy03bXAPTumy9peviCW1HnzL8vj0ZCBoXbbzywEbTGX9A92n1QKgejxKNlJIcq44ywXJyUwlQhoLaEN7hfug9lX0Vqs3GCSUtocxAmSUuJ6FLIb08PAYeyLgCz+ZtZdi6dv+lfwnDR1aFEro1JwphEum17Qel1bYGrV6zTDWCeuFVle0igl8LHJgTiVph5qgtMA3jHG3t7mCd81VkzRE+EShAdrn5qOFBn8qLz8AgGxQu9u92TQA7GtMXC/33TaR58CpdAZQ8v9Jk1e+XxRWKVAiU9ifMwXAkGTs8/X553dDaHWXwLkG7HBLsFou2d/ueNjZYiodxrrv0sNq0znt76kCR2mWz9JNwSgCV5R5RaC9mphpVJeSoGXyec+88LGojb0DZmTeu3ao6Ojd/b1vlDN18oMJRC5BoOXqoVPJotCk7c1XdXl2DYKlObkSgEXbWG8wOb23iGjvzCyJztSpJT/Gc3+mtMbeAHTQ8t0SPn3jRTfIjcN1+BtAO5rTxZK/zFGXIqPCQvh9/XeMB+dy6KUON5fWc8LADqZgMgRKAO4NSDtqogu0rZfJUqZ4MOHYi/wDMLKso+Zq6TnW6srdFF6+JhBitPquFWAyo5M2KW0TDE5F2DXhUiIBWsArH7vmAuPQNEfPT8WzDdDXq/L4+Bgt7zGfUMbTMwbTs7eaa02jhrZKre319SVM31gvtf53QKRGyEAn9u/nz5+2rusl/X8AQMs/9BcA0uqalytGkddrExIvP37GXpiWDDfbalme0E2mB8CsEA0B0BCGYsL3gQCI7jtNyIhBKwRFPdqcTODoFumaE82X/aJYgiJLbXGqFaUAJAP+AQhZ2vNiyI+8VKnPdAjScXw63tG06AHQpaYOqrZylTh792yaEIHkEpu0AQDLjvdDboLoZAIrUVQlS1bmRuIEwSHdxBzCMqUxHm9CYE7buSgYboJcPu/3R+Y5l+3jfVtb6SYpu4lUrVTaaW1vfjafF4jTIohiHg6WawSzxWs7n+Erx/puVuW021meE57/tnEzVOun+8Tf03WlYGPeYf8Ckd+jnVStW5j53YMGF/bNsgp87d9e3xgssGjp9KV0kBi2/wIQtFIwr/c0KrUSsFN5faEWSM6nSWfuBXfL+MN9CFV7NUZG+aHRIk0q9h9UOhGFG8BD7atqGVs1hzEo+C6hkTONrJ6azLQSb+UWAaeq6YU5nARw3g9p3U1iuS+b+SEt+ku/vNazBcq6bQAmzBGKDl48rY+Cgr97WaEFkqoA+fbtq7lwbC4QrN763/IFPdXo9SfL3ayBL85UXvMQqV8/f3ranB95AF7Zbso9mjrkl2nw3Rk6Ji364zB9N/2MGjN9rebX66ydgFTirxppT4TGDX15jJFBTUC8c0GlLWr2Xg+suV25XwCaIJGfGuH5jFOzDmW7TQsHSYGOwqagsTYRHWSbBF5N1kxV+sZoEnoqCPLeFvCNMS1i9uWaIByyMDuy2YX7QbMzjdJ7jQEkjQEzgUH6++E4AYAgXCykl6Gh8mI4DgfA84Fmk5lGXnMIglBtJqUBN8eY058vpzrPlaApZmdVyMxNfjQDQP/eypj0XJ4OrHSBbwP3wMaDAXZb7E3GKNdCLgAgEUFpV5eMqHkj1mSIJ84qomtpPA6qc3uJfDyAIYIHLO2KECgd9zK3ffz4YRUx0AQjUuMpD/A1wRfoSbPGyD0z9dzm5pR12w4h2bpPbGmg4Vs6C6O1ollV4NhYPL/Rord2rkl9AYgZRPT9SHmZ0jSrT7AKaN2htlm4vD9msnpbMAt4MB8kKRRcU4C0dTT37kPZB9gCIJPVf/76af5Ni9Cv0HLMNUBoelIUoFX++Gn8QHOaggVzlp/R1saPEYAg2/ppfbFS0v7C5+nEOQOAqgCTIhUAqAwIttKOJkipEkR2ivKLuFCQn1BzX5ANbhYtgA8aIP0EqHyzw2uOOyOCuy0ZF9EcnoOL3DXci+BFBB5nnBMcCBwCQvpYSIB4DoDsklkM56oBS7QXotSGroGNgRMbxdcm6UbanJumcXKX4fKxoAEnNhxzhGk6PN7S88mMGbzjhwG5nSeLTsTPHgnjYUcMhHiLbmuUCU3P8ymb816rL06mupgTpW4Y18aVKR0qZE5g7I0BQwaqlmEusY+RSqcFXma3sXiq36kABu1HghAVOKZddwnK2EeYzNQMWQEjxm8US6cpBOlMw0hCDcwHTdC0J48G14h3RVH+Vv+Gz8pKx1SVE80KJB2oXWEe5mrwllcZhANpPPUijxk8ZL7GBIChxaaoPMcqAKzPvmYQaSey9ge+oa8OfjqupMOvzV0CJwNe1QZdE1wsjd5+euNVW7UlzsFZRxqMABHKBvoFQpNmQAUgyf6a6FtoUOpdafBsKB/VBPaRK/9SwC3p3B1LkINxNIWpRKEVPugIP7GQCn4IT7tmCEosxE+MDInOxdJhXr3dOUPiMHsJgNAAYfqecDwjSrTWLJnhGeAIDT+ymeKJDmsAGSaLPDtrV9S/fLMFEGpgSHOEeVWQFHMaBHwOtpGKDrvpon7VvD2ZwZhOwQFYkHCuPz7ydC6P9hnJYdz7A7txOCCjCcFkDLivAR+bWxqIY77p1C6kIMDZS7+lR2hNG2RUWNnu1dxhDldmFCMN/z60ZoxrsaPZr/lBjzQNHQLjDwBQz+gZ7b0AmBmQJuCYdS0AtqGAg7NceX/ByIejF82TzgKu0u0w/ye4MNAs1M1rPFNlaApy1ICHq3KcbJMwzQoJugEyCGrpCd50U+DFNlc0k7XeXgAGUAAAIABJREFUTV9A1dA7zLIiZAyA1fzlnWxPm8OQrnuEMgAK3GWCY+wYdzRgSBFlCAxqigwU9QAI3rIuLkkwmnZnvQs9Z9CDK9DC0D5fa0mfKEcDmjXvrAOgNYldrcrnZzWJ7QCwoRs3gRvCTpTJBbMxQgOcNEJ14sFIPpwPb78revpNklQ6lKVlar+BwXzA0vyY+OygeaaEhhC3RGKvDV6snhnRPC3d7GMRNEwcSOzZhGNJ8UOKlnovL9ME4AS/v5t0qkWJjTnXzQcgH07t0Tbya2UMRjKmpYEhsurgYdqWF2/v9tACqVMhGjfJe3J/kToUH+L8Ck+bhZBAG6v7B5YVmWbBSGPWBpnC4Skl0tqx3ggO+RklyiPDWL9/+VpeX17CpLIayy9fazeUc7FSLJ6sRiLE81RbnC1isnayk7IW6GPSmjkOtFZVcjaZCR/A59pMxsBGRVHAwlt9PSAaXoUUngnBgkglkmuNjqkyOwkTxGAOG7gkoxMMZ+3zvQW/RY+Tll2HxAwEup6oBFRAkhhNyqKfJaw+fxRi9dVolp2wBx1AmEOjoq/SVz5Sj6rgCzPenVeam2hEkHhdYNUFBxgxt7JWd8gtZIe/JwCU+YykZXUu4gZ48M1TixQlhqYJPvn+43sAI7tGUQMEH4Wbyl0EANEvn5CBkRKbBc6T41ndrklHE9h4lHfsSgOCIFBI9sZjtRU+ToUjAB7ffnsUIIiI+0Rgw2mOP77/KG87+qboR8E/Orm9yCw6yy79wOkNfIFWWvRU1vCV2CluPPUKGhEiY3au6N22PD8rM76jEBOtfhSl+wcV5lYSM8DVzGK9jvD71NQBbJbaR+UoXJOakR57d7ct93f3ZXfYGyMZeOPlJ3ph45TVj7ehCVp4P7+8d5/54sysreBmAOxmLhI/6ROhxJLfQpqENBYzte4QmeThN/FKxzPiEHL4KV9+/jSmgllp4Awfxejl+Aagbu9XzWX4aYzYu5wzma40SV2LMpLh2EbR3RZgvXpkPLL2XWdS+A8tgddf6JD9/fuPykSuxfHjhSULW6dkXy9FoBEdrH7fmm4Vq5R8ZAZH0gmCKauZrLEoYCTrIE9AsmCSKhQXtftj6WZuVitnjmDRpST5PE1zrceW+7s+Lxl0zYq6Fl4HZgAol4TRqp2C1wIgNhruCIusNxOsSdJKl5GmB6HDY0A9+u7+RfgCxUeiH9HSt6+OBVr4CQAaofnGDI7FTFkXdJ3RctxbfiDNYptj5AEed9QAXerwVMNFObpmh060qKndv7DXGH14cGgycZfRGG9W6RE4XHeHqM9mXTarJ3iLmf8DtIY9fjiUN/jT/AAYBDjQm2z2hftLQ/KW1jhDwNTmPaJQK0adAITWrsY7VPsNTesx6/RoJThYCJ6+5VG9kL0I/jLNQOVLT58/siWVneXAFBe2pkfNJwHADoPJIGgaI4E3A6CIODvloamoqakBnkssAQ/mpi4idhhOf4bJoBmIRQG9Q7Aldj880Kz5024ntwBVukYBnXC4+2cWkMhmYn/MpYNy0j2bJ4NJ0edOAgfPQZQRtGSalwSCl4DBx4YAiUAQGrJpAs4EYY5PMa3KhASADdj7FfjYsgZSdkELgC3Ayf0ScqxPk3LGx9gZPGOghSXHp3LYwYLa25kWMvPxBAbPhNgCwLmVdBBJXkC4g6Q1WwNkj/5K84P1YOldTSiHWnLkCHpjBabAMcGZ2iL7N+brTEjamF1HXtB19hkdoScaYGqxFxKJRyAoHyjUgkiZcSvHXWHMimBXbgPGOQC0km0kJ3tjwtV5yQjo68HMDlRcWFRpxagjSli0zFKZrVknjvYzR/c9y2DQzUQ+MmiA0KRQ3uOAhqgbNKJROVsQlArTYQrvmWC5ObCMDBobnr/fMg8OKqrla8FfaA5tJ0Q/bFzHD9KkJfMoYAEAxAuEhrwmy8dzv561pT8g4q1IL7ViaIIW1RNteY+/N9xfrZKciJV0LaFjNcrQcCwfi0QMvwW0ZLgL5JwO5skclgBw5GODxigiZveNRXkwHyqd/Oyu/A9fIo6eF/G3R8KNII9HqzmXST4ZkTSWJc9CsXQlNYrd7a2ziZ0HIusUEdglqpeQ64jUC5r7L36IuNaynT18X2RxPY6+t2o29usV16qiZpA61ABtVNp42lkHgNSEqga3WCHAsLF0M8wZaVbme0a0NIaGPFxaABj3DscneGRVazLe4WpNgEZ4nOaawaaU+mLBKE9W7gGQVSKMAwTAIRsByob5+dydENfwWttnT+WioOTZJk9PsBaTCWxrcQkAvZRT0V1KQXfz0CduCk9qic9YgmqBYQKD2Rdk+B1kSwrJoyTHpCuTtcvhwJbc5vszZhcH0umONBl8/35Ph+hmibNvV6U8bXmEn6KiABIc9OOnYFmp0KJYQXSYnZf48tdbefnxo2zRqh5akqe1WLcM63dWsYjR341pdqEFeakTIryib2NE970ZwKFut5xYo7jeMBpsDUmP5k9ShFp+RWiyT9JklcZjvkMC5sgU5iryv8gZs/MdlksrgwIBtVHFa2Tsn3vbu+Di4SkB9KPKiY/lMm3RI+QREL2kOV5SMK5hqkxWY+IafLM1P58s8RtMlANI+ZZgGtBK+JDPZ4tMonIC31dJKa6DBgwawX6ZWZ/P7ei1P7Xo8ofJ3xvP7jW2PKgAt/pm9oH2AmokE6qCxU9xrCWG+Pm8ZoUTUs5Am2sHno+PAdhNVoNrPpa5ALfQG7QxHaglWGrrv/GuBc48D1QpQ6BDC46kudro3B2mMjkJVLxvtKuihASCdJsx7cZcEX5PZI2g9NbDeEnodKcZagxQvKCpuhXHLMtiFTJUAl2zPHtCufIBPTjCc4HNB7j7DYB7Q+Lo62sDgLgAAGjVBb9YHF39Pt5J2Z2QOHHeTC9v3AkAxAKuF0j2LOVluyhPXz5z+B4hBShAyyFCM9oG8/X543Pj7xny0suufP/8uWwRrbbDYTyd5I6RZTYfkluTiIANQhKvVUAoBQYXKVKcyqrM1EV+l5VeLUxDs8NbYAZDc/XzHXJDBTwRCbJoNWQvT4uxMLx9j4Gi+AciDfSVj+fMsz7uHyJ6CeLTZaZVe3/DJqDjwQkwO10TfI5KwoJuPKodTvdE1eHzSu8ZQ8hPmYAUlzApGua1C5uqUIQKBU1z8orrqglTfVzVHYP3LL0Ep3l5Q9FmzhgDBNvTY2jfSFr/gdyz5KvCvqMZBuYCLVM+tcm4wiVITZBbmLWR5O8cEWVi6AasnRntrI7tXZzuZ8qA3z8UR1c9XSkyAERE/OOJbfPLZlPOb7vyWniE5qv7eEF7EKAyx21voOlbkT5dOABDNDqwA+xd7mirc8DIfM5rRImXIbxbvdj/EgBK+/OgiVkv8FsmTVruA4usJ/Nd6/RwTwuQClXWunM/wISLGQA9vYWmLe+IH9IDnRV5PjBaohrfsUuSAaDVAO7fPGnUtSDcwgkVZVkH+AAtPK4HyNyoNpgB4Jogudrx+0Ji2OCYoPXhcx+Z5U+5hiSpLCclIry2IIMOL7Z5OlvhwOeH2r5ZGzOstt58wSnL/ETeKcWaOyAh24CNJrKBhkeawETmX3p79dIzNuxEsbYOr1Zb+jpuG4WNBcGT0ATV9MDTJCwgo1ZJAsOMTh6BVfmWmRYOQgbCtzakFB25CcdlcCFhpYtMMs6AQhfkidHScK5zTjIJsznINQ8XcGgimg7mqZ5vYjjkgalyw+7rwTRpgRoPfzpbyj/tgtP8xxAKiR9IL2i2i3OUz+Xnjx9MD/LBWNaAl83BnNMxlXk+GrfRuGuCEwBsgK93H2QJEHeLtYQwYMcTmogALHStoSIAuiBzak0xeCS643V/YkqKMTOc+n4o0n7i123HoFxFLCeEALQ7PAsNCvCT+5pMYV9Tq4Zx/3Nv9mrdQwMMAOS6WYK0C4N+heSKUnMIaHx479vXL+H+4coJV/xckBTpd3+V+woJZIzvnu2sD76oQS+sjxULPaw6S2lNbuUaAIKZv70yfy6Kvv0LIEQQzvGNHUWoogIImRJghw+JyEwCcB6rHe18bLZpSZ6N/vHnt7JGGoe0IwtI0ExsojR+Oj3aEz3n5gQJLH58+1pevjHREi+rUb7bls+fv1gpm3Lx+hzKaDkPU9kPGFLJD6YHsINDGIyCpgViSmhfYDQdbm0HXiuZWQmr/hPR3aenx7JZIUJcKz8MOC3ySj+fTAFOq4p/lA3RNwh/nfsGG+ab/8P2KR2vSfpOjNEQU3sfCRKOi953YlH9fsti7V8qQTKiVJlh0EcFXDZJQC4m25ix5RWTo6Fpt0DYA/XZ/LCWPpK0dtwH1gMrLNhMQKlBGKX5rr3ETQ1KK4NW1cGNJ0/JbDVAma2a9TSvsQdB3g3MiT0FbSmLgJr+vafbgBYZXLMGFZ7yhZgegHF7cGB0oYV+dhjgqT8TJcRQHWEGeZS9wUpAFQvWB5HdCKDYHT0ByqtGJIga+hS8eGUNAxy0PZUPKWrOorPeI9MjLZ7Pn2A15bXOAOggGHTs14V2zlb3ZjHIhRcAKPOE3dQBk9QAuT4fTofdbwDQL5woz6xEakqop7S24nsjqNN5YRn1caaES2+ei+pT84x8LAbGZqq2nStMfwEWH4fYIGpqTSkNBOkAt64ZyUQMP40nLINw7SDwbLrC1H15ZWKmddh4qBE+C4KgdRedurbkAwe1xo6N49yoJaHDhfqgZQmJ9Ar2e2NY3cqg0v1l3tLkXpSPn6DxEkDkY6ztqdxB60IAY7E5WgdeTxK3lsYh0FrrYIiBTvgqdpzDSY/c14/T96q6N/32nNIjfvNAT3zR+LT9UuSwJb0S1zOq7mfh2t9sFEGtgUBcTTauqUoUxVL4HG4I+GPxAphA29F3rRkCDru30rTWB8Zh8lk1bcU77vg0GDzxT5s0EwUO6CaxF67TsvpPUyCcP7TM4BeLwt5tKbTDLKZbiKemvfgt63hy9QxvLwHKGdS3kvByWgXogB8BhJauYk2PHd41Vpun806mBO+lp+Cacvvorx2fUdKTVBUcR1NYViqBaxK+oY0Euni+pxa01gLThcxsFAEgW98rIubY6higGIcD4NtvnVdgGp2jLHmWBALt6Hxm9OblBZE6JJTypoiv2UYkEMwEvzzR1ES3CFzENJtSnvw4R5w3nMGh5ziLYuJR/r0wqfC31Sx3EteZTaUwLH5PDNgz8BxAzAJH98HkfoPxNG9lyZzu1XB2fj/v4g2D7RWQS/PIwKrrbv3+3PX5+/n30bNGYxuuVbpwZnz9owSI7SO4li0zVujIU6rXzG3MDXshSBqOORFOCGbttY/JgZ9pWyn/zvLYqHWZ0z/p9wog4XN8nUK6tdIUtTX3w5JmOQAQQmGz3pqWKug7eQWY4YH98xQyJYvj4Q7oVJzcWPBE4xBZDRhBCFDZWq1YvUMASZVosljs/gJ3X3PHKPvL059Mp5sAYFJd4tb1PfMBQgOkH46NGyl8dHWl2uWCPoG7DVXnzYoSNnr4BT3oAansSbk5PSEEanZAMMfzI/C6hA+XwO4ao/8p3ffPvAa418bRfz4ClcyLc9ePxhXElQirX89edN8ClNfmdOkeo+/eer+rgHoDaM3Ip9lvXtvfzBdJg633q5Uy9LvmF/3o3BIOLCDSxxlk6ve2z7Nf1tM/BCLKx5skyPf7nAXW7Pr7aOZo5Ba6NFT1B5irzjVIs3qRz9tviDTM1CjDnuNt+RAcMSB0QEyHLGXcFL5+OO3ffsOpDK1O5WNMZ4EJVh++Xm7MVvdjwlkr3O3VhEgyiIx+z1s6B4a3LG4/jh4k3sMYPUG3QjnT7Q3c1EQPEsqkSdXWyv55N2GFtdLTJjza6PratnSVCCwrHa5dwMTg2231AAMBg4eGtuIfzgmKOaa5Bmbv+fwW8LkkQG7bwXk6v+X5+vafCNQ89iyY3jWnXFamffZuKD2fXOLX/pkZIIXMs+vJIESweyJRWZyRgGmAB1oUwlcfvG5A2kynwtkHyLDA4XwOhAtphLV2KnBWSAgN8LB7+w0fw97zcpbnlQU97taDE8hGiD70q10S4x3VTDSTzFgznaHzd0bAOdqIOWK9xnCXiByf9S6PS8Q5AtNM2JeAekSAI8LTdfFT5k+PZv0+jPZlkEDYuxPy+s+NcTTOW8HjGrNf2r9bn3EJCEf3uLZnl+hv4a3aVq/umnFN5uTpQkcEA2oGxlWMnqzPzILE293nNa1DCXSjwHgr+K/xzBAn2jhcXDK7R/6QQC3hgtaGcYqQ0lhXaxPH3Fmku5gm6EBorreUpgSXHq7/8Pb66zf6r7ELxLLcrdlbbYENEcpnKdZLJUViIqWjHulo+Wut2zrNmxOSjy8eoXNKLcOcuXtytuKnPV4mtf2eTW2XcOlHYE5kireKzVUCm7tgJNFHhJGj8n/8sBniuQUwJ07peSTNcZFsjM1hgD0+zq3kYKxSIgn8+l3+Fh4Y+7OmVU2mMsdk1wDx2n5d24O/Bc1ZIeAfLB3wAID28iMDHADPAEBcKgvLNaEgt07haM4QGtKDBjSYWPSQUJ6sZxEHM6bvjNalxwd9r8cITCgUhazgdFaGU8hwixoN0hZIBOc/PbdxwWDOEUawm8JcZWrCoRf4Lx++n35aHiASngEwTwdvwz434TxJ3AQOVh3m7VnWiHI2FR5yPQeIe46gh86VpmFA50yhEpulc1iU3KihZfzMm9Qtbr+SSWB0zpZ65Xuk2xwzTQjAL5wjmEtMeW08o8+b5/8pYlxDipnPu4hvc5XNP3nt/xZs3jvEW553yzX5udf2R5y/+krBvWKCMMKHtNnky/IHn9zyOj3zsri/BtabHP2AuwFNNL/MI+m7cxkS4tG4tHtepukR8MVadUCcNc88z8n6SxNUFMbBr3frGB7gyywaOC4Q+T+V/ZLNSKwfoGmI7bIaANp2oGTkdCoPbw/ufEwe17zhmrAKynXMo+fhQCOzmlo/nSmvSWhyOURfPVD2FIIgX9ZNBl5HdbK1C7qT4vOCzUV7pQbatemQo/zdWY1j9EEyza8xQLMA79Dkeua+9pwsmBrGSV+8kAb0XiyZvX4EgLbOA2TRvvzNw3XbmW16962v4MnN9wt+d8BafWOrpiXrY6HhWdQ0RWhtjU48bmBx7pqDRFpTyo+7OJiO03seTj7fnOOZ8SpK96Qp5jLB2OduwVJAo4GaTAOT35twQzur5LizHFWbVvVrcpaMKlu6lPsGT0sGdXehEXoamoeptT0fvp6+GwCuT0xYfjIAxAi7PvzBVB6WOrOdu07NokntSZRpCrkxJYu82VlWlQ7CI+Z6pfd734Q2LHhJkqyj/L9JeflbJvoXGt57gfCSwpcBMOg2A+QljkqE3giOK8jcSPoL6tUckGlNL3z1Jm1+BLa3CpW8LNlP0LzfSyD/G5ofWGPzxq5CZtEgH8x9gaawwESUe8ermk4fvaSR3WCal+ZyVaD5hQIN453s1x352AcSQJkh/nUGKUYbkjeRv0cHePure941AZjcawJTnQIYub2uIpvnBWmD0lh9wQ4rNjvZOSCGBuh7/+Hz4WsAIDbieYfazloWNln4aEXNDsZ2BGN0wgiUTF8LjI6Ou/jQOkdE1wbX/Nznxy9HVXNa7LSAWus/YYz3gMql+1/Ci2uf/QnzXbrnReAbcqq/eSsA6h5Z+71xEiMN8JKpXO2+seaYp3Pr/sRQuzH3U8hC7CaBli4yhs6aF7L43fTduOYH0xcvK0V035gKG1KFwuL0zLLHc+p1mYHsIi2I56gxDXcp+cPCwjJwTHl3eY8MjJSi0mWAZLZvFJAeYKW0XGMOT40RANr967nL/NPS2Kvq6JMkqfnZJzjTaLkzQQJNEC/0DLDv+1Q+fHr78htYsz6yYuPjEWdujACwan5KkDZno/rzdXNSSx917JWGR7PWNUEfLPGOGmAqNnYczIv2TgC8YZ3H1HHLF/8/uCZTvn6fcEMPgBdA7ZrEJmldWZjMFDPo1Ws2AaBzA7g05gRIw8clreXa0EfAO2eaLhnlPW2+N3Xm5EJaT/ynQgC40umjYh4uT+Zbly+T9WwraSTHCAhR7aTONBPg71BdVpsnTivoOOFHqdm5MiO2e4CycyZyzMb3st+TqCzTPeu5Obmiy9bA85abBUqGIZ5wOLPV/nHLc2EYDOE38PeH59dPv3GjNSo2yqJ8PLJ5phoDcCGSza3OKQp46LMUwDA8c3VXwdfG7CXiuVsotbvpNYXQ8jrJkRftVg1Aq/QeIs8rq+8NLIQmWv7e8fwNjuZnXZrXRSC8BoDvVYmuLXC3l9cu1/poGNJSnISm/qsKeObDcq3J2C2Cbon5muePAHYwwMF6IoHXqif02eqNvvS7nyldAz4+pmdECam1a0IZl5eeRuNfNujYLGhCx2uglTbAMDksyFEqloVzrKzmtd7+gJpxQaRTZ+jg1+gf6fvIha3jMxeBNieNe7LOeWMDSatgcJTiKXuu/SWAFwD2bG3Lk/yQR+wLskfuPRii+2I8AMCnnx/NBF6g1G2xKJ/3d352qmtj2QlpnSjUhYNIGsEYn3SdOxdZ3R+qSSv1VAENEeOMejwHdklw34whtzLb34LlzQMaWHg9gAbjd8rVHNB2c5zgtm18GuCodLNhsgooLjffM7umiYLk3sUb3LpH1wSNA9/7BttdPRlL+4bRvpu8zCvD316ytv3K9lVm8eIz/GIF8nUZtRcWNGTH8tORJ9GdTzjXd1E2y8/T+FE3t9CGDEfqGE2R7DRyXlvN3GrM1gVlllm10sxm88annptWFRhF9Rs86zZntBcT/6UvhgSW14ETp9zcTSDev5d3jrfgxWh8CkFy2PJYAQBiKIFIhH74/mQAiDdx4efdPc/80Jm0UjVztxN9IZXu0YK1mK1LWskZEYaKB33Jw+T1oc8R9AgQsoC5lWGSkPkrpvivwXFufnmQ15j9lglpnW4BwIaa8hcvPUiM1RP/ezbololcoZdmf/6DZ8ctBuBnbJNFDLQfns63uEPUF6VcGhC7Ey11hIRHI8leyJ1l3e7phLZNaBBCX+EWABivNIbQNKopGODWfKMbdwJAy7FotLe6ttGOzU1fw0zl5QoM+2BIH/C6FKSJz4RqDlgBfK75Jb7NJn5oeePVibgY+r+g3vmwYYI0m2bVRNUP918fzQTG2R8AwKcD++itFFa2rq6+0TmRMBOaSwxJjjhPwBZI+Tl9kqWj2DWAayRLxyADc+AiC/0H/NDcX5L0T+6b+ebaHC+B4XvAMYOfnj9J1L4ymZ6oZ/11MxLnT9bq0qb2858BrHdAq1/a+rUmw3ZNRYVWMYwVNb/zFkc0AP38mITjzvJlQ53zvLQzTkt0AITmd0Q0GF2YDjg2dlVWi3rMgtJSsg9QoYBhKstFIKwlkLnbjnFlTIYKDTnVfyqLI7I5hIwCTyH+IOJrl2TAC5WOWq+0vYnGx+9lU9/f6UwoMWTebT7jcOcnRYbA4vsf7j7f/8avKMFD26v7V/oeVsq/8yHLDg9o9UWiya+MfvUF03sI7Ss/RwuSKDYtdH/fSWrDexh9jtrfy3zvvb5f99GY+3tOUvmlMc9MIt9Tv1/Snvvn6W+BYTaBnanfDRYNCKYHztPjux8x+4X/DAClgfBJuu1k+fJcTZHgFdrG5faHta0vGyU844wL5Pv531pj/0kARMcWaILQAJfUBI937I949rZovpZDzSenn/X+uICcOpNmTt0E2+B8AsAIXlbe7sEyfKwyoUdpLwKyiOIq6OMA5zGHar5zJ9RmS1ruRPOW2PLWe5VeSOj7Ox6LSU9FnfSH7fOdRYGfVgsDwONPmrBoI6WkZCEzm6q5by8mV/P6uCAcsLtQpTdXn4ESmSd5fTMZD+8FPjHdLeB16Zpr39fnEwa8SFHvZ/xrJvIlEMRnI4Cg88pLrhI9dMwdgx0B2Wgmzfd9Ha7t33Cdry3++5eR33C/9aVI9eTRvRetfTZxDP6jV56kdveLwY8FgAtrDPDz9tzkau6JR3+to5uZvkyMPh3Xllq2WeF86ty6ywfWjS+PTtua923iAxz63uomVZ2kfS+CmpFiUgsWclDFczwoFHIBg1nqSctriMtJMXo/VteCBTB0dEC44biXMd+0JtUKryLMor9bP1/cEqVr+eyHzdPmtx1IfL810Hv5Ch8GjpOtAKixBh80IHgDAEpURJIiMuI7TceIYgYE/5TeW7B/312u8WB83vU4mnyvQ4BrgDA3ylktT0DT6SzS0BMCNtJd4+w1QL1Pzp5yezzmygK5sLyaFjMAHGEVueh92xZAp+H3kw4cGQPK9GkdhOR9zyu0erUGvGX702nbNTdvMlJNVM/Yle/Po8Dm+7OjV5mNsVqyFE5soXlV/MrBDP809ozf6pd2pD3OrReXvT69FirQ5LXPhQMpnze2jBcwEOqLmoMyYbr7Z7jSDrPyZ+raBgATTbWyup6k1+sDdC+cyumB3arPy9QbsSzKh+398jc6KX9+3NqFL9/hhzgV1ODaaU8KamigI/BzImvQPwVDcgQ4wuk66f2ahhOE/CeM8BffuQaAIRVuvfDGsVxMEO7uMQKHufWc01j7YeE6/ZubYwcC45n1ADO3TiMVNSHLVQCcS8yeywAOKGl4f24O8/jMT84LRHUXZYmoL7qVxxkda/r8Tp7wPFlTlp6C5QF8pzNM32M57u+ti/liwSbDAWPNcrajarcjp7Vc1l5t/DMaoSy5rPQI3ILPBXKNecyVrPrhnFbjsQU/9S7PiDiusVetvZl1FmR+jGdozEl4W9ADcYwt042OSzR9EaggCvy0+Y0W9dvF0RDy7SdV8qjB9U7QokOVmsjvR0dvyvtLqB8+Abugj/7moIgv0iViv8YIt/LXjTh0yUpqbnEp0nXrs+auExjS0XpZHZrVEEPEXtawJxTo3zPGHSzuTSCYv/ueDXqnUMnr1G6OW70JDPNpm2DWAAAgAElEQVQ6Dac1N9eekZ1BlzxqchlRX9d5vNZ3cfazVfrbWgf3c8GZXub7Oy4sDWZ5fraoZZTMVZuZgJuYO9g43bsC2lgDrGlpjv/d3mZAzPxbNSsKnGwAh0YYh8SnLj8amyuTFVi7BXGNOMGeBqjMvcqSeb6JUVVkMTr29Lg+WfXZfoHgVALA49vn37SxkaB+KvsXJGRCTWRb7JzAbFvrdr1Fh+z/TGSWVIjEZ2mAhnt9YvWg4uMaCPwtmMzef2rpkdL0n860/E/GkbWTnjMyh7YGECXNDNJd0xz722oe17Cm//xWwDcbZg5V+0W8JN2uDXC0IfU7rKqoQsCSlSMRrP8uL8wYM69D+U3X3+yg8vOG6S+luOl7yEEP9/ml5yJvkL4/9wEet96Snk0QKlA13D4wbDXeVvOrLN7Osdf4pvOre9GDpTSsfMcAQv9aA4wJEOXyb/AwLTR/rfDXklkd5dCM9/4mGB+qaXi8LhFJ6XlwueJEwtfyyz5D8Aqff9i/fvqtjTAbeb82IKTgAbypZld/e3a43zzC4z5Dhc2ZX+SdZy8B4FVe6Jijl+Ajk6/hmUsAM2CeS5rNkBdTd5mbwTEx5TVAifkNQGIIekGJ49FUUe4StrvsvXgzN/4JAM4h7p+q9jOL3Ws0GeySPKmpJB1AdMiRWM/XS+emURYh6ruwqK8nOJe1AdsSpm+OSmhd8RMKB0xf5f3h54En/60WTz6gqQmf4JlA7aTXpoe0QlPAYkw/2KvexM6WBsmr3R+BYqMR5su6KCyvS/ew4c0TmebYKbohtOYEkp4g7Q8pRLkIA+0VgUmvSx4upej9h92vz7/h8ztYBOpYFgdsIB9DCKtNCyLPT8fh+QLZdVZJ4t0YpB1G0CNpLsG0YtQBwOX1iesb2VGpdlbzuaC5zdyqiv/MFN1mhTkqVaEv+J5hzIky5/e9BLg98cQAM8h1xBWPH0iGq8JipA2n+Q/XutVQ6uw1v57Y++v/KwBs13PC2AEr3fP7x6f9CPBIWxofL36Z5rfYvtDvt/AmBzjCAGoduiUJpTL2e3WGaYDwSR2Y9nI+PNrhYkgb4/f8vOuGnFIda7zvMw3EmALgfPCj9wEmuEcVyppgTgjzhXJgCACc0ERd0Am5zYBw9s2M9i1r7LMauZ1myU958p8XZDguad/ekBBth0q5Bvjy4+NvAB8AEB8sj9tUewdDOGmAbtbK1iYg0gRGIjUBkJ2ca+DDdyoDX6xMlxw9gx3N23afkQQZAOnofhf4ccq8Rom3jMrnO/PASZFEVkWu3T/Pq5EMfNgEP3pp2zcfkGi74FLUY+zSDqhHINos00Bg3LiCge8901/6/ow2MctIczThW9Kbx7Max/KlrDabUrY0qQIAD4xvLqImtwVc+fAyAOIYzeX5E5smlKWb4D0A1n1oV3geAGMbL2lc8VnVCpDOs8GxGI8Pduwsjs0UG0Q6jGBxQH9i/9F+Zu41YJ6TfzHd66lLBmjW5wplbysDQB6n6vjkwST8vd8eeAC90/WHn9+e3ASmD2F1wjm67GCtA8ehSlbQ69JeTNtbeMnjwipI8Iq+XAK+BvREhaY7XmaP5uOBthP7NrhPrPaFiOA1/LkGgM1uD9R7YwQf22iqI+K85s/LgHNx+UbP7QXFhbHhOWqgpq9dXS9t560XzlxXufcifVzSbupI6jP65QrFSd61Bq/IVAzHKohHzW51993y/ZCnTFNrSc3Pcv6S3BSTi6Hj5EVGJff7rQUfNys1QB3AW7zVgx0lID/OAFnv4TNIZqd4oTZWtWskANbL8vH52Q6Qt7vujuXHjx/FujplTdBpNA5JcyOPPla+LIVFv/vPqQ9yQC9dDTP3qBesvszek9RSh9ar1P6r5voFBOHg9g0Vvb0fTWAAaD397PQxaIBrW0v4KDRYA0AFRFLImytE5Xjl5q5K6CIJMjOz4V1PgoPeYpnkL2k43JExiPYO+H4nYt2vALCuizNFJltatT+jpJ6hBxuXgXmWvV1zG+LDNXAZmeUzQKfofMyzG9D/CgDzsubpza1n5ffZFbzlg4san1d62HbF6X1HS3he3f1gZsNajjimtSysn1Vi6jxOMbbHhyzt7NeybLY4bfGhi/BGRpzD2+UJszlARl4HCGk/yDc0f6gG1xbx4V2cBXT//FhzdHGLYykvP3+U4/6QIr8KgFbTOHyDNwjvHtAm444lTJ9kOvDf6WbmNTwygy3F6szlkqu4c1wfvT8gm1Z8OBx2v3HObwiQV6qI0lpwO+IWH2BAiIx3U9X5qX3uzs84yyN1fh5GLi858BtM6zWWnqyFJn7dtaDChCuuaaBzyDlC6QEw9ZpTNjlICRJlaeP0JRDajPaa7pufWpe1n9cMKPYCJL5263peA+MrMJTBIl/q0Vs5q9vVds3CfDmX75/OwiI8NMOtoDIHHnF3lZutfpqbZ4nuIlhs5f0dHVz0gIHcU/86u+TMtJfDngUIZ3WLWfB4x9DrYn79WEU7asHV7wMrfUKROVNXO0OT9YPVeQd2S3n8+FzW281wMXevb2X/4yUaGpNk2mRosaxwIoIIirr7cG3qEcvOPs00fueLgDKnheorVHPUM6tuXNukv1KIxecQu2pJ32F5KpvNurwtGKX/cD4f2Q3GzbS3rz/t4HPdVJGmGv1h0wRpeFJ5dX6xfRbaYpcvpOVN4JcjNf7QPJxuQwZazIT/WklpyzGnJc69n3BpaKFf+l7lmDFnNgySJHLni4n2Sp0J3qcmhG/apx3K5WCtucv9GvbA2H1+Fd+uXpCAvdJZBpbhQknKD1wQ2cyaT1MZkFFnWhERed1Ef9J+gHiSdrVcvZiPabF+8zM+3N8kzSM0kHZW1fdHELZ/p7MBIPcUpzAuyt09opcVqdltioKQvOg7HNhRc+6gDQV9sBd95N++ve4tzea493I0p4PNdl0eHx/LYuvpO6PNOJ/L65cfzA9uLMA26SXSTkRl4pNElDo6w0aRNDg9tvpuu9SXUBa8NA45k1ZyaBAX2h/cCr5lDoDAKx0DsCgnAOB2YwCIJ3w4n88OgBzC7ttPc3rCL8EyFPdhpVw/PBjORoJgMmGVkd202WlFdHUJcoOyxtIAVa+JZFC66JcbMPDED+mMONEeLqgTN4HekHraOEqvAXrOUhBA6ojLPR8BTM35atMSUq9FSa4cxmmmxz8mgMp3r7pmJzifNNKO9ceCICbczu+0IoEvpXGlKJ69nyTScGX69QrmG+l4eWhtY9D6SfK7wQJao8PzqixWR2p/QjO2chaaTpanpqr4R26SKm2DHqRFWcOPZYw9I1h6yym7Zqq0b3yCRATS0svPRTkc9uW8fiqb9aY8PCvt5vI2HX++GS5QvdHtMuAq7lmJLINlnx+Ip+Xzgpqd8EYJ4S/MrgMrryYQB3gYvvmhR2rU7BUmuG6F9YQ2DPpZYo3XZbdxE7gBQCD91x9WCgeb3wZIgHW24DSoAS7ZMxCmcSJmRYnquyMATOpzArrbAPCaxtEBoEuIyfaOAPYSDfwxAHY3FcNUxOvwIhR/jwamNucOiMHKmeBd81dCevhGb/DJiJAcElvwu/b9anFkzLgePdc0+yjzg5the6SSIKjgABQA25lKncwae0Dqd65RT08CAVz+wRKJz6j5XR3IgA0AVvyr8iAm2iRgVw3feSuUAUYvs2ZrgJN4sJlDcpEkRSutv0bCsZ6O95bnu33+fruQwxDfDuXXr19l6SnCNmoXsko2N1PThEI9/VQgKDKq5MJxEZcZmKh/O833VkDKprAGraWU/fHAvGXvMtOLOYOvRlE7l81mWw7bvT2bGiB+Q0b6fl92L8iTYT3wwY7sq0nRvBm0P+TZLM0XiJ94KcNeanCW1C1RVYCqmeUdaGVTzVXlCWH6G40GMwK7S1reCNT66yvlXRaRt3464VDZMumnSCGZbE1FQ7PZTjZ+bZK/VWiZtFS8KDFE4zGpjNhM5SrwpwVrOHAGavq33bRT597y0Jlix1M5HFAiRge3XC2zRsDk/mTU9wKfmNFZNNoxLVcAQNT8Kjrs9zdOnicC+6j+J/BDKBQAEWZshVB+tQLpFKR5RURdncakdRF0eAf2Yz2Xsvlctvc4ce6C6ZsfdDyVXz9/AXHS2BUAIsig0iJnPBg5DNZEprrcZVo4q0jzKLr5CekMde2NUWto39CSD+dT2b3tyh6n6w3XhrMOalcFmyluy3K+A+gCAI+n3/ac07nsdrty2sEJe7LTk5hfc4wuDULS0ABTc0TxbMte8l/klZT2VyMzjXrc8ZMcx+It8iNdxPrdWXc+Itw+XtA5vv5vAbCl2ylH3AyA/tUkBSsI6owESeFk8Zg0rY+NSh03seh2MFHWzD8POy/B1Oc4kSh1PeOxl5Cg/Sx8bzAvYar0AKjLBTAonkXOqkdbG2gbMdsN0BdaQ/5+TFOUhrM8wIFfyxqWTwJA7UtmubjVZL/z+lFVms+Hq1UnVKsGAGtuqgSA3fPkL9WdLEcb67f+WB6eYP7eDoD73a4cfu0MD8iGdIExf9HTXkSvDuQ57SV41siWk+FqMM3OcGXJ9ZByFM0M0uRhiiNv+f7h3sAMAklxC64Qn7Tf73n2sig0da3ZfGLF24fzwYMgh1JsggeeV0qbGnZzVU+JwCkAYvl/Snz26XQAEAyUfIjNNiqa1LBRrdecCPTOn2f3nxBuRtH0e3Ndx8hx3xkGH9tW1Q+Rd3dAp1Ns0Bcam6LuX3jnPV3Bnk8xYFhgf9eeaMqC1w1kWcrZLA3BoC9370hgWDUGRs8Ui9TvIvJKUTNazxxGijbT+liUl8fiUrO694qKS2vonxmNwqnvZii0B+arLaqm6FaqXGWc2QWAnn0u6nbRveWr5ZutVmBSdnO2ac0CXQ/4eoC/34Wxp3ly+Rzf3jSeX+jJDP0N1fwv1s/l8SNyD6+koWm4RzZL2b3wnF007ZKbZTr3rHXnXJEKTv2aWcTWhTPuBwsUzzmeeYgUXvDdLVZL811a8vgCKUTbsr27a1N3fMzmX8U//xvfeYWFezqVNfoDngCAx9NvczrsYQLvyn4PhJf2x4C1HIwNAHqk1/L/tBjOo2IyRWcatXhIe5nFuEiSamcHpqrJtA76/puTvMBZH9Y7AZA7dpktr/nLGgCQQ0OM0KFDPEqHuFQTmQK/i5KFhdWO0aS1NATP7QwQdEdyL6S4ndJM2nWqUWQPYE0k1BXkStdn7c0AEMm32xsZssORoHLcH/5raIqEJrqqnDZ7ABxQXjMBDXdR6BY6nj9b2grcgBGRtW9UzeXSCkyMcQfASlodYHY5cRPsDprLdFRH0NzNFBo0PUEA57k8f/pUK1huETiHQzntTxYMMbnlgYZRnXELinUVmZrSKjhVrLu568BHwYi0lW1By77t/b0B3e7lpby97Qy28Nnd3ZZduN/x+vHjo1m6NQr8SkQ87PesTbT23AopV42QOYDKC7RCuCYniKQg4hgcuuIRm+p4bxlMXWPt3a4NN27cS5tsPjeRoTAZrkU0/fkTDVDvi4/eCX4OOpMcyJ4i3ZGc8jGCcRufUXYIe0SLygyjj7ptD469tqPIm2ildvVxKJDAcac8yTVr1PpmcmX4W0HY8r501kBWvnLaCS4zAFyvS7l7JwDOET0YHSYQStPOp7KyRP+6tPFrLwf7+4Widma7uMMX00TWazbvXDABllBrplt/g/qG64rNOK7J1ClgVjebkfggEbJ5TiRwcxxWrAIAXD+Wj19w5vCt600kPu72Fhs4vO0ZVe3YgpkjLU1OljQmPfbNWl9EN4Php3x+fo41Pux35eXl1RQzCCJYpNvtpqy2fnbKjSC43/0sr29vCQDh2zww+osFsno5TyzkfFLrYC+NA9RBA6wahDOL+5uoG8pE7SYbmp0Uq5puQKWy3jebZnl+E/C7OPmRueBqgYOtfX2SZnDJnhPn33BNcFxHMSKGHiwm14sT8RPdRCgt46yEDJANZncaRfIlGcO6hsEG3SMQlL817XNMe4Ae79QIA7gXZwfA90nyq/SOhcK/3aEcD6hmaF+BH/7LUIk3Vx0B8GX3kQC4OvlRkeGnnxgfvkXTIeZ8xB7ARkIj36Fb3+TiIgin//Jr1UVklBMA+FQ+fcWZw++kXctd3Jfj/hhpMQ1Pdg0PhuaxHDmJ/YLc3eLE8RwPyE/crAgQeC5M8N0bXRHns7lMzAzebJjEfYsF5g/a738ZUJsGeDoQ0bGxy/PaCOV0pAPxaB1tmUOTgy2Ufl4j7GYwLapOY5AmpBkOBmm3TlHK2BIlgXYkpFSb2OtGycuS/lKrqplSs/xwEVC7w2Oe6783h7cBQP3uZx3OVLv6nLyG+t0Bz9wVRMLwDTIa6ImmM/6uMEocROPpKCJHdL/mPiWN3xkqBGD1CnBbXRPyZ45yvyaL59+DqUMT+D8GwPRA0wjf6FNaWfBBPMO1UhQ1Y5DthH1Mi+jH22ceGmbOd/i/5bty6Kk3jTSRGIJ9prfdZO4AS74w+vHpZsikFADnG1bTDyUgvUJLf2pPPNhyQgXK4Vg2j8/lI0zg9wKgRWqPdg+Ywqcd84VFsfTJV9rNv5Hiq7ZMwK4+Ovt0tbDE7A3M2kD0M5O4TTEj+NH8ZuR5u72z94FftSP3mE37dz/8+vnrN7S9TVkxLH5kHk85eua4lcVR+oUfPk0ESYaKKgYT+ODqDGoaRq8gxICS6VVxZ8xCOTIZCy+X2ixYJbJuQPiayPXPE4M3i5htGNdc20UeqHbNIsytSNb40h0TAJpvNmeMJRAM2rnk8Afh5iRTpR6YqqADsJTsWk/+a/KqFNzS3JN202vuw90Uw8CnZmdq3GqS3Ubgk6sOpRzhwzr4+qY8uqo9TaUX3oE/9efbF8+PpbkL1xPLv2pScAiXiEfOBXBJvRLo2afY58/18yAZAAgo7Gil1aiyPmeTFDY8xsfIMkEQ4dP3n15G9k4NUAnHB4Dgobz9ekssPFI+Wvqu5Mv3EVYS0CG37+njU1l7Iwa9j+AF/K8KjsjVAkxCRB6pMXagG85d3qwjKn0LhXx4+fXrNyIpFoHDy/o4ngsOTzKk37N/FnKwVB2Sb2wAmKRIzlcKPabT5Cr+VJNZ98wOeZMIPT4EHnHje6ZqtnOkEk/e6wggPu+Aq/cRCvjmwCxzQbMT1whuBvjiHo70ClRR76s+wIlPsFtAiuGmJE4Bp5C4lm1fA2DgHEXoiHM1Cz/apXXrqn2MKPSFaWMPj+szCR/navzrF2j5bW/0vLYa3gRQvVOuG/f+sCuvr6/laGeB0Lrm2nDQWicGXzyanqyi6jPMa6rOxdV/vljiQG8Aa3I9pa2Uhn88rUw7OkFxgT5lHZHJGTYv5Vm6jnb3+Fw+m+/vD16mGHkeYEHa3L4cXnaDCHi+91TAR4AzhCXpFxj0/OljuNTwripliEFM8VLHZ8yb56cwhQYgiPdMMN3oE5yUwtmiHeAb8hrIAwiFBdp4MJJSe00vTC6TSpGtURnFkbASSqWqxpwlBVU4DQT1BR2AihKxA0D7fY1H9RyYbYv0mZvzkeWfv5bV+8zwsceZk7QYgwFlbO2HNfGKDzREwzzvF5eBMLS5ag7nb8+5SIY+VuEwTBR3fxhbqR7V92npjUAFePoJgjRGDBW97qHgOu/9Yov6Wpgw1wTEHzBu/xVThdCz9GgVDhD0c6+6ftIPkaJxLK/7X8Zs9q4tLD+frHGzAUwsuiQbZWhYPOjuriw7DaCSGu/z8nIoBwR62AWetb9GQzSF15uN5cqt14ykLrdIfv7z1/nA83XxsmIJT4vRHac+v1sAkCKckd67CoBu4YBOrHmsWaFMkTH6wvMPx3J/j+oW1gYDBGHRInvEgmpXXlMA1BdYKmc6s+XSYOLoX3ZkiZz6A0r9js33rjHcyOvE3ANgaIAZVEaT8Ht764V6RcNwfH71Twmd8w1DpfQ3Q5S3f9uN4j/X1jV93pG7luT60vAeHQPFjX2e8v/V3E0mCauXIzgDPhNpbtQO8taMB9KErGwMnprUATTvO4365/03k6V7TECGcr8e32e6vGMDppfyMF4CNM7BOezLeu8AprSUQTihbgj9d2gj9+Znf4RM64QbGgX7ivs4XOO0BTiXA/LPfA1dbzMA2OKc7rttgSboq8/rpNn5ecJvhVFSdZIGPwAMEKgA8N1Z6sifuxWs7jZ/H7309ntPQDhb5ZiBT9rgLtw5Xf/kqpHPE/7fx8eHxnyVyw3rAZ+j5SS7hou5AYeQDgMAxN+YM8aKOVsOIfosAgTjLPLpUOYB0Kvg6DyArn80iWmRmP3OnOTWFaP3pzUNDjxSOeFkDaQzYANgslNaSbkdaDmh2cJ3Jh2vVJrGNaTpObO/vv275iXWObzHjxzXzg1rohF2mzY3vAyUClhZ9IxSk0Es/GwrReaBpNdTpBJ2QsTvF7guXy43pckQiH1J+4XtW6Kz8v2fM+l7wdA0GBMSrCoxAfFKbU6MLCYe6N/xOBP+WUPDIkALubsrp/2BQBHLVdNDWMlEk+51/+KRfAZIeJZOKesF21Qt4BowR6OvnqdAoX+naUPrR+bzRSv9sxU0YH6o1UfS9jUAZPrOHEFSmCIwpkHA96eIOvIta5OE2kN0AoJhUWhFpVEjl29d7h8eOAadF+7CX+My7c/XDBuFeSHxHXiE8T88PtiY9ocDNWcAHwSMmcTz2uA8AAK7kFl/9DC6pROcUC7CPmbOWHBcs6bP5aNHuvqI4C1EGjlE6eKsSRDWWuARwTYbmDS1uD7MV+keoqh+ZP37M4yZnhEi/KZJDi4K9Ji7QQIdp8OImqflqJuQFkq1nxJkrsFRkjKyKRPXHPIpj0trWn2EXDuJLVp+HLwSrkMjdX9YPZvBfY9iNJ/ScbO09utsKf4/fFllA8DPFsh83uZT8rONqltgfk8amWNnTJRS7rdWnYA/DChed8akq1TwQ4WaQaZDeSv7HbRANh4RtW2izJTVV9bSSb5Z/64Jtu1jregAw6Oc1dKbCIBL+MjirOLxXOwsIIvAjmmdn7e+XzwH6weAf9u9mUshB3E0xT6bIQOjrcOyWNQ3DjFKOIxpspUVO8eEH7AgkLM2HMIY4KKD1od7QOgALAGCdlgVjFhPfzJQ7F4XAdCu3TlSu62Psw5M8rhv6GQOSBTE8dVIzEvK10Qi5NZYdZTNLXK4HZfg2ZG/1WtyvAcl8KWB9N+7AQCFoT4Gf9JMRkGnMY2GUoXrPAL014z+1rfdZM05YLExatkuX5HGYxqR5342+YXc1cju8OnwaymIJTPZKV8R6kZBSvsQvsKnu7KAlnJpi/4FLnpYFOYvOzn7Lr7RHzgPgNJclHbgvnLkMaJG+OHOgCc0Gdz3cCgHlGD5mRUhdEopv/Y/3adGAARwYW3WcQyFR+O7IgArwwNs3j2WR2tptTITEFaaUkQAHmB6AcHcMgZAMKQ9vQzm5MHXBYUQEJKnkwVBoGlaeop/Hmvnt5HHJN/Vw2sGFhsIjM2GgYzcTMETy1ln7K2uJLDKwr6jXGX5Yh8en8ziwd8QOvAHCvQspc9b/GXf4BgAM4r9eC1nOHuPZ558D0YBoroT/s3C0PDxtAtH3JkexRcKsGsfxBBys/mSPL9Qu2CfmSjg/WNo8gGa5dCZW4rD2NfEqtyaiwgjYMva3YQgdI/ORIxb65d0ne6XH98P5dLfzfeEQAq4+Ifu1Lc8KZ3wZ51wW8HUmDu+ruZQ9sXViVogIrxUKWKAloCR+6Q1TXmD8TwHCheYco6Hk3yBgO+qLD89/At4m78nhuXuAF1kDOPzRZs/q3U9OaO7dcNob6U/weBmDT/dsuwOL6xM2KKfXwLANBJo3ftf9JnJ9D4evfcm0i8MAMkPKDCg9pw0K6W6GLswQf3sGiBqos35f3J3hzeXQOsu8+Fl07JbHfOdnZCI7ubyAARNs5Tv37VTaK4CnzO6xCRzf8JtkR5IHVD3un9yv5/XgmeTF/ewM5f5Ba/FPntN8MpAGMCL9cS/ewRQoOV5RZt1EVqvWCvsgjl4w3I5V9OGqLjusD9YE0FImePn77awSHdYwaEKtEcelfcK3EHCyHZPyk6jCTqacwz0QymZUaqFTCUwlhhSSo6p8p5viLSKNUwM7/J6elO0xiW4wDA22c9qsL8vAGBseoOCbrdlitHnAdHtbcUlPRFdAr/+9qO/64nzmiifa63QzuW8O5U3I1JqcSucW4F18zn3+5GWp6YaWHCZCaUwJYwAo/kFm14IQOvpf3zfAh0p/zMl5tQASjKVQQPbh4d3NT/4T5BSCXGKnnsywN77X64tmrosq7NrpdKKQq75L5kMoJkU+pqscqH3ZeWBe2XK4e3NzTX+XHgrfGsoNQJAuS70k/6Hcr57Ko9Pz+W0R5CAfk1G39kI1LTSAEApEa3Pb49T39xnCDPYeu119Gsmb8oAMVpAByk3ORdIJ0qac8tqqpMm/SinDyVsG4/6gv/tUCN/LlKN1mtWeNic3GeLEjl8L/yabgJLu9sAo/CyNmrIH0R0eGVdoEO7NSHBpqrzGqAiNZ++kUH8HM3/197VQrexM1GFGRoaGgYaBgYGBgYWBhYWFj5YGBgYGBgYaGhoaGhouKzfuXdmpFl5d6W110narz7nvSbxrn5Go6v5F9cP4TBaXfXA+lwiZqMzqhM0VpiOK5IKTZgWy8NYm6RW4Um7SB1XFiDB+fb+LsYmkihDwltpZ/ColIcOkGY1BYynKIaCk02/j/Yt9ba1lHovGYqF342rQ4QrCJylYQ9+PxcjOnQ3lAJCJg8Y63q+pOjfqtTtGtJt02ZWPR35j3tW1h21BVAhSGxR8Hxyg2oeJjYYovEZjkT1TTZQRGnWX0rx/lEDQMgfD7KzqFD/som4Kk3IlF0egnk3GzmArxstzGprrFrKER/iwEGkBHKDIbUhlrHS64r+N6+vLDTaaMYVKmFTBcZtHqy7mfEYDTYAACAASURBVKJsZAoqexpvXd8xZQxCpTm7TMpmqShUr1ZhRhdd+D82HOTay72ElkitT9z7I9fdqgjK79NVGclEsNltKTDBhJCDpgwxaUIm+Zl5BN5beH/FSSFCjr2xfl/Tu4vMjgiAWqcUvLa0TBFqOyL9gl+RQUIJXGlFOyzWp2nEI+735KGjJP4RR/18CQeUnmGpIkVXjlJZmeI+RGyTRg5h/fYupXPojRLjSqzNoQsYr82M0qF4vb79+C4b4xzAyydhkqnf3fnPBpJmy/Cqkp62cVNHl1xfLKFf+Po9ejRsqkN6UMRof7FlvG7eJGUR1meqqnNWxbie+4tteogYDTMaU+/umjBbn4UgtMmkoNsEAmF0nvAwxGZDsclllDxw8hojyuXhupvR+FIt/lOucxep40EssWZQ9TyQWG078ig201ZufVs1xoN20KXUyeSNBD3smkwJy+DGrATASBsKDmK7AwCu39/C7v2tAwBTnKlFnexm1wRA2AAJMFr9Bz9zPXhQKaDFA07tijpOAcC93umt194SBGXuYvNrwtsb8mcNF2XhoJGhMGm0oeZrYCYs7TvaP+czOip4eM7njFdMThSE8uzEmUTN4kCHrGmOwI6lU2upCsP2CcluFpLKSxDUEvoO8GXgwtllJ8jp+1ckR1z994bNKjmDGDyRGqEP+pFa/XPR4UeWtTljeOVXFQV4Yll5JQSJawpZ22BsqlHXjvb2uiPjgI5D34sb1qzyEt2/OWzVzS/Veiw6DAHriIa/QcArbxdTVSRl+Q/Ok2eD6zqNPqlLQw3YhsOYWEFc72ygg0olCkqJKCEFZoe2gI13fWnkc6NmOJBqHSbjWtC4bgQ5/5qw38lGW1EFljGCZ30qlhQMFqkC4MKwC0vByjdamcuOnsCeef12x/4X3otkmSWsniNj2zRzhoDM5itJiVP1zkxGlAB9YRG1y88s3Qx9odQ996YcUnwefGHRHWqLfIdgo4AfnVhhLoWU7e8to4sW0lBzAfa5ed0h2lJTUTWdJa30Y7UAKbFRrRfVPuYBhybc3EEYM8ZFnLJIgXuq8nMRojoPxCRFXxwAO/vf7QmI9yhxY58P3Asn8KO8YriFAx/2jpiF7nQU2S7yfLQRudLp/SuSLn2Ith543nYMN8LCrvcbTU/T4ahxfIk8yOtV67Ig656np14N2DfvHI7HAqC1q4pZNHADHOhYsMR121iLRfiOuDXk/JpkXloUbADm2p6hL6saxPHE/mQdo1quqWSSIme3j4m92s+Tpgdg+HIZbu+hVqmTgYf7ntpSip0rTa77+92vH1RNWwCo3EU814XaNDOpmqIASHWc4UwSOpMDYNxydvH5fh9eXl4C7/PWu3UNML1zET+/vb+10mEFKEVFpTYCu5rFZynJ4hKzZP6CMX+wG0YlirZqmG3g1ZXCCABU8M63x0fSWKp/w9sMm574kBE3GDNw8BLVYKnZyINphYo9HZkgcSlFKLmoBCjAoSSYhQC9/v1NrhWUShR/+AeMuBW7p4TjIHfZAaAHwXyqJqHRm56kE1TAZSQ/TzzURdMUIAVhM0OCYaE2rObLiCN06mo/BmT7/GLcC5LcHCTR06tSFRgT44GEiOsXH3+gEKcwbU31DgtcptRRiGnrnZ5WMUl3MClkZyoyjfTYTFtIE3tWjaEKaM4kzTmbXc/D/d09U/diiBCeQ2ycjvFcEASozBupuoL4W1GRpTiJ3b5JAAQYLFbRxg6GYEUfu7vHSYCYtQRYi3kCYTPPzy90mtmdvibd5UCIOnygCZbuWr3kd4gT1nXG+N6gFCNDQy0eUjtxGeP0TDAAbyNge82y9VJYgrY67gWRxiGVPn77Rj6nH0GTMMA8ixVA06X14V0ecgcJfenjEwNA3SCXA8B48suWBPBh8rhYBQt29wC7xV/wMeMmqotgQ3sAVNY4miU9L2pTsgDPRuOXDkg1bFgKnIntWS4ozlycpCswBdQWiAIRaCUD1Hd7iEJTMka3x1MSv/uui5RWukKd5O9mr5cDUCTRWZjdLFV9QcjWjoUvvTmkkyNUhSXAnlosgW3gUDFjr5IpA0BuNIZX6GbSQHJfSRqq2/L+JnOC6chVZYsgOJhlUeB/jhm5yojSXqutTcKTGHYGJ0ozE2fBfKWRFRJxbQAooKYqrWagLJbwoipw7Q/h+flZ7+TQQ1xPWfPum7TGIhB6mHkAZOjJXC9Vo9NsFw5637AEhTsGVf5E6A0AEBKdhG6JDTRK47ou1/NF+P7zh/CQquv0Py4X4R5xf/aBF1zbofpbeVBOD4BcM8kXJnLPZ+Ht5ZU3OSFwEkAIALzHhSznendL+JnrdxEZzvQqD/WLBWUGjYYvelucWN9FLVSv+Ba2PdrPhGYU4WMAd9K8IWFCpUEpI6g16SOMvCTDNGHBcARvv5Otu1HgwIGNzSEn6IodILUx5Q6njUy7rXWktGzxcon+re+lgdXjvcSTUvqQUIVY+61AV0vlg6NltJNMY/8kTMR5U71CrH+nsV3TrFD0BTQ4aGra/Oaal/H0fszoblLgOQBIIon9C2Eo8MYvWMgzGW63jdjSTAK0dbRQlijFmeoABwJCQvSzfn2T1FbL4XdV2KnRxPN1Ft6dCnwLHEbOMsLjuJ4z3iq5Xki5reXPVMU5bjv8QCnOCqxYZIhkJR1db6k8B3o/PH4jr7484YJ2pp3Q9rpa3Yqj9b8X7p/tzUK8vUMXvWMcBzibfEXoUcw8sP7qdmb80XIRXp6eSByku/z88YMbH2EuWLQjt/REY2jFchy1aRH88oXwUkkKOmFgZiuE8yQCn/QoDgMp8LilxAenhgBflNAzUf0Gdj4YtI8KgKHNWVgSOAGAIczVE3lg6XCt3LFCQClsIyvGXsXUM8PL/LCwweBfMBaKX6ohOsvgNioqPTtPnUjA2+8PSUVEIYKtFuItSXZOCuSMS893LRlBkMGOutmMA/Rcip52WSOooIhP1hig8IBDu6NeIWfsigYwFGwgAX80NxEA15Ss5psXpbPw7DZIReQwE1CLhS80Y8PspgKE4thYOAfk6/OzFDNQADTQS+CXhAXY7mn/DCHcbEVaWylHiozXhNn9bVjisqU8tZFp6aL2ShuWn57S3Hh1AQ53VYeZITIXCRfOUbz//OtJDoKFhN99u70Pz09P4f4wD3N4w+1e6T5zcRNYzgzjwH6YVAKEPUHK0ix4ysOY+fL8En7+/EEv8H+//ouudgIg3OC++OFozuh4oXf/ZV8kWbvdiCV9T4WJe5hvtmFuAZuakgPbnni1UkHI6NRyI0JcH4zESw1ZSEqClRaWh2+3UrKM6645jw1itLjfG56MD3A8lU7GgTWg5KEgSPWFkm7byXNUv1HbM0EYACgpTyIBAmQAGNdDUpW1AWmK1YkaWhq6cjuLLKSqFbQUszVxLCr9yT8imbDO3lbKLN0+Pqik08VzWvvPwl80Y8ZXUTH7aHF8fQ8gThGbditAOGtk/JDRWctTw5/MHsmIC6vV6Ty7C8TJuQP/9elZ7XoW/pIys3jQWMC1mrHEhBBCsyVnhaVmbjVwbv34Hua8a9h/5HneJcKKUlavUDQhqKpSxuqGvzPcjml20EoOzAShJqkOJgu9YuQIHCtNCM9Pz+Hu+7fh8leHEDbrNUvqe1V7MgAU8JNLlOyEefr1i5PDxoPoCuQ19zwvMkH4RgXjj2KaEgAeSTrdL0TJcCCFqGpcKkntX96lkKZzasScyJhWJi2a3wgnIABQnCv8piPwWsZ//b7hvz71jVIMQjvgpHm8D3ffHwdToqrmYw+ZhLgDs655wMUA8y6MUEHi9ue3uAEJZKjgASnwFjFhhYoIIMxe1aVGC6iOkt7Ve6/jo4TnwFWsE+kWRBrl9weV/AbGFkuMpVPzqIzUKOK6h3U8FgA9QwD8GuAg4VC7vUhSzYxQRP4Qm5/E8dEGaEA2m4n07z5vz89a4zMBYFsKlDmxBuLbuxZxoEeL7y2aJtze3ISHnz/CDLF5HU433DSJcnqgb7xTGKB3vTqW5DVszoAORXLxnNSJNFuik07MBt8r8TXh/X0tedLxDhwJZetNhRu9VvCcbZDOMwuz1bUIModD+PX0xFplQHWcNCybo7FheAQSIO8h8cnjozt3euPQuxHnckmwRzIUKHJGOA13OQMQsdGffv5HxrVrBduxhIl/bpYrqgMdl36lWeqdFvRcruVkQw4pf5/LParNahlub++k2vIosBi5EHDcIFznGeWdrJwZ2jDlCLm/y3Dz3Tm/GF8ptetgm2RoQ+mj4SyW8rUYeRlOOw9YAm4tfEPGrRKLGuVXN7ciWYzVCMxNewa/CAuKDVCyGZITxw5JloBC7T+1C8eU0ij1WbVpjbtzpgPk0b48w0SloGmB6s4sZMVEwLM4wHVXRFMOHBTgr97PXqQ5mYpmuWDP55qfmVpQbcokRSozCJ2BKuwC6Us8ooPcrN/DFodFNPM0AfGP2Fc3moJ3vgRI3R7FErSEt04MKsbr21u80u795ZXxfxILdE31Amowb2/XctimfiAg2vKBB6WCODOliHc25UQaDYD6gm4Ie10u8D5hQ9h41Ou2hlc8xken3YXofQDXgkaUXDrtniD4dvOKGK1dQFwgnEzXD3chwNtnFZbHbuAaJut6Zh94b6uUeLKPzAPxavNbl6lCiU4cISi0C6akg2PoYwHNqoo385moSLUftQGas4C3vcHZY2uhAc5y2ZSM+eSDA2M9FwD9vMxjbZIQ7Vlv3EPkSUspnSW7mtj2NAbPZ1ghmwd79OU5hr/4IGgB/JQYCps1Mj7MBIN2f/z4EXgA9X2gthOATEyTKi5MdvDeNYKfXXwEk4hI4XiGabYI+aKn2WJuy4sNxytrASoYwlFjAev+7XQx+qkbBIRUhPdX023e30k+E7mRHrfGCQLvjV5ggoVhNQkzTqshVY4LGaZPkOYGoZ0FZX5wXV4r1bBMFVMjO5lK/xiZLBnG2/tYWECkVs2XLPd89MTmfR1+Pf2SuDGc1gyJW9CDJmYXEe96NfoMXKDmvr2/h/sf38IjjNCf/Fm/iqEZ87JNAycCwmBaQ1e7sVVjuSmFR1l4lYVPaDYGi6rWfOSUZfyb5FLr7YavG7nvwopLYGmx4X4+jpf+asZx6WdMdSaO6ZWmNnf9DtIjhBTJ0BK4k+gsX5pO1Gpob6xio20B/AYPHnVwSUyobFTsZe+ASXzQsICs1BJwNkLNRrHrL7n3oyo8TEDgDTQLADTwplXV2r16td9sf0vDPUq0AUKP+sSB650KLGypkLtdQyyfxQnv1ptIRJwCmBSYHicJa7Ll8VgqMttYLUDSYopQKYIGWqhOKInNOygEMFsfjyAnAKBgsZcG9RYuw16XxD2WpwF+L89iG6WzQ7285FntMy8zdtyHjA0OAZyS13eWAqQn2qkH29jJ5M9DotofaPqwtb0HuF2npHcuGMOGJAaS+Z93d3LaD33MI6z5oQB/5OBaMn3Nu8wd1eIcTDl7FvWOFjMc6ppjvf92d7lohXNpfOr7ug92m214fXtN8zapL/JMugv6ff0uoVLzGSW/IfCjyr7RPa1tIfKjD2Noi7V0NwVM4xnzpseMlqVUqRr6sOr5dl9VDftqv94kAOwCOQb3qrGpQ+IBsNFwnCUhNxu5nSmYSrzdxRQXABdAi15QxluhxHa6baoNYD51yTwE8kSXdCQis1Dd3OceFGOclFeJWw25Xyxf1HXWBkNnIkQpn5IRv2fVYCPZvILBLKPEp9Kll7zAa39FfBqCoik5+bhKm4YHQFvHMRsnk4iF8CwNUyUZ4dG319eA8k8PCFxdIm7MAZzeORPvfZ0FiREtffQ95pdqMLnEw/VvDtJP7wOxfNPrjdgglwhkx5zubljAtFGb6vrxNtzVjKc03i/6vVRSkTAn2o6Z6SFMY/sIgEL7/WzOoORByU/vWQFN2YaadHrVV7VtWg5zYjeJp7VDjVLgfE5hi/xTUeWaWlrHh9d5vr1T8Lo6bLa/pV5YB0ODuVDqxqXS5NcWbuAZUpXQB1gCAElH3huCMHGJ+bLik4ypYrlqOf1ZcimT+rp+NyN1HwDmoIhF5c1YCGWA00VjiyQeLBp+MkQ1ic9Lf/bIsW2QzSjQxHsYxjL8vgmwC6Kslc3NW/z6BLn5ci4b1DNE14tdgFgzxvygMJuoBfgOMaID3PenF4lXWyStQBhADlgDwO1hH+5YJqmg0roacQxc1hL/K8SMDVVj0crXViJp8bbhwXyLuBqEWmj5pRlyeiG1PH2+OSEuk0punsctOgCawsnxrNag5ttinxIYtbIMr8DY7hgA/jBkXtH9RPDDQQN7uRW/EFf0McdpwRQTTCTvWgbEhAJWipYYQAo3c6m6A1t8UVPIekPOM8wytJmqXVFU4B4vLGx7PDHVO4RqHrwJ2j5IxTEAXC5aFRgkTigFGmPgzBFUW4JUfxEpEMTlvQJe4tI+omrs+ow/dm3gDAFzQARB6WRYLLigDBWwGDuTdlvomsBQ/twGQJp3LRRODbd2IDBOrQ+5DID5cHro7fmVGxKFOdlTzjTe8QP1/xs8vIiT0jtbzECO2D/EBlKjk+R48birN60G/Dwdookizd/iqUjD/LSNB4w6AvA7DkFkfhAIVVKLEpnmQMM2h9CTx2/DQKbeUarQzKDR1EGEZWBdu05/7cuqinCDg06bDTcq3rMzEcOlA+6zTAi2PuZN7uB/2WDHetDRnlGbnjwqzxMs1Z7emqM9ozZlODOxZqDTz1+/0rrldLFx8JY9xCkK6wJbYkHWPgDEvtND20AX42NWFDPKpCo0b3lDlAlAUDXGTuxSXvN7B2sOADTtk9lQy2W42q03v7nQ2UkOxMVGRO4BCWbVZb2NDWWa4OzgTGdyuY0BFwNzGyb1M2ARhJjNWlIgvJXQ7XH6RxuDBxld4LaGmn47XvpjvVieofJjI+O/EdfhRYT9bIFwkVuJmQI9zM7kA5VtbI6RBAAlz9UYT+L7lMngxu+yaelOi7YOoz8WersLkJgSI7fHbrOhzQ85qRyCmBOSLVXGYBeTGx0kDEmqcpB5SqExTjpobThVPekzYHUUoWOUvmzj2q1rpKsyrhUOtaXRoqIsAkGnyI42zUFVmABrdeL0XgpIKqwMGsLNwx0dSokh9apQzWTgbXTwnHaZBUyC/mzwM0b1h1UOeD0AKCxqnNLeKR4IsX5QbalqqgNEwEjiLZEuBhzAHoYXFfzCfZ57t3Uce0iP6qm3WESqrH0eXC2YawgY34U0DokUfgKUt7q+lqsxrZQeruFAIH1zkFvzsqs7+R14SWsF4l/sb0qNzlR0tXtfCwC2nAdNQI4gOjM3OhhGUtcSVzCtxer8Qdf3bnbdjFZanXmDvMhESrezfM7hQLsQtioqy1IMjp5hlyFRdcrpojmo8wJMn8CTWRg5X5w4jJ1jpWuRXC0A105c2zfEMTe+VntRogXTeE+UpWQlFTwCpjIiTA/w0NGUoJ+4L2fzsLpz9f/iGKxwgd7foXE2aTOkseJvLGKKOxMQkNonGUbJz84PIo9ISlZ+XevQgQ5yCbdKpFbLzTySUIl2EjOKKitk2m9W802YG+EwBoQwk/TWdTNziQbgm2lFkurlQIBN8P4LeMT7eG/w7/nBEyUL90NbMmidTybp2Vmday4RH3UtbU1ZREGzSCj44J5haHOva7a/4AEC7zjsuVIEIYnNcmcw2pLrKEXriBrK0WEr9zJLBWf1/uJ3PSxpF1RvveWLG27ARELQptoO7z2qXEu9SQNwpppqyX78/O3h4Sh7KAJgA+8KpzijPW79/Bptf6bisOqEB8D1hgPEh2XE0bkBqd4+Bg+nBUCa9xdqsNkDAYqQBGOBRh7scvrgg3ARFmHUTW7hEsdivm3QNlvlAJcz3fH3CeDBCLipHmCI+Dy5hGWnHmeNVbJAX9MMzXvrgpRNVQTYUCoBDb1KCWeoMgBtHiYxNg0lQSSPkym0sjZodn17rXyn5YPUdpKaVTk0YqzJgAkkbRMwhxiVnHGRNq4TtKDTtEuEbE6tZesuZMFObvPWQ1XBYWKZFXIfcROuN3o7l6a0He6RmwwQlGDf7V5SpqTidGDprD5bjxUJ4PN6oPKwUjMHePIeSfR/4mcQACOzuZnp+kZQTLoPpbmIm06DUnSMmov9bj44RFWo+owcc9Y9RE44NJRVCPfff9CpZQAIyd0Kl2Lfg6dY9p63/um+cviB51lRkBqXMpjVM6R0LhI+7/tAeX+965d1MuEMQT6wFT5V6RD7iHe6WJ+mKagWm7PC1W69phdYghNlkE9Pv8IeXlw9DRjPd2PFCxJArOEa10rJPDUwIBNHdUIgRLyceCHBiAzAfH2NxQtx0uMOkJqPgaFFpsPWgM2FU8oteUslHWo3Aqmtj7vch2CkgHzDoo0r3u+Kz26B26mumcEgS5fqmBlYSMWXyHn6s1yfiLAA2uZUSjSgsPFY/iNONnpRmcojnInCElgbe8f6b4USacWZZLJMABhtrc7mmgQ9GR+YDfFT0ZOWRAmZnkl/euk6y5b72DMwNtQl3uold29wfAqaq3e9zSvgkptVCN9uRDvYbqlyWWgV1gAFVPucIjDBMNVJL8AGf0mF5DOKp9Ywon/GNM2x75WetwMn7ysxmH5zDGqJ6+TgGpYAPXi2fxZLTcPwIGRlzF7hRNiwjBkTFhAniY/a8uWknoXnX79o631AzUQWjFV7tgEgc5u36bIi1ShoTkIbZsONtxyKLRBaA3lP7wFpFXfQquSUGrXAA1V2Bl93274pAdIwDhDUxpHUzBr/vLZBvEuI4UrGa9n1iELnHQpqO6B9iZfkRMshpUmAnVzwIsUb8f3T01PMAiFhZ3OmQvFaRpcuV+IR+56qOKvt7BkQLGYME8n7W8kB0BwaeIPE5Uaeh2ucKnDFIxcVD60WckvefBbLf3nbijGdqZ/GSCLJwr2/4IJCsjTpViRFCwQVqZpVbRGXtt1KJg0i2pHPacBpwGuAJ2ioCd8pla9ln+wAZQ+AbELBDNKXrRlBRevpRYlPnzMJr2UOYGqe0I3OmAwAYUKRy7Xm4ebpuwiYIYSXV3jrkCEkAwWtfvz3szfO7+3lhQDIC7ZL3uM+VnASl62Z0SGqk+7uFPnOmV30Fr6Ur5p1VLK1do2rGgB10Vs+ES8OODONN9dECVCPUCcBJlNPupMGOHDTzJnps95tJfzq5ZfgH27Vgz0OZq79Pvz88TPc39+Fm2uJDUbTTF4wOqDgwXoTVlYLQOwWsSxbrPaj2qB5iWMKnV2GpAevRHeINMqoEs1AiXzNWrrwIEtZfmoj19dBAJASoIAgSssA2GJVD6gTiwWRXFzatB5zUpBMrKqGRYjL/Q/C9CRM07DgIvNf1RmCTAWc8vi7HGbC6lSVNYnbimQCFK0tqyNXC4p4zu4MZRYKr/xUI610nAL5tFG9Jkij4Wfhx14LSmLxYPx9f+ec17ODAP33B4IUPVMaz9hyRDimIqi4gpz4Sm5VW/BwMHuiqf9mOqAtEqWPtlC/NSwgrqzUtzPw9NKd2XWUvZMkEKedJFQDG449kxjE3ikSAOzALHJp1xtaHJcCe26aYFgDgFCdYAKsgdVxWBxCM4EenyAxSHwXaIRCGrwuUiVyVA1CXvmotLcxjNLnbVU627xieXz9u/2e1Mg2/Tw9rNRT+5CQtcOe4dWNkS2TVNf6G9TSlofbS2xpwvk6RBnQg1xEcQhw8QTg+lOVtIPQHYiWa4zKKihIukTcpFY4Mk0Sa4r144HEYgzIMMEc4WzVFE84UDcOAF2KI8Y+dyl2YoNXB59e9i5D1yrQGhJFwcly3nG5FExtG9TblOKcFmuIuQLGblY3bQAEwzE9y66NVE8mgO9udUMA5CQ1c+T15UUMpOoRIMDp9waCICskQMv5xbMsiHp/H379+iUbwBE4OeDkJ5EcZAPSxqiqDUIWLDiyKgNAecPKZlNt2u8YgkMC42Od649Uv3ZSUaNR58Rcq86ueVtbE96WItlS9YIE604hqnEGJvFfqzZi2C+iNr2y3hhsG0xrp7EiBopO4t4FvTBa7oFFvRc94RVchDmSyhslU6duG9Dbd0kA0p/MbhTbMZCV+KuH+3uxzWkOJ09Vva/B405cWzjUjHfA4HuRzpGzCRX4++tzy7OIQwZaAtaH89EqJwBgAOGkn1zSUpCIh7OTmgzQrX/5PamYcoAkm1sLGI0HM1D169U+k9sHtJlZ4mESQUpRUxkY/Mq7c60/A9V4EJnJzcCz+1+85udnc8PfWdgCxSsgdNk9HGq7hm3v+b8nhhVRF1TzmEQdyKBg28cnSoD0BktbEJZaRS5ALwVAeH2JMybpqyQIe6FUUodpSkw4lDZVLUYdQQbMq4bFggg3CoBUw+az8N9/v2JAcrT06XWHAB8YNfEv1FSA4OszDPSo9JBK6Ui5K7kikTq7Si4AQftgAkinwQaQVBxBOYsB8lgkUekaVsIvIiIKZqnzxaQp3o9g4nbFLuHigXBUnd/4M+1JGtt3t4OXKhr6NFX0EJgWjg1/45waYDAN34CURCM9vFAaz2SM3pYWkvRr0qBJPVEdtg2I2Ci9aAg2W9B6pSlgjNEkbeRkhLRIusWS4xJwnLRfJzmYehqBVHaMqYJeJbQGwEpw6MB2CwCjYVpr++VkN8nXSiFRJda4LhTMxWH4/UlUKb9rERjO4pW8REfWAKN6/PZYbTOuYIHk3LGHjwBQESQCQpLODBBbB0iHBJ3UaF1vYYY0XevTv5u6TTY8N0bakDvU3tR0Ww02SbwV+gRrDsESoWpqjuFvKZLANAzMQRQYmQN4D7e5UWCKUqkUl4BwxLx2xIiqFG9hNBjf+5s4WW94pae2CV61e7vh9IjmDC2DZtdHQJs0kFN7NExgVl+Te1qFBNqXeVcLKt+8UCrE6GHfBp5d7d/XzARB8CJOJKIfmgAAIABJREFUXNsiEQDVJQ7EBLIC+U3yoq1GU14SCErpdtjNTGLEwHw1WcxXylmvwvOLVLg11zsDo1nFQXJuCXLeayrBSpFonFzG5XiPhk91wzMw1rn2BzeFVq4lwV5ewvwZ97OaD1YcLjhptnpR/PxeMw+iLUxGQ1otrykpQWplSXOtSeYBMEoMbhLoD2aHJBnjINNEdD0o7PYrPMMAZw0sj6WD/CRjrBXUaAFkCx+IBS6ViqYCG9iQ2T2Bna2R49P+MU/0LeWZBHzloweY2l6oflASlDseIAngPRQcZfhM3OASoAwJkLeEodINNJH7+/a9r1UIV/GQV4FHA2AmAToJ3NvSDM/EXOGQ68gZ5QiuPyYnRupLgMMhotsWukG0n+Nn4qvufRYyhqalHnyarahxyUPUOMzUoU3CEUKQiU4nPDsL7y8vWp1a6hICoHDQCfiiRh/uDj/QSx/3t1WPkU3PCAzpGyWiJSgatOMeRJYtLlXXMmDYr1B3pbiKVldXzRR4xYrqizlBEHuAYIx7gbfr9W8MAOBn6qhnF9H51TEBVLY7XpcLXnBkYSnG65Y2Z/Y+u5oO0hUvd7FtgXzgu1s1VjYsOkm7nwGQ5iW+40YsZahWX7bYfm0tkNOWDL/rAmMR0D5+papqbvXC3vh+9yBVTVrMpXYs3Al7f0ewtxQeY+yoKsHAf3NDgzCYCYZfAqGK41YX0EDGVFwwgDmTbNHlkJEwId5Lqyed7SVJ2IGtTopNMLwIf+vLUbaqIJqhQ9bUbA3bOf70R9tdNkIhjQRCw1mGvnkxDuseCgNjA1MFMXUJDjf2p0bpQ5NsfKYi4uBE2AU8etdL2UBTf5LoFlWmBCzd9rxoNshU2QRsDqRannET+px07QFO93pbUheoynEu2mwj/6u01zqtErGObYK2SfS9GAQnv891LCh5jwProFKit9eTVxfz8B3hMCk4hO/TPIZ1UwEGBx/2gD2IAx1aIYolU9JTsNoiagRhL8pPvGgeH+Udy/u2ECz0HxMwEDaGO06QVebxgfdhic0eexHjQngOaHi1fV//pqf25eVIkhK2tguuJWUsAuBiwZviEYPll4h0UHVFYgMlYBGpbibZ2eCscAHaFHe5qZq+8rE8jQW00Aj8LKESkkJjMWA2Xs8wltgdGUh1BtiUEIpiWSqSFqcR8W6T7d/W4efPnwRBmZpdg4iCDje0VWD8GJuBBVVXBSfbFBT3NUSD9HhHLOQmhoWoKUlin6jHCmhAErSyTZCsSYsIgOY17kcFA37YX2geUDV9CEcAOBgfbDlRmmupde0N3m4L9fmWPNAIhHQ6pRAZVgrR7CBK7zGYWhxWOKkN6MRmg7KG6RazU/AvSrVq4xX6RuQxBhNZwwEWnQ2OJ+1GuS4ATLiTvPj+EPEmBdkvSZWMgKeSpxe4vX1RN1oLEA2+bPN2Ap32FfuN6JB6sms/TZ+6pmNuzsBn8NsbY0U1KoFZGiaNNeHb4zdxjOmHpi11cJrTBF+ZeQp7AXsWWiHAy2f84GIlXL9phznsjBInmEqY2aGJOcMCDnObSIuS4sX+gWfMVjIKJXsqVHfGNEMCXL+9/YYkxyDGDu6i6iijYUcW6oJH4Vn1l0YLU2lZboELSlow4MMTA8+RPJEu7L69uZW4Npa4sSPwaKl6+F76gnjNhZ+FAInRLodmgr1e42eMTAhRWiTrooA2xX8t1QVAZEAynt3vw6+f/1ENs0uJoIoBwHFxuYnwcueBbFqCVox/09w7fKOVcG4551lALCULTerGo8TE97IP1WLcASzgasn/SZ02mqmUaGuh11FGniegiMp8hwBvtef2xc0BDAFMFs8ZpU7drG39WNbcYsHAZPe3d1x7q/toAMhEd41lNJpCaqRHFCf17S1tTK3KMWPQD7ZcBd+o2XhvuR6qBkQJhJJ05vuOJddwKLlgdiu6KfZa3YOIQ4sA25bM0nNdIUpqMPBSXA6KmY0wjl9p0y3pOQnS0dA/a4LCai8XE91f3/C6Al7XdTiEJ1OlVAs0bcAkq+///RR8xt0///0XrfYCgCI4gN8UFii8QIACjXlHuJm5mobgZVEj4EtTncn3mvnDfaZON5Ar2cMl+gRSINRd71foYp+rl1+/fgOJu8CP7OzuFzBpCZ2hUzMoyszbtgkBBXHZw6bAS41VirJ2sQCPD9+kOAFDa6ziqzuhi0xvNkEng4sYKpWqVbQGWGMMVnxB/C46ayU+x2z2GyuaoLY12ii1uq6I6zIwVCSmiomyXltxBEhivpN6FNR4Iln7uO3q5pY2QvSL60LtIhi0643reA+nrBVxMKY3UBIpK+pyLXd2PGxMfTVXt5NszJEkBQFS2FFOeoIXT24Et4tk1wmA9N4LgcxDjkOQAesapEoAV67D/BAsYVI+6PFYKrvUxReIAdP6lLSZqnMt8mYGgOJ4M0kwgYQdRsYL8ZBRRjfjPtq/g6cTdRyxTywLCk22DadiBlA+oONQxxIPJvd8LBKsvOKCE0x0jPu1RgLsAsUcOA0Ab/ZyMdGN3odsAPiKjA9eDyqAZqE4Uqb/EH789x/58+nXEwUlCjy4DEzBD+/yEjSaY2RGdtE6wuLMPIVvYMuDyczuOIF0SZXV1GAtuEBAVJu0cJuuhwbfQ4uBHd9/ko9DhLOr7w8Pv2kUH/iYA4EAoDfOw9NDtc8xcVcTeBdGUit35OPs8O4tPMsIqNxpbihmwnseeLuzptoYzTpgWoFWAMmBoV3Oktkm8JSFp4DIcv+AeGtNOo0iokqr5mqDKoZAZJxkknfYUW9MnTgoNimAy90gEpt5jlUFY38Isr6+Do8ryYQIrxuVKAVAX4OA6Qb3rV5fU13w6gaZUkMHAKLMp1UbY0RpZwuVs0pnml1erpAuUjDseVA/eoqTgvksvIm2WS1/JKvgHVXSKpYJ4SuW4A4JwE55k97xHGiMOVaHNqnnUJLe1Xwgk0yqorPVCTY5256LQRV8E+oYWHm7ntGnvaHSb94BxZJeGgCOJ2II0OBO0x58vGgWQG1gZqCIf8VckfaidWHeVxYcthxePbzj2a8PW0bSaq+xuGZ20rCRnSYo+GuuTQjAnoCZiBLXrAmPj9/Dr//+kyIK1n6YMYDfxzBCgALvkP8fH5NVojmEF8QYU3sTwL27E43LDl1e0qRXtcbTQMEWZe/g4QWtAIBHvgMlHsw0Vw93d78HwU+517IzzMlB9cKdWr22B+CZAqA32lufj7d3nNTNTsvML5dhiztQ90iqnoX53a0EyEIFdzmyyTYT7aoOAJMdMjfO9s1Vyus0vPlKpBSU9ZEcXNtPFPtVf6bUBO8lJCa45L2jgbedST6rBWJb4U47+aOnShtfNQJwtwetzYj4vv0hrJdi43xnao588BxqACIkqUt1hcouNhaYKEQytfMB6ySHkH38oeJPCwEC3kyHcTGnU0wCOU1hPoHxGRuRQdxu00bpRWM5ITFR0tPgWQ9GkKSgSpkk3suXrBKC8ukCopH3WmE+tm6marZtcwJsls+dAd8YAGyJZ8e0Meoyq0evO7C/kaaWNWWl+S+Qwiexr0kVB30pyWvGFHLNJUXxEBabZNLhwU1t5IBNLDnwfkOATjOJuLi/uyfgPeDmQUhx63X479cvdYKJJsk7OawElwoiUFXx3bfHR8mKUtrD9oyEDHP80WRjcbbKGOBv9CnsJhK28I6YKcBraAfRKtFGqj8wvReZICUAlKZFXJQYPxiuG27uiAxtP1WLb8UruZSAY4tbck/cbkXkvoMawWIK16HBNYu4rQv6Pi7yvl6GvYrgfFXtkTJhjTe0+lYWs2ebsEMCHAJ8/52V6iYoalHIeI+vfxAOleU1pRec/GI71Nu89KJ4qGQM1NTbxkzCEJtfCN8PWjgWYA+DMuylUDNVm3qaocDsjEZfO9mZQnanNtSBjYN58M4Q3P/QBLmCwCSCI2LY9hRG8k4krAPmGMEwe1ecJ3L9J09qNaEoV0cTMTYCzQEqBRoYoegE6gB2fkAm9SybVG2bRf51gKd/iNB+FIwuUnCu6sYjwVRj5xBJbfUZi+TtPnZrHTPRHKE9qgmGTkONVMhwJpLEvPsp/qWNwOin76Dq43u5HkDuzX359STFNywnV4VpOCtapeijJCkxdQctlW99IJ4P3mE5amU2Yl9POdrAEZgD0BTiCe12OVsbZJrRhk8znFxGZg4y/A4eE0lRkgHSqS5AKNEecNa+xYD6uMbIQb9ejQBAjd3CUFrids54GZUNNM2Da19jAkT1/UwkQLWvwXYkwbvILWzCWpP/D9dJ3TSSegY35mNKn6pSsD/BZmHe01rgaz1ntjW7KNsVdRXPr47C8SEWGuYCXuJEIBaaGQiaB40rr6FBj8S3WdgjFgsgrs8jsp35i4+3ZLQ3lM/fbhRgFKQAhLe3MWe3NE/LhsFzUEVx0to0RLJvm0RaEqPuTNYiNAk4K5LLkuNQb2iPw0Gp96hoJ3Dm4EClTVFBELT6BmN4x4d0tnuHTTrLQa8DAG1PkAd1f7Q0lY6MDdJEA9hbAJnQsZe8pbM2HS0pxjWipthDtG1/CNks2gkAbQBsD8mcXLm0jlalBqcEzRstmNFjmwoe35fX8P76IvVA7YoJldyS6ThJ1uj9288fMbaOI96LM0TuXpZ5ga+jFCx2Br0PSL6TIh8SjI3/wZQDNdc0ArRiuelsEKC93aTrOh3ZjJIEVaTt6i2MnlIiAd7f/z42ZKeTTHwImumhUd05mHVxRByLiqSGzuZMmjci0u5xdycCE2Hvw74nXQ5MkhcbwDx8+/YYg2T3elkNRXHNWfT9O1O2bDyaFjWfV4GRBI3/FeCCOYq221RlUskAXl8zEjN534XqRKD3NdH0jyIdCbDN4BjY7cItABD2VfX/7JFqhxNSvXCLhzsamuU9UWkoafH2LQCiUJzqCDzUDBIdXxGF9kSdByRfpNrRhuJPG/PY6XzQJxiTkqHmiVt2DVQcsf/KnM2mhjWgjezQMLhZak26tcDaQuKzMKuIDRHpbA8kO7S+blELvAqhdp0zNog8rt0xUwibSO24Uq4L66dRD07E84b23P/q1Xs5D9yL2V5pD6lPJmz//Sjs64i9k0RGCd+VDoN0Fu/4hfCgNmwc3FLJXdIw01mQZoe1R0wfQWkj939j3ZMTQoKq23nMYo83ILYrK8RMkwqb5FPgta/QFNWMQWegJmTk8jkl5tvbGHidBi/3EkUV2E7INEH9Sb8Q0FBbSUv0ap97SSJq/x3xbBYuQuZvEJd2Gw6bDU+KlUpKMKJiE5pJd7W8DY8sjy7vA3CoNepFrhJ0Epek9RvBIhtrehoZCYuAqyCYiM5cWzUjxmNOw1fIqWo4j2qRbGaruExWhpTImmhyekmurvQoB7ykG5kXnQfLQZxJy3eUH5uHOfuaBQAgwc1OjNuV5FB3qIhWGgg2HbtjBe43CcC+r3co9JwFLEIZAQAqtMzRNpDfyEyPU9uWzFMye6Rmn6YFWkGEOYrkrsK3x+9SLkk/BE9WFJcL5Em/HACVqPiadiW7I8LdbUO6NFp0QetWYqz03KrUSiVf2843Zw85+GcAsxwMWHNkIUgoU4wk0PRKO6gjb7Uhz/7cwcE6qEyqkf2V9mYsWuI9AVkf7XPFA6AS0R1oUdrSkDB0xyK3KPiBMDPYeTWvG2OBWgr1Ff9K6TS9zEg1safnJ4Kn8Yo5t2xMcpjLlLAPeRAmhKUnmea21jkBaVFLnulhDd6PoUxu4dCPZX2s1xLLi89qdUOn3NX3m4ffjBZwS9BiOP27xWpleDPEI+LRW8rJHu2HeMPAVG2HYCSAEU4a6PSsIqGSBAhrwMlxadK0bgsJGDaAirEpCKtQwS2KnoZC8qak9SRgs4iJJRcuMVi6b9ZCczS8RYVCi9jzUQ9m3yMgupvvRPJzzKuMR8nRAq1VKsClLyJ5ajmo7z/FY3azksj3/M4gk1K58SQLA4xHDz7qNKL0ll2e3eW9HlxJ96VdYAT15H0dQ1u4rC6+U8Beagra4Ynxg6F5cKiafXNzy6KnnKt5sK0YB0nlD2ILP5IrGER6kerTZuhPkppU/pEq4wkRcgkh8pFKzziEvBDAeFCzfxcuW6K9SutTmjZgmTBsEzw3kzCPFHnhEC7bg3Zx09DS9L0NJVumnQkocT9bq+l7D+AOhfgj7H8AEqxnzFKKYWvZCI0XeVDspOiJOvG6HFz+4nTGfnpHCeOHE3BZT7BHiy1Z7LmUUFlYpT1f+w3PMsyMuc+r8PiA+55n4Wr965VeYCyMhFBIZ0ZYK0AKQELSNGxbxuydC6MBxXifOcPcye5jSfvHImf3OtuB1Rb0jp/NOVtjrpBZET9uKB7wPXjF+3j9xtN9KPvRwiSESqlskGeo5F1UPOMmjNf8YRNokG4UNndii2PKj6P/fLYIP3/84InFj14I3yBsEpdEm4SkIQPCERbfJv9CettqHKasi5gE8LlFmTPd2Ed3KnetiB4cInXKf5KJg/Ljohami22kAXOiQU3G8KQykAz828MjA54taNlrCX7heIkNwIkVaESyQwvmtbc86/hOS2JwAOjAUJ71jJPxKveFhoUAbJFfTppJrCTsVkdmBtcc7GBmz4qagHlju7ndJZ7gIHMe7o7nLZzJayeMtXVhTy0JVO2bWCPG9KrtzwsYJgiYUEhHGx0gspLU5LpSK71gqYeZmU6oCq9R9MQ4O6dz2uQ4rJlbbOFILE6Sx7mKECXhaGIbxcEHCS+HAeuJpflht16uGEZmpoKrZt1QArSPlbjH73QiqN2G+cCmpnKzaeS7vitqiGuoa449iz74564jrqadY17ufsvaP6KcX9GBDvv6sddrx3EQVY1Vc/RUA2PizhTmSKsklx1wsoUN/PAiDigDQZVIZGqmwovjwX8MxJDaZ5H9Cy26Gsz3ZPPQum0CfingW+KzRLK2n82+IzYdSbKXsAZpDOqO+Ht0ozsVMmbuwHB+vdRKM7B7Sqyjlcnq20o2P1Od7SBq+RnwshPKSb6WNnTs1W2xoxYOwFMs/QQHlnPWid0j4x1VjSPQtOoQevTU93K+zJvT36Wb1NlSqwDNo+1AQGN/rQ4YFqp12o6+3iWheQm664A52h302DsHIStC4XIltZPzWktJoW1hhs5ACpmkUC2rMpQcWGKOwyGEoqzWBiTFmC6rPG8UAf9Bs7y5xo2Bad5XzbZpxwH2QWg+y76FGQKEGuDq66cWSGqfO2Usp7wzZjxRXPQdZQ2U2mutS0q3Iiha9oVuzGgwjzFiGrqCLBoLl0a9Q40AiKBC26aWH9K0PJ7Y4jHjY2Iz0tgsyycfuoXOJHbrRCUO2DIg1TDryAXsm0QlWTnujhVFMAOyGFDdQTcCdV4IleKT2jf8gR4n7344qkTUENTFeyzPoTy/2UKlECcyh7zB02wpIqmnj8wpDVt+8moqwcqksRxs11tKx0sENhstYTn4fh9mHqRrebprv/dhgAl6hslMJ5W7hvEV7HWbvRYs8DTWOTBmkuYa4Sm72Y1fxxNKHoZWarZbscXavdoyOE8/SK+3q1u2PddSXccAWEuQI4boeNEzXeEkG9ttNruTXh98qU+CHSvZ2vNedBg6ZGoPoFNn3CfYampWa3rmlXS2VVxsfmwHbvs6W5kgp46z6yDMaGnewhZo5EoQc7H0iYy2ANFccmpPTuMLHVHay+/CWbRtUcnSzjOphaYBOA9gT6QZSMc0nITVnlolLakRPCJiIIS9VhwPO+TO7gPi7BcPDyHcFy6e79vftUCYPxd/T/GXBDcnKSL+kDUJEJCtSQ8xXjMGvGeaJ4q/4sZFtT8DAC1bpEUuBU4rwzefL5nAcDoA1gJaD/NVrmX/YyVJ6NwOaoCOksK5HWVq0pQAeOr4bAN3gaW1WSPpn9p/LUmnoH1tX2Ofq+LPvtNoQJioeIVXTX7XkClUY4L9GFfYIld9hnt0l2H+3B1zedTzkJQ3JATVro1/jvbjVNhEjJnoRJMK9CIkVihyuCJ366B+pkRdmJ8inUSJaABWuWVQGrhqNpkKPHahL/18FSONHITfmLXt1y5oPpRcCj6lb99m7XhHkmTU41NK9jUS8pjBnbpOY/r4Ss/28IOVGYvqr1efWSNyZIxor0SXEWOI/l9obRi+Of/KAHipjd614cYytFdn/Sk4RdulsVyKLqV++0C4hqn7tIChueQ0rulnSCIZM78/6dkuGtYcsmP56G8DQPXZfq4EWFqEXIU6V6Uq9XcJxi/1OWZjl9q6xPiHJNqP6C/vYwy9RHv6uz99PGF/n4pn/hYAtCpRGt3w8QBYuyB9z53D0LV9D6mcpf5P6aNGcjmn3XMh4DP7/geAw6v3lQCwtDe8bflcnjz1fQCgc4xJHOAlbUxjNs+YZzHmGolwbJs1hO1SgWve+1OeuQTNbO5526VN42k25tmaQ2XsepzS/yVpaXugbx7o+9T+S3OtlQjH0njq53OnUVbC83MBcGhxTl24qQn4/9bepen+DwCn5ajSHhq7nmOB708yM2Rx3xj65QCwi/A1fxu7YNOyU39rfYxxzob+qLGP6edU+l/CZHGu9HeJzVkCiJzWp9Kzds2mVoHz+Vn79veu+Y+lSe3cJnguxuab5IfAd6sZ+mEAmC9S6fcJJv5lmvjCzNFLo1M27VcCwI+keamvU2g5hnmnBsDcdNBnZvLzLtFgzHwu9awCIGodIpdb7vo+JQymdkHtudICDU24tq8xRPtqi/XVxjNWgvno8X90f2N46zOerREmpthHJZvfpddlovZfXp+YOnf7IHdMl73ANcTzz+RGx38AOLwtJlrYz9h7F+/zH236STxmX9Xs4dJi/iUA+Pb+ytzy+0cpMpIAsJZIUz1XMt6WFuTU72s2VQ7op/Z1zns14zyn/Y9692+Zx0fRq6+fU/dd7Xul+X0WAE7OP3IdJ/KNAYL1ucC1hJziudo2Sos29H2tU8O3MfliFCbw0f2dQ8++d/+GOVyCLmPbrN0TNSrx2L7xfAkArc2p13vq9nScvEipaQYA8FSCl4j7WZJfaVynfn+hBYrDGQPUlx7LKTT6imM6ZR6f/U7Nfux6pua9mrnVAmAXWNa0/0kHqEiA5xBp7LtjnzfCnPreOcSveffSGzxvv0SHS4+nhiafKTWPHd+f8HxpzYf2SO27JTqMAcApQfDC/HzV7HqqwRjhbADnEvLc90sLVPv9JcbhFymnW+24pnzuwkxz0lC/4phOmsgHvzSGX7+CBDjVOk/VTmG5jgFwDMFreWGoza6JehC5xHhqx43nSv1/0EKNGfIfVQDgK9JvFLEv/HCJ/3z3fyoAfqIAcdXsK+sB9i3EWBXNFqyW8ccwwIV58a9svm/9atfn0kS59DguzV/njH/s2C4BgF3j938bO7+xz1+Yv84HwFMGOIYIY5nglPH8e+eYAmPW6NL0u+RYLs1f54x97Ng+AgDH2gJz3jiHHhfgs3oArFEHawY4lgBjmaBmDP+eqafA2PWqb7n+yUuO4dL8dc7Yx4yt79kxbXStSAnwaudX+1w9V0zy5DgA7OqylsCnEqC2/UnI8a+RIwqcum5TkvKSY7g0f5079trxTQWAfeMtqcJD630uDabkpayt8wHwgoOLTdcywUeM5f+tj89m3s/qP+e5zxpHid9Ke6P0fan9U4Hvq9HLxpPR4x8Alhjg//37z2bkz+7/T1v/sYDX9XyJ5qXvQbOaZz6CtoVx/APAqRah54SZqvlPbeczmfkz+/5Uok/c+VhgPFel/Srr9scD4JQLNzFPtZo7dcH/9vlNQfNTaTtF339LG1PzWWlNSt9/FF3/aACcetGmIvpXWdxznFJ/Ay2+8jpMRd9z27nkHqqhf80zpTn6Nkq22dL3X9oJcsnFKhG59vspFrS2r1Oe+2gafjY9Prv/U9boI9+5JD/U0L7mmTHqdgngRto0v5YN8JKLNRXTnbugU42jtp2PoOln0uQz+65dg898ztZ/Sht1ieal78fQY8q2Ovr9WgCIAX7Ehv1CCzBmKCc9e0l6gjnR/oWZdHDen9n3SQvywS/lAOi7t/UbGtJIiYpNTbkmU7XV087XA8AcBPOBn7OhuxZ8KgJ/MF9Xd1ei17nz/ywAPHfc1QT89+BJB9DU61PbXu1zOqlyOayvtv6lDW3j/QrSyVej3Z88npGM/SdP9Y8Ye74e56yPF0zGtjP2+Yy4/QBYswq1YFTT1t/6zBij7ZmL+Skk9GO+pDTYR5shHsztXl2/T20jG+rjMxZoDE+NebY0l6namqqdnvGeB4AfYbObSgUubYbSgtZ+f+6hcOEFr51G9XOXHu+l26+e6EQPjuWPS8+/T5IrjTPfTzl5phr3VO30AiBK4vtPaeJ5Q2Ofn4iPJmvms8Z/4YWdjD5TM/ZXm3dpPJfmj1L/F1vIioaHVNNaupSAsjSMc+lTGOfxrXC1E7OBj32+NOGP/v6zxn/uwl6KTmPHNfb5MePu2jx+U45pq+/Z0vgvzR+l/qeY4782eilwugp8acb4qEX77HlcagNM3a4Bz6ntnvpeiQ/OXb+pTCylcX709+dKXh893lMPqDPHOQ4Az2W2Mwd71utfdeyXAoap2z0XALsWb4oxftV1rWXW0vinoFHtWP7k506k09eMA/xb1OtzGerERW11O7aNsc+fayMc4yUfAtESkPStxSnvddGor51T2vdjvfR6fPb4zt0jZ77/8QB4LsHPnPAf9/qlN8C5AHbu+38iAHYB1FcFQBtrHx+dux/P5c9P3pBXzaFwK1zJRjKGAOcS+5OJ9SHdj6HnJewm5/Y/9v1zeeJcW1ep/xJA+zUotTUFA42l7xR9DrXx1cYzcr7/AHAkwaofvxRjXKrdkqRQO/HS+KYGiY8GwFo6fJXnSutx7jgv3f654yu83w+AJcmvTw0YS5DShhjb3oUJFpv/qHFN3s+Yhe1IbO+SiPzfxtimYLH6AAAVRElEQVTHPmqtPlJKK/HzZ8z5EppCaR6T822pw57vC+MQAPSnaO3AbaFrnz9x/Bd/7auPf/LxnQmAUy/I1IAxdXtj5/vZ/deOd3K+yjq+dPsTzXN6J8hXmXgtgT76uX/0Oab4nwIaNbxyybl8Zd75rLHV9tvz3Lg4wBoG+PfMMAVqF+xvpOMlweGr0GvqOf4p/PJR4xzbT1EFznOBxzLS1As+tv9/z5cpMGSuGOPlLPf074mPpsBYQDh3fOgPPOPNZmjzFDNazVhq53f0nPyhmdm/Icxms1hwebYQxj/OBa4ZlH/mHwCOpdjw813M1fdGDXOcuz41fUxLgb+7NQOQrln6774q3acaV99cPf/30WiIQxoHeHhuPgth4SrNZ/shAaCXEs7dNF0DvESb6KfU7lQL9lW3ZWl+JfqMnVepv7HtTf18Pr4hD3Vps/Xx8WfSoNT3R0v0pfF46bBmrbsOiKE+FPCs6SY0AYLeYRHCfDEPYT7c6fk2wKk3WA2RxkigNQs0eKJkX+YSWqn9WvqU2inRpUsl6eq7djznSJ2lsU75/bl0O/ewvkT/Y/gxf/bSAJjPN/6eM2DHJAaBTJ5v4V/X4XVkzskahcq7nIewzBvrJuqxBGjP1WyUGqlx6EQ+mvHEF6qcIkJPuTlLm6ukDtWMZewGzBkoZ7LSup8iNdXM49xnxtIhiQzDPZfocWq/587Xv18BLPHxU+fTB3wtfvgIYnT3cZg1YQ51d1UQ+TK6XzWbw2/okRQdoU8agXJClQjXt9lLAFhihKlpOnV7pfGfQrfazWkHSGkMp3x/zrhP6e/cd05d11Pf6xvv1O3FfoZOS32I6mC2cH37rzn2Y3h26l1+tnfOJLOWhzrq7Cb7I+YMnRd2Pqi8+HfE56p52UlFaDRC+umI+K82zu913gDYobXoAs4xz/cN3vovAXPeV04vBXoAPqfV2Hx71rUE4CVe6Fvg0ns5HcY+/+EbdATXGT+du5dquqzADTbTS1/7omfjTrUufYdeLf/0jSOzkR2TrEsl8I2dK/LXAl7HYnaOPZsovbyQ/HLsqmGOEK52/73/pntYpT+RAt2g+aOBIdzKfCJ9In6I9Hi0DtpWIrNJmgWksh5aEqkDq/z7uvkeP9XLOProuQA4dlyX3lBjx/NVn6+lU75/u34fAsAxknDXmErv185j6EA8tY2uNo/wrtC4x4qpeaUWABeLEBYYpwpsI8Z09fb4SwDQgEoBz9ZtPmvr1BZLI98DDHNQMjXaS5LuyD9iiOz9PsBpAWEHpfPvS5JiiTH7TuQhRvTflYB1ambpa2+qzTHVeEsHyhDda9esa6xe0Olqp6SleEHQP3suffP3dR+3pnBOH2NpVuTbTCIe037vAeH08aO1cy/5H+eCPmEpf2zwu8OxWna9ev323+8IfsSptoR3DIAJzCSuMDM6xvcdEBqoZsQSPpI/QrIEgmvcopoyYJvUT/YuJttQ/8+mag3Ev2cA64GSA9AR+HbGLGoJKLsYvAYoa1ew9Nw5m6fU9lf83q/dEKhdauwZPowGMnu/xDe146/l5UHgGyPaTsRwsZme9gA7wID5gZSYwfM7QvIz8l29QgJU4IvQ5hqKMp4DFMUztjE/RqAUbS1DkydatkW/ejmy5SvbI8r1LWwfEfokwq6/429dEmctMw0xZ87gUzF6X58T8WPtfvtjnuvb02P+XjPZsTyTS5ql9cu/z/srvd81h5bqKYLJxT5HTdf01YRmcSCmiPd3EWZwgJzwuXr7/ote4IRv8lPc/xmgiL3QPir/eTsfnSl69FIIzJDkiCGyP8CVPUiDTKI7wssejusFTG0gfq+dGz0xngG8Hk1zP7eu075m/cd0OnV7Y/ru3FyFBoY2cL4XB/dmnyg2JKKdO7mO90sAWBKuSgfkJQDQpnESOHUJMANMeGIfh8WeHcGHubi+LidE9Czt1X6z+73ZrMPsEML+cFCFNim2cyrXDvLUJpgDpgdNUStVBc4NmbmEltkYj8XYsUeaH2wFQw8xqEmC/t+E/fJTicErhnAE+EMgaf3VAlvtc33jPPV9PQMvKTzUkHaS9ck7OpKQqkZS91CJ3U9dj7re65/qHcfIAbYe73q34wSYhbCn6tuE+Woltr8TP1dNoyXx2Z4YIw/bbQiHJhwOhxAgabr4wE6nh3buB5IAMBtZS4A0ZHHPHE0ml8CUIBa+MjTxMXTJn80EV3RHgcMEUPv+NMm7e9SXkA5H8uPRwE55/5R3TmTg4mtjeKDYWMcDJQlt6v6/Cm0/CQAtfG0/34fFYhFm10j56FsXF8bXs7YJAPsW/9CE3W4fZoeGTodmLzOn19k5MY5Q+EjSK+mgJk31IZF1WOCosRpOiUEzIDyyDfZ9P3YzdYEf2rC/fyTjexqe229Joull3rEEHHjepNGxTfbxRt9a+fWSzTH9J1+PsRrBVCOaHACHGc2A7zCD6tuE/awJq5ubY8cHm3Fe5dyElc2/DID5okr/IewgHYoYyk/cNLnEBkZQDw0lzL4VrATAOIECd53KfNl7klxtYp+jXpda7Jn+lP67pIlzAShn+KnbK22oWgDsG9dHjneqNSvR5JzvP5IeQ+PsHIedNCcMshCwbQDYzPfUTOfXizCn9He0YRMAuvJXfVOpA8BBQgwAWtcpeAhht9sFOHH4dYPclUZUS1RxYKaGgibDXNoAO+fzFZ9TmLmr2az/oqt9rMRYmkoXKJbeGfO9b9/TrI+Hz6VraW/kEnzp+fyAzudeAuDSfGr6tz5N+uCYOhou9VWaS6ufMYt8xrPF+Rf2f24EPvIJFMaWSe+bsOYLq7u74xfxrJXDapoqz/D5AHgqbXdBJEg4WfAxVb6gAYetdnjqBq1hQj+nHBTGbqg8ddAkx67DYYiWQ4xYZNJTF+kD3qsdewkYx/JD3t5U4FI7n5y0Q8LTqW1OsXzFvkcCYAR5fa/agSHa4zqsw3K5DIsVct/cxw6fg7QLQWqODJHCnvowAOzjt+OYlzJCHfaHMN8jELoVwNM91VJzfYCbt1Zqx54vPVfb31Qb8txNUNwAIzrA3Gvb62KYrndr2+sCnPi3TMw42lg9c6yYT4PwiviRoiNHrBVVNQkh81NHRWPWtav9ECfEBoZ/xWmZbGKNH05LgRTGjIkIpaIKLdr5wZUkhNqJZM/N9mG334fd7BBu726T7c+Az4gG+h1U+huy/wEomyZ8AQDERD1TlBBECbMNMtGSpbnUXAmQxr4/FjhL7Z+6wfv47NT+ph7HGJAZevbUcdW+V/tc37rnQkiJ/vZ9v8QwDkHy8ff9jr9n4MiO8Hf7r7PnEyTAcTOQYQAAtzuWu7q+WbUhw9Rq9THwOFsWpL89tM8PBMAT5lx8Zb/fh8VOJ9p3GtcyXC1glADT2rHnSv0XZ9l+gKe7+5wTAzWy62wgPW/37Yd4Qhd6HQs4pedPpX9fuxGY5AdIeLPZPOWinkXUL/wyfZ4HChyULA8mMdYQWIlGZNLnI30LC6hf72bbsN/vwuruNszmJhGrU9VJgVB9MT4GR/d9sIf2h3A4/OEAyPltCmpVaX3Gfl8DgP6ZUvtfmOdHD40Mrm+VAMQar32u9HztAVY7qRpgxT4coZ3Wdv2lnzO6QFq0IJAuybE0iVoA5CnThM1hTfPBzf2dA1EXVaKCwb45MD4wRJDMBkJpFuF8AMD9x6nAJXqc/D1ocADuqz3QqQ5W5DXeBtUguFsemJuXrtZbVwN8NomhZ/9WQBwLZLWAVgKiGsapaaPnmRh0cFqufc3o/p5nuBdFAjN1en7ITogjOlcsDpwfzZrhaKvbm3TCxgKwyeYJAFwyNa5no3FsTTjAnrj/SwCwZQZ0ACg6SsZfRhfEM7owxpbl2b/SB1i1fy+pwn8iIA7xrKojGszEFEtZho4SxAzUd1XIu6CgYn8MIkjX+2PaNE3qT1ynz4BWo639i2gP24eUvvJB1S3G+vAerq+XzrOr75GtFABDQ1DrDJC2bgHQEJgOB4bjfZgT5DPWoqbPZi/esrnaNLqWJ/J+zSaoBUbryB+QNe3XTGromRa/gXGyTvMxlPhz6MDxDB8N1c4OhHHmB0RJhc4lx9LzpfH30KqZw5NYAOdz1+L/8X34Hhj+NqNNcZFLiJ2HYBO2YcPwF7vPV4AU0qbiK9Tapgn7pnFSYrsxsV2K2gz/Af77vwfAeCLhpMo3cy2DDgFX6buu7y8NhGNAYcyzucTdAsAeYnoAxPNjAbhvjUqS3xBw4jvkeiKM4tJrUctjf9Nzfm1gw1ez1OC5vYSzCYsBeS+iHhnGJMBDI6awa6TIdXxyAAQA/9kAaBeiTMEc3KwdEtEpbQ85QWQNv87GGgtwuQSWv5+rQP77rr667KV9YzplrIV3Dqgq4urqIu4O9qP59f+bd+MURp/oHailO9XELDHCDlPjDyt/5ZLjVQjkIACCiA/GoVUCQAAhbIB/PAAS0asjyQuLlW9c//jQJipJCF0bfCK+OauZWjApgVEPAJpqwsDazjxPJUykT0/ljrHj7JXsOsR7VhWGtOcoWbLZnkX0fy/3UgC2Ytjlpczf8WcuRQhExksfb/9j9So6Sm4HJcCmORAs/2gAtHi4yQDQTpw+ieZU3s3b8xsMP5cA9Nx+SwDW135JssslwbydeKCYutLTEWkwhgjZwAoAGZ39sOlBXZqjgvD8/y985VQ++uj34KRlppdK4MoahyA2Klnu4ztEKNUBAJeLsMrT5OLeFvsfbJD7g0mAh+b3xTbhRxPv3P5A3VNimozA7aOpdU61hoYNb9LHmL0/Zn5xHi4NypUvi03p16aZe3XQP5Mdu/4IHh5Vyb4zRgXuPtf1r9pQFD31d9jxIOHFCt9jiPjv2Q+ngB1oWZTGPmwlADsvGG/FD7B14QG+v2Vg+tGHmoiYOwiALRXYlbD/8Al/lQ6N8GMBcFBixJcdVn2sYk8dx8nIQW9bitjvBbOSJNdx2vaPMcKoe6Tg1YixXHmrSti+AyJqtEJj2vLA4/NZmM9nki1wqcNlskX611AvBTSfmSpxcwi7g3kp06La7jJtEBXtb04CwLgJyhVU/9ol8zbAKruTkn+syoz1+4gMApx0+xDj8JLtONnCuuBZUKSIih1scCraDKm0Hbf+dZkUAHZWGu6f7+Lv2KImySM8bX8I2z3cxf1hvaYC3zzcDUiAXSqwlcT/O8g2bhbcTG5HUUx22SJMp8k2du7hrQBLs1sUg37Hjb7qaUiB+MQqHwfN5ay5UqCmh4r595/yXSxdAGDTdFE3Eutzcyrw1kzu3zOfRgHbmzRLHcJmkwCwa8UPCphIlev0C1gxZq0WIzbAvyEXuGaFdNKMICIgaLpOjCKXgEoRpfW+YQhqdgHUbMb0mpmPC+va+EMa4GfvUy/h+pjHGvoNPTMGADufHdOAk0xpRvgAU8K59Pn3/mkUcAC420ohBPlkG8lFGOBARLGEzk8GgHCYQGX+s+MASxvTT9pVisVrCJoU85bedUJhRGU1V5ONXiPdo4hEv16uBAhtIfz+pYFWFcuvnDuKIZYKy57GtvX1/k5tX99rVpAAP/tUOXMS/17vp0AEwCZs1uuYw99rUUY2FwAQxRK6Ph0A+EeHwQzyjqqyKtbJZU4KcNGRjuBLc6prGk1UyOLzCop21TEjNuZhMV9QIjQJsTWWS3t3p9o0AEARhqf99EnGTnhrdVh0chjiubfwTnew/7Rz+dfaWRQ4K1QtA0B4bWP54xbPpCKyizEAiKyRv1IFjkgvcMbqL1GiU9XXhD3+PUl9JhEmx2fazV2xvDe3N2Ex12x5ZP33leBBf7s9k69ZzHFU3NtZPNj/8s6qdgg38f8+xsDU+RJATTk8FZ5boGz961Ic5nuJ44P6++/zdSlgAJakivZYbWv1VbtOSb5h/b6mCgzbXoxyikwrzaK5a2hoPUHQcv1GqhrDtLk/vSDq0eqb5EcEE3ufjxQX4rXtf+lvSUSxv/n2cwC0Uls3q7uwQPXZngK0iDlC3THUH4PNASAD4Pz0GA2T/nzkfZdEeGkAHCuB4ioIZ4H4ugjwfz4yD4DcdrrQcb3lh9aFAcpryYkh0t36/Z1xe/LJT+Z0at7f34fQeQ+IlMCSDmX/EwD/GgkwAp8QmiovCW72Oy/5pdI5EejMGRLX6XhXJlBMng48NZ/Nwt3tHSPQ8w+Mt3DhC91NEpXLWq4Rrf4VJMGjQSMdaUxOdCWCVT7WDRtN2C8aOWj+hbn8GchaA4AtnjAzVTa9GW6R3IftdtNZrCThaRMeHh6OAVCdnlY9RmSjvwkALWCyA/DkT+30GXF65JJglNPjd1EezE4se7ItGM3C/beHI0ADAB5wj4El8WjWhQXqLpa+vtkX4WtoCtsmzGKYjOPSs0As0bhqptYXpb1ZCCutzPJP860i36c/1KcC+/00CIAJEFno4HAI2+0uII+39aFaLNUnIQHaXSBRVTZ8cAH9EQChAh92+9+zMbdOfTplswFQtzdAS15dMfD70jnO4+sWp3XHhpMEIwC29u3xnV6Mr5vNwuJ6GW68/aFpwvv7e1hoWI0MR1RgjGuxWNKmAQmydX1fLhUe/X75BTjsDmG+7UGaIxA8GxWzCfn2ZmG3RIXf5adbDC5P9b+shxYAdh2ixzmYbVkj7TVvkoIqDFs6836tsNIMWd4zAcA8MsCp3uIM1ZxwlQKvdpvtb0okpTs0v+D6xPpeBBev9qbQFW/zI8Fajg8v+XVvZFvHY+gTgliAMU6eO9gg9LN5h+v+wJJyjD0k7qU+6E1ezLlwBEJzoHjAs58jFrlAwwuqz4ftIcx3XwMAw107Kf4LsuG/IXVRoFYFVpZu7S8TaLRdD4CyzxEbDbV4q0FnM94DcofL0o9icZPJKzo5ddvDDnjVbPe/KZnM51U3qX/51dZqrxHsUP462t9crF/EPkegjslFdXlg4gCw2/u7MJ8vYrI1Ypco7KnxVaBPUw0VBwF6+M8kQbzQ9vC73/okwQsAoQCgTTgPPM0Jca4E2P0+MqDmsPkNXO715Xnx/3mAfQCY7bt0bXEuJXZLgFGIoF8DZe2lsrMA4G3rmty455yGaEti8b9Xzf7wGy5iCJQQH9OVc3/R6lloTAhBosp5eV5UnVsnQzbtGgBEgPQNTh9dXNr+4LXSEj3m1aL4TcCaSSB2CGG1lAtckpCXfpbUuQyAcqlwagAEY0EF/mQARFGD2errla2atAblX7TFjqbSpwL3AGAqdWWxqX0AKA14B+ZmuyHw8cL03kwRJ2M6rP0fgQhWKyEH7GIAAAAASUVORK5CYII=","boardlogomedium":"data:image/png;base64,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","boardlogosmall":"data:image/png;base64,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"},"boardevents":[{"id":"Rules 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","soundbankIndex":14}],"additionalbgcode":{"code":"; Customize the background used each turn!\n; This function runs at the start of each turn.\n; The default background is available as DEFAULT_BG.\n; Additional backgrounds are available as ADDITIONAL_BG_#,\n; e.g. ADDITIONAL_BG_1 for the first added background.\n\nADDIU SP SP -40\nSW RA 36(SP)\n\n;===Check for Load Models Pointer===\nLUI T0 0x800C ; 0x800C0000\nORI T0 T0 0xD09C ; 0x800CD09C, Load Models Pointer\nLW T0 0(T0) ; Load pointer into T0\nBEQZ T0 ExitBG ; If pointer is absent, game just started, exit\nNOP\n; else, got Load Models Pointer, load models in Airhook\n\n;===Insert Airhook===\nLUI T1 hi(HookData)\nADDIU T1 T1 lo(HookData)\nLW T2 0(T1) ; Load HookData operation\nLUI T3 0x800F ; 0x800F0000\nORI T3 T3 0xF5BC ; 0x800FF5BC, address during board load-in\nSW T2 0(T3) ; Insert Airhook into board load-in\nSW R0 4(T3) ; Insert NOP after\n\nExitBG:\nLI V0 DEFAULT_BG\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n;===Airhook===\n.align 16\nHookData:\nJ AirhookCode\n\n;===Airhook Code===\n.align 16\nAirhookCode:\nADDIU SP SP -120\nSW RA 116(SP)\nSW S0 112(SP)\nSW S1 108(SP)\nSW S2 104(SP)\nSW S3 100(SP)\nSW S4 96(SP)\nSW S5 92(SP)\nSW S6 88(SP)\nSW S7 84(SP)\nSW A0 80(SP)\nSW A1 76(SP)\nSW A2 72(SP)\nSW A3 68(SP)\nSW V0 64(SP)\nSW V1 60(SP)\nSW T0 56(SP)\nSW T1 52(SP)\nSW T2 48(SP)\nSW T3 44(SP)\nSW T4 40(SP)\nSW T5 36(SP)\nSW T6 32(SP)\nSW T7 28(SP)\nSW T8 24(SP)\nSW T9 20(SP)\n\nLUI S0 0x800C\nORI S0 S0 0xD09C ; 0x800CD09C, Load Models Pointer\nLW S0 0(S0) ; Load pointer into T0\nLW T0 4(S0) ; Load LoadModels func into T0\nJALR T0 ; Run LoadModels func\nNOP\nLW T0 8(S0) ; Load LoadFlags func into T0\nJALR T0 ; Run LoadFlags func\nNOP\n\nLW RA 116(SP)\nLW S0 112(SP)\nLW S1 108(SP)\nLW S2 104(SP)\nLW S3 100(SP)\nLW S4 96(SP)\nLW S5 92(SP)\nLW S6 88(SP)\nLW S7 84(SP)\nLW A0 80(SP)\nLW A1 76(SP)\nLW A2 72(SP)\nLW A3 68(SP)\nLW V0 64(SP)\nLW V1 60(SP)\nLW T0 56(SP)\nLW T1 52(SP)\nLW T2 48(SP)\nLW T3 44(SP)\nLW T4 40(SP)\nLW T5 36(SP)\nLW T6 32(SP)\nLW T7 28(SP)\nLW T8 24(SP)\nLW T9 20(SP)\nLUI V1 0x800D ; Return original code\nLB V1 0xD067(V1) ;\nJ 0x800FF5C4 ; Resume board load-in\nADDIU SP SP 120","language":0}}