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Rare Toad Shop":{"language":0,"code":"; NAME: The Rare Toad Shop\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|MinToShop\n; PARAM: +Number|MushroomPrice\n; PARAM: +Number|PlunderChestPrice\n; PARAM: +Number|DuelingGlovePrice\n; PARAM: +Number|KoopaCardPrice\n; PARAM: +Number|BarterBoxPrice\n; PARAM: +Number|LuckyCoinPrice\n; PARAM: +Number|WackyWatchPrice\n; PARAM: +Number|ItemBagPrice\n; PARAM: Space|Space\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to allow the landing\n; or passing player to purchase an item from an inventory\n; of your choice. If the player's inventory is full, they\n; don't get to buy anything.\n;===================================================================\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S1 32(SP)\nSW S2 28(SP)\nSW S0 24(SP)\nSW S3 20(SP)\nSW S4 16(SP)\nSW S6 12(SP)\nSW S5 8(SP)\n\nLI A0 -1\nLI A1 -1\nJAL SetBoardPlayerAnimation\nLI A2 2\n\nLI A0 Space_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Current Space Index at V0\nLI A1 Space_chain_space_index\n\nLI A0 -1 ; Current Player's Index\nLI A1 10 ; Frames it takes to turn\nJAL 0x800ED20C ; RotatePlayerModel\nMOVE A2 V0 ; Space Index to face towards\n\n;BEGIN Checks that prevent purchase===================================\nLUI S1 hi(total_turns)\nADDIU S1 S1 lo(total_turns) ; Load address of Total Turns to S1\nLBU S1 0(S1) ; Load value of Total Turns to S1\n\nLUI S2 hi(current_turn)\nADDIU S2 S2 lo(current_turn) ; Load address of Current Turn to S2\nLBU S2 0(S2) ; Load value of Current Turn to S2\n\nBEQ S2 S1 LastTurn ; If it's the last turn, branch\nNOP\n\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nMOVE S4 V0 ; Copy Current Player Index to S4\nMOVE A0 S4 ; Copy Current Player Index to A0\nLI A1 MinToShop ; A1 = The minimum amount of Coins to shop\nJAL PlayerHasCoins ; Checks if Player has the minimum Coins \nNOP\n\nBEQ V0 R0 NoCoinsToShop ; If the player doesn't have the Coins, exit\nNOP\n\nLUI S1 hi(p1_item3)\nADDIU S1 S1 lo(p1_item3) ; Load Player 1's Item slot #3 address\nLI S3 0x38 ; This is the distance between each player's Item #3\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's item slot #3\nLBU S2 0(S1) ; Load address value into S2\n\nLI T0 0xFF ; No Item Value\nBNE S2 T0 TooManyItems ; If the player's inventory is full, exit\nNOP\n;END Checks that prevent purchase=====================================\n\n;BEGIN GREETING=======================================================\nJAL PlaySound\nLI A0 0x298 ; Toad Yooo\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3 ; Character image (Toad)\nLUI A1 hi(Greeting_Message)\nADDIU A1 A1 lo(Greeting_Message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END GREETING=========================================================\n\n;BEGIN ITEM SELECTION PROMPT==========================================\nSTART:\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(ItemSelection_Prompt)\nADDIU A1 A1 lo(ItemSelection_Prompt)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; Get the selection, either from the player or CPU.\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S6 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the player's destination based on the choice.\nLI A0 0\nBEQ S0 A0 item1\nNOP\nLI A0 1\nBEQ S0 A0 item2\nNOP\nLI A0 2\nBEQ S0 A0 item3\nNOP\nLI A0 3\nBEQ S0 A0 item4\nNOP\nLI A0 4\nBEQ S0 A0 item5\nNOP\nLI A0 5\nBEQ S0 A0 item6\nNOP\nLI A0 6\nBEQ S0 A0 item7\nNOP\nLI A0 7\nBEQ S0 A0 itembag\nNOP\nLI A0 8\nBEQ S0 A0 exit\nNOP\nLI A0 9\nBEQ S0 A0 view_map\nNOP\n;END ITEM SELECTION PROMPT============================================\n\n;BEGIN Item Values====================================================\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;END Item Values======================================================\n\n;BEGIN Selected Option================================================\nitem1:\nLI S0 0x00 ; Mushroom Value\nLI S3 MushroomPrice ; S3 contains Mushroom Price\nJ payprice\nNOP\nitem2:\nLI S0 0x06 ; Plunder Chest Value\nLI S3 PlunderChestPrice ; S3 contains Plunder Chest Price\nJ payprice\nNOP\nitem3:\nLI S0 0x08 ; Dueling Glove Value\nLI S3 DuelingGlovePrice ; S3 contains Dueling Glove Price\nJ payprice\nNOP\nitem4:\nLI S0 0x0F ; Koopa Card Value\nLI S3 KoopaCardPrice ; S3 contains Koopa Card Price\nJ payprice\nNOP\nitem5:\nLI S0 0x010 ; Barter Box value\nLI S3 BarterBoxPrice ; S3 containes Barter Box Price\nJ payprice\nNOP\nitem6:\nLI S0 0x11 ; Lucky Coin Value\nLI S3 LuckyCoinPrice ; S3 contains Lucky Coin Price\nJ payprice\nNOP\nitem7:\nLI S0 0x12 ; Wacky Watch Value\nLI S3 WackyWatchPrice ; S3 contains Wacky Watch Price\nJ payprice\nNOP\nitembag:\nLI S3 ItemBagPrice ; S3 contains Item Bag Price\nMOVE A0 S4 ; Current Player's Index moved to A0\nMOVE A1 S3 ; Amount of coins to check\nJAL PlayerHasCoins ; Checks if Player has A1's amount of Coins\nNOP\n\nBEQ V0 R0 NotEnoughCoins ; If insufficient funds, branch\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to pay\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to display\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nNOP\n\nADDIU A0 R0 30\nJAL SleepProcess ; Sleeps for 30 frames\nNOP\n\nLI T1 2 \nSUBU S1 S1 T1 ; This loads the current player's first Item address\nLI S5 1 ; S5 is the counter to stop giving Items once full\nLoop:\nLI T0 0x4\nSLT A2 S5 T0 ; A2 = 1 if S5 is less than 4\nNOP\nBEQ A2 R0 exiting ; exit once player's item inventory is full\nNOP\n\nLBU S2 0(S1) ; Load slot #1's Item Value into S2\nLI T1 0xFF ; No Item Value\nBNE S2 T1 next ; If the player has an item, load next address\nNOP\n\nJAL GetRandomByte ; Integer at V0\nNOP\n\nSLTI S0 V0 0x6 ; S0 = 1 if the number is less than 6\nNOP\nBNE S0 R0 getKoopaKard ; Branch if true\nNOP\n\nSLTI S0 V0 0xF ; S0 = 1 if the number is less than 15\nNOP\nBNE S0 R0 getSkeletonKey ; Branch if true\nNOP\n\nSLTI S0 V0 0x21 ; S0 = 1 if the number is less than 33\nNOP\nBNE S0 R0 getBooBell ; Branch if true\nNOP\n\nSLTI S0 V0 0x33 ; S0 = 1 if the number is less than 51\nNOP\nBNE S0 R0 getBooRepellant ; Branch if true\nNOP\n\nSLTI S0 V0 0x45 ; S0 = 1 if the number is less than 69\nNOP\nBNE S0 R0 getPlunderChest ; Branch if true\nNOP\n\nSLTI S0 V0 0x74 ; S0 = 1 if the number is less than 116\nNOP\nBNE S0 R0 getLuckyLamp ; Branch if true\nNOP\n\nSLTI S0 V0 0xA3 ; S0 = 1 if the number is less than 163\nNOP\nBNE S0 R0 getCellularShopper ; Branch if true\nNOP\n\nSLTI S0 V0 0xD2 ; S0 = 1 if the number is less than 210\nNOP\nBNE S0 R0 getMushroom ; Branch if true\nNOP\n\nJ getPoisonMushroom\nNOP\n\ngetKoopaKard:\nLI T0 0x0F ; Koopa Kard value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetSkeletonKey:\nLI T0 0x01 ; Skeleton Key value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetBooBell:\nLI T0 0x0B ; Boo Bell value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetBooRepellant:\nLI T0 0x0C ; Boo Repellant value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetPlunderChest:\nLI T0 0x06 ; Plunder Chest value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetLuckyLamp:\nLI T0 0x09 ; Lucky Lamp value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetCellularShopper:\nLI T0 0x04 ; Cellular Shopper value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetMushroom:\nLI T0 0x00 ; Mushroom value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetPoisonMushroom:\nLI T0 0x02 ; Poison Mushroom value\nSB T0 0(S1)\n\nsound:\nJAL PlaySound\nADDIU A0 R0 0x10C ; Turn Start sound\n\nADDIU A0 R0 30\nJAL SleepProcess ; Sleeps for 30 frames\nNOP\n\nnext:\nADDIU S1 S1 1 ; Load next item's address\nADDIU S5 S5 1 ; Raise the item counter by 1\nJ Loop ; Loop back to give the next item\nNOP\n\nview_map:\nJAL ViewBoardMap\nNOP\nJ START\nNOP\n;END Item Values======================================================\n\n;BEGIN Checking Player For Necessary Coins To Purchase================\npayprice:\nMOVE A0 S4 ; Current Player's Index moved to A0\nMOVE A1 S3 ; Amount of coins to check\nJAL PlayerHasCoins ; Checks if Player has A1's amount of Coins\nNOP\n\nBEQ V0 R0 NotEnoughCoins ; If insufficient funds, branch\nNOP\n;END Checking Player For Necessary Coins To Purchase==================\n\n;BEGIN Taking Coins From Player=======================================\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to pay\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to display\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nNOP\n\nADDIU A0 R0 30\nJAL SleepProcess ; Sleeps for 30 frames\nNOP\n;END Taking Coins From Player=========================================\n\n;BEGIN Checking Player Item Slots=====================================\nLI T1 2\nSUBU S1 S1 T1 ; This loads the current player's first Item address\nLBU S2 0(S1) ; Load slot #1's Item Value into S2\nLI T1 0xFF ; No Item Value\nBEQ S2 T1 giveitem ; Go to giveitem if the slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to load current player's second Item address\nLBU S2 0(S1) ; Load slot #2's Item Value into S2\nBEQ S2 T1 giveitem ; Go to giveitem if the slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to load current player's third Item address\n\ngiveitem:\nSB S0 0(S1)\n;END Checking Player Item Slots=======================================\n\n;BEGIN Item Sound Effect==============================================\nJAL PlaySound\nLI A0 0x10C ; Turn Start sound\n\nexiting:\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\nMOVE A0 S4\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT A0 T0 ; Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get current Player's Star address\nLBU T0 0(T1) ; Load address value into S2\n\nADDIU V0 T0 0x2BE ; Mario's Despair Index\n\nJAL PlaySound\nMOVE A0 V0\nNOP\n\nLI A0 -1 ; Player Index (Current Player)\nLI A1 5 ; Animation Index (Star)\nJAL SetBoardPlayerAnimation\nLI A2 0\n\nJAL SleepProcess\nLI A0 40\n\nJ exit\nNOP\n;END Item Sound Effect================================================\n\n;BEGIN CANNOT BUY ITEM MESSAGE========================================\nNotEnoughCoins:\nJAL PlaySound\nLI A0 0x25E ; Boo cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3 ; Character image (Toad)\nLUI A1 hi(NotEnoughCoins_Message)\nADDIU A1 A1 lo(NotEnoughCoins_Message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ START\nNOP\n;END CANNOT BUY ITEM MESSAGE==========================================\n\n;BEGIN TOO MANY ITEMS MESSAGE=========================================\nTooManyItems:\nJAL PlaySound\nLI A0 0x25E ; Boo cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3 ; Character image (Toad)\nLUI A1 hi(TooManyItems_Message)\nADDIU A1 A1 lo(TooManyItems_Message)\n\nJ FinalizeMessage\nNOP\n;END TOO MANY ITEMS MESSAGE===========================================\n\n;BEGIN NOT ENOUGH COINS MESSAGE=======================================\nNoCoinsToShop:\nJAL PlaySound\nLI A0 0x25E ; Boo cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3 ; Character image (Toad)\nLUI A1 hi(NoCoinsToShop_Message)\nADDIU A1 A1 lo(NoCoinsToShop_Message)\n\nJ FinalizeMessage\nNOP\n;END NOT ENOUGH COINS MESSAGE=========================================\n\n;BEGIN Last Turn MESSAGE==============================================\nLastTurn:\nJAL PlaySound\nLI A0 0x25E ; Boo cry\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3 ; Character image (Toad)\nLUI A1 hi(LastTurn_Message)\nADDIU A1 A1 lo(LastTurn_Message)\n;END Last Turn MESSAGE================================================\n\nFinalizeMessage:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n\n\nexit:\nLW S5 8(SP)\nLW S6 12(SP)\nLW S4 16(SP)\nLW S3 20(SP)\nLW S1 32(SP)\nLW S2 28(SP)\nLW S0 24(SP)\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n\n\n.align 16\nLastTurn_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"So sorry friend\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"m out of items\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Please come back next time\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoCoinsToShop_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" golly gee\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough\"\n.byte 0x07\n.ascii \" coins\"\n.byte 0x08\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Try winning more minigames\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nTooManyItems_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Woah now\"\n.byte 0x82 ; Comma (,)\n.ascii \" try using your\"\n.byte 0x0A\n.byte 0x1A,0x1A,0x1A,0x1A\n.ascii \"items before buying more\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGreeting_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Hi there\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to the my little\"\n.byte 0x06 ; Blue font\n.ascii \" item shop\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 20\nItemSelection_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"What would you like to buy\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Mushroom\"\n.byte 0x08 ; White Font\n.byte 0x10,0x10\n.byte 0x1A,0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 5\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Plunder Chest\"\n.byte 0x08 ; White Font\n.byte 0x10,0x10\n.byte 0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 10\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Dueling Glove\"\n.byte 0x10 ; Space ( )\n.byte 0x08 ; White Font\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 10\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Koopa Card\"\n.byte 0x08 ; White Font\n.byte 0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 20\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Barter Box\"\n.byte 0x08 ; White Font\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 20\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Lucky Coin\"\n.byte 0x08 ; White Font\n.byte 0x10,0x10 ; Space\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 30\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Wacky Watch\"\n.byte 0x08 ; White Font\n.byte 0x10,0x10\n.byte 0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 100\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Item Bag \"\n.byte 0x08 ; White Font\n.byte 0x10\n.byte 0x1A,0x1A,0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 30\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"Nah\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"View map\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nNotEnoughCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You tryin\"\n.byte 0x5C ; Apostrophe (')\n.ascii \" to scam me\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Choose something you can afford\"\n.byte 0x82 ; Comma (,)\n.ascii \" pal\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nMOVE S4 V0 ; Copy Current Player Index to S4\nMOVE A0 S4 ; Copy Current Player Index to A0\nLI A1 30 ; A1 = The minimum amount of Coins to shop\nJAL PlayerHasCoins ; Checks if Player has the minimum Coins \nNOP\n\nBNE V0 R0 ItemBagChoice ; If the player doesn't have the Coins, exit\nNOP\n\nMOVE A0 S4\nJAL PlayerHasCoins\nLI A1 20\n\nBNE V0 R0 LampChoice\nNOP\n\nMOVE A0 S4\nJAL PlayerHasCoins\nLI A1 15\n\nBNE V0 R0 BellChoice\nNOP\n\nMOVE A0 S4\nJAL PlayerHasCoins\nLI A1 10\n\nBNE V0 R0 TenChoice\nNOP\n\nJ MushroomChoice\nNOP\n\nItemBagChoice:\nJAL GetRandomByte\nNOP\n\nSLTI S2 V0 0x1C\nNOP\nBNE S2 R0 SelectMushroom\nNOP\nSLTI S2 V0 0x38\nNOP\nBNE S2 R0 SelectChest\nNOP\nSLTI S2 V0 0x54\nNOP\nBNE S2 R0 SelectGlove\nNOP\nSLTI S2 V0 0x70\nNOP\nBNE S2 R0 SelectGolden\nNOP\nSLTI S2 V0 0x8C\nNOP\nBNE S2 R0 SelectBell\nNOP\nSLTI S2 V0 0xA8\nNOP\nBNE S2 R0 SelectSuit\nNOP\nSLTI S2 V0 0xC4\nNOP\nBNE S2 R0 SelectLamp\nNOP\nSLTI S2 V0 0xE0\nNOP\nBNE S2 R0 SelectExit\nNOP\n\nLI S6 7\nJ AISelect\nNOP\n\nLampChoice:\nJAL GetRandomByte\nNOP\n\nSLTI S2 V0 0x20\nNOP\nBNE S2 R0 SelectMushroom\nNOP\nSLTI S2 V0 0x40\nNOP\nBNE S2 R0 SelectChest\nNOP\nSLTI S2 V0 0x60\nNOP\nBNE S2 R0 SelectGlove\nNOP\nSLTI S2 V0 0x80\nNOP\nBNE S2 R0 SelectGolden\nNOP\nSLTI S2 V0 0xA0\nNOP\nBNE S2 R0 SelectBell\nNOP\nSLTI S2 V0 0xC0\nNOP\nBNE S2 R0 SelectSuit\nNOP\nSLTI S2 V0 0xE0\nNOP\nBNE S2 R0 SelectExit\nNOP\n\nSelectLamp:\nLI S6 6\nJ AISelect\nNOP\n\nBellChoice:\nJAL GetRandomByte\nNOP\n\nSLTI S2 V0 0x24\nNOP\nBNE S2 R0 SelectMushroom\nNOP\nSLTI S2 V0 0x48\nNOP\nBNE S2 R0 SelectChest\nNOP\nSLTI S2 V0 0x6C\nNOP\nBNE S2 R0 SelectGlove\nNOP\nSLTI S2 V0 0x90\nNOP\nBNE S2 R0 SelectGolden\nNOP\nSLTI S2 V0 0xB4\nNOP\nBNE S2 R0 SelectSuit\nNOP\nSLTI S2 V0 0xD8\nNOP\nBNE S2 R0 SelectExit\nNOP\n\nSelectBell:\nLI S6 4\nJ AISelect\nNOP\n\nTenChoice:\nJAL GetRandomByte\nNOP\n\nSLTI S2 V0 0x2B\nNOP\nBNE S2 R0 SelectChest\nNOP\nSLTI S2 V0 0x56\nNOP\nBNE S2 R0 SelectGlove\nNOP\nSLTI S2 V0 0x81\nNOP\nBNE S2 R0 SelectGolden\nNOP\nSLTI S2 V0 0xAC\nNOP\nBNE S2 R0 SelectSuit\nNOP\nSLTI S2 V0 0xD8\nNOP\n\nMushroomChoice:\nJAL GetRandomByte\nNOP\n\nSLTI S2 V0 0x80\nNOP\nBNE S2 R0 SelectExit\nNOP\n\nSelectMushroom:\nLI S6 0\nJ AISelect\nNOP\n\nSelectChest:\nLI S6 1\nJ AISelect\nNOP\n\nSelectGlove:\nLI S6 2\nJ AISelect\nNOP\n\nSelectGolden:\nLI S6 3\nJ AISelect\nNOP\n\nSelectSuit:\nLI S6 5\nJ AISelect\nNOP\n\nSelectExit:\nLI S6 8\nJ AISelect\nNOP"},"[PD] Duel Space":{"language":0,"code":"; NAME: [PD] Duel Space\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -0x20\nSW RA 0x18(SP)\nSW $s1, 0x14(sp)\nSW $s0, 0x10(sp)\nSW S4 8(SP)\n\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\njal GetCurrentPlayerIndex\nli $s1, 1\nlui $s0, hi(D_800CD0B0) ; $s0, 0x800d\naddiu $s0, S0 lo(D_800CD0B0) ; addiu $s0, $s0, -0x2f50\nsllv $v0, $s1, $v0\nnor $v0, $zero, $v0\njal GetCurrentPlayerIndex\nsh $v0, 0(s0)\nsllv $v0, $s1, $v0\nori $v0, $v0, 0x8000\nsh $v0, 2(s0)\njal GetPlayerStruct\nli $a0, -1\njal 0x800FAB98\nmove $a0, $v0\n\nLUI T2 hi(p1_turn_color_status)\nADDIU T2 T2 lo(p1_turn_color_status) ; Load P1's turn color address\nLI T0 0x38 ; This is the distance between each player's address\nMULT S4 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T2 T2 T0 ; Add the result to the turn color address\nLI T0 4 ; Green Color Index\nSB T0 0(T2) ; Store to turn player's status Green\n\nbeql $v0, $zero, exit\n li $v0, 1\nbne $v0, $s1, L800E2E00\nnop \njal SleepProcess\n li $a0, -1\nL800E2E00:\n jal func_800FA95C\n nop \n jal func_800FA448\n nop \nli $v0, 1\nexit:\nLW S4 8(SP)\nlw $ra, 0x18(sp)\nlw $s1, 0x14(sp)\nlw $s0, 0x10(sp)\njr $ra\naddiu $sp, $sp, 0x20"},"[PD] Treasure Hunt":{"language":0,"code":"; NAME: [PD] Treasure Hunt\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|Price\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP)\nSW S0 68(SP)\nSW S1 64(SP)\nSW S7 60(SP)\nSW S6 56(SP)\n\n\n; S1 = Amount of Coins to give\n; S4 = Current Player's Index\n; S6 = Flag for counting coins\n; S7 = Timer for Event\n;FAILCHECKS START====================================================\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nMOVE S4 V0 ; Copy Current Player Index to S4\nMOVE A0 S4 ; Copy Current Player Index to A0\nLI A1 Price ; A1 = The minimum amount of Coins to shop\nJAL PlayerHasCoins ; Returns 0 if FALSE \nNOP\n\nBEQ V0 R0 NotEnoughCoins ; If the player doesn't have the Coins, exit\nNOP\n;FAILCHECKS END=====================================================\n\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc) ; Parse Destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String Format\nJAL sprintf ; Creates String from Price\nLI A2 Price ; Write Price unto A2\n\nSTART:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3D ; Character image (Monty Mole)\nLUI A1 hi(MontyMole_Prompt)\nADDIU A1 A1 lo(MontyMole_Prompt)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc) ; Pass WhompToll as String\nLI A3 0\nJAL 0x800EC8EC ; ShowMessage\nNOP\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 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the outcome based on the choice.\nLI A0 0\nBEQ S0 A0 yes\nNOP\nLI A0 1\nBEQ S0 A0 no\nNOP\n\nJAL ViewBoardMap\nNOP\n\nJ START\nNOP\n\nyes:\nLI S0 Price\n\nMOVE A0 S4 ; Assigns Current Player's Index to A0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nSUBU A1 R0 S0 ; Pay the Price\n\nMOVE A0 S4 ; Assigns Current Player's Index to A0\nJAL ShowPlayerCoinChange ; Shows how the amount on-screen\nSUBU A1 R0 S0 ; Show Coins paid\n\nJAL SleepProcess\nLI A0 30 ; Sleep for 30 frames\n;=================================================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (None)\nLUI A1 hi(MashWarning_Message)\nADDIU A1 A1 lo(MashWarning_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\n\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 16 ; Sleep for 16 frames\n\n;==================================================================\nLI S1 0 ; Start at 0 Coins\nLI S7 0 ; Start Timer at 0\nLI S6 0 ; Start Flag at 0\n\nJAL PlayerIsCPU ; Returns 1 if the current player is a CPU\nMOVE A0 S4\n\nBNE V0 R0 CalculateHaul\nNOP\n\nLOOP:\nMOVE A0 S4\nJAL DetectABInput\nNOP\n\nBEQ V0 R0 NoAPress\nNOP\n\nJAL PlaySound\nLI A0 0x504 ; Digging Sound Index\n\nBNE S6 R0 CountCoin\nNOP\n\nLI S6 1 ; Count the next press\nJ NoAPress\nNOP\n\nCountCoin:\nADDIU S1 S1 1 ; Add 1 Coin to the amount\nLI S6 0 ; Don't count the next press\n\nNoAPress:\nJAL SleepVProcess\nNOP\n\nADDIU S7 S7 1 ; Add 1 to the timer\n\nSLTI T0 S7 150 ; ON if Timer hasn't run out\nNOP\n\nBEQ T0 R0 exitloop\nNOP\n\nJ LOOP\nNOP\n\nCalculateHaul:\nJAL GetRandomByte\nNOP\n\nLUI T1 hi(p1_cpu_difficulty)\nADDIU T1 T1 lo(p1_cpu_difficulty) ; Load P1's Difficulty\nLI T0 0x38 ; This is the distance between each player's Difficulty\nMULT S4 T0 ; Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current CPU's Difficulty\nLBU T0 0(T1) ; Load address value into A1\n\nBEQ T0 R0 Easy\nNOP\nLI T2 1\nBEQ T0 T2 Normal\nNOP\nLI T2 2\nBEQ T0 T2 Hard\nNOP\n; Else Super Hard\nLI T0 34\nLI T1 30\nJ AddCoins\nNOP\n\nEasy:\nLI T0 15\nLI T1 11\nJ AddCoins\nNOP\n\nNormal:\nLI T0 20\nLI T1 16\nJ AddCoins\nNOP\n\nHard:\nLI T0 28\nLI T1 24\n\nAddCoins:\nADDIU T0 T0 1 \nSUBU S1 T0 T1 ; S1 = Max Coins - Min Coins \nDIVU V0 S1 ; Divide the random number by the number of outcomes\nMFHI S1 ; HI contains the remainder, pull that into S1\nADDU S1 S1 T1\n\n\nexitloop:\nLI A0 4 ; Assigns Happening fade-in\nJAL InitFadeIn\nLI A1 16 ; Assigns 16 frames of fade-in\n\nJAL SleepProcess\nLI A0 16 ; Sleep for 16 frames\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3D ; Character image (Monty Mole)\nLUI A1 hi(MontyMoleCongrats_Message)\nADDIU A1 A1 lo(MontyMoleCongrats_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\n\nMOVE A0 S4 ; Assigns Current Player's Index to A0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1 ; Move amount of Coins to A1\n\nMOVE A0 S4 ; Assigns Current Player's Index to A0\nJAL ShowPlayerCoinChange ; Shows how the amount on-screen\nMOVE A1 S1 ; Move amount of Coins to A1\n\nLI A0 -1 ; Current Player\nLI A1 5 ; Jumping Joy Animation Index\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't repeat animation\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT S4 T0 ; Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get current Player's Star address\nLBU T0 0(T1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 T0 0x275 ; Mario's Happy Voice Index\n\nJAL SleepProcess \nLI A0 30 ; Sleeps for 30 frames\n\nJ exit\nNOP\n\nno:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3D ; Character image (Monty Mole)\nLUI A1 hi(MontyMoleRejected_Message)\nADDIU A1 A1 lo(MontyMoleRejected_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\n\n\nNotEnoughCoins:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3D ; Character image (Monty Mole)\nLUI A1 hi(MontyNotEnoughCoins_Message)\nADDIU A1 A1 lo(MontyNotEnoughCoins_Message)\nLI A2 0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n\n\nexit:\nLW RA 76(SP)\nLW S4 72(SP)\nLW S0 68(SP)\nLW S1 64(SP)\nLW S7 60(SP)\nLW S6 56(SP)\nJR RA\nADDIU SP SP 80\n\n\n\nDetectABInput:\nADDIU SP SP -20\nSW RA 16(SP)\n\nLUI T1 hi(p1_controller)\nADDIU T1 T1 lo(p1_controller) ; Load P1's Controller\nLI T0 0x38 ; This is the distance between each player's Controller\nMULT A0 T0 ; Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Controller Addr\nLBU T0 0(T1) ; Load address value into A1\n\nLUI T1 hi(0x800C9520)\nADDIU T1 T1 lo(0x800C9520) ; Load P1's Button Press Address\nLI A2 0x2 ; This is the distance between each player's Button Address\nMULT A2 T0 ; Multiply Controller value by 2\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Y Axis\nLBU T0 0(T1) ; Load address value into A1\n\nLI T1 0x80\nBEQ T0 T1 APress\nNOP\n\nNoPress:\nLI V0 0\nJ DetectABInputexit\nNOP\n\nAPress:\nLI V0 1\nJ DetectABInputexit\nNOP\n\nDetectABInputexit:\nLW RA 16(SP)\nJR RA\nADDIU SP SP 20\n\n.align 4\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nMontyNotEnoughCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"for a treasure hunt\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Sorry\"\n.byte 0x82 ; Comma (,)\n.ascii \" bud\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMontyMole_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Uh\"\n.byte 0x3D ; - (minus)\n.ascii \"oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" let me guess\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You want to go on a\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"treasure hunt\"\n.byte 0x82 ; Comma (,)\n.ascii \" right\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"You bet\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x1A,0x1A ; padding\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.byte 0x11 ; String #1 (Price)\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Nope\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nMontyMoleCongrats_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Wow\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s a great haul\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Good job\"\n.byte 0x82 ; Comma (,)\n.ascii \" buddy\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMontyMoleRejected_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" really\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I guess that\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s fine\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"See ya\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMashWarning_Message:\n.ascii \"When the screen is done fading out\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"press the \"\n.byte 0x21 ; (A) Button Icon\n.ascii \" button repeatedly\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause"},"Chance Time EX":{"language":0,"code":"; NAME: Chance Time EX\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|SpaceToFace\n\nADDIU SP SP -104\nSW RA 100(SP)\nSW S0 68(SP)\nSW S1 72(SP)\nSW S2 76(SP)\nSW S3 80(SP)\nSW S4 84(SP) ; Model Pointer\nSW S5 88(SP) ; Giver Index\nSW S6 92(SP) ; Receiver Index\nSW S7 96(SP) ; Event Index\n\n\n\nLI A0 -1 ; Current Player\nLI A1 -1 ; Idle\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop\n\nLI A0 -1 ; Current Player's Index\nLI A1 8 ; Frames it takes to turn\nLI A2 SpaceToFace\nJAL 0x800ED20C ; RotatePlayerModel\nNOP\n\nJAL SleepProcess\nLI A0 8\n\nLI A0 5\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\nJAL PlayMusic\nLI A0 66 ; Chance Time Music Index\n\nJAL SleepProcess\nLI A0 15\n\nJAL PlaySound\nLI A0 0x248 ; Crowd Cheering\n\nJAL SleepProcess\nLI A0 45\n\n; S0 = ModelSpaceData\n; S1 = ModelDataFromPointer\n\n; ==GET MODEL SPACE DATA==\nLI A0 SpaceToFace\nJAL GetSpaceData\nNOP\nMOVE S0 V0\n\n; ==GET MODEL DATA FROM POINTER==\nLI A0 27 ; Toad Model\nJAL 0x800D90C8\nLI A1 0\n\nMOVE S4 V0 ; Copy to S4\n\n; ==PUT MODEL ON SPACE==\nMOVE A1 S0\nADDIU A1 A1 8\nMOVE A0 V0\nADDIU A0 A0 12 \nJAL 0x80089A20 ; SetModelOnBoard\nNOP\n\nLI A0 5\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\n\nLI S5 15 ; Giver Index\nLI S6 15 ; Receiver Index\nLI S7 15 ; Chance Time Event\n\nJAL PlaySound\nLI A0 0x298 ; Toad: Yooo!\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Greeting_Message)\nADDIU A1 A1 lo(Greeting_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nPROMPT:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Introduction_Prompt)\nADDIU A1 A1 lo(Introduction_Prompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL AIChoice ; AI's Choice at V0\nNOP\n\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nLI A0 0\nBEQ S0 A0 giver\nNOP\nLI A0 1\nBEQ S0 A0 receiver\nNOP\nLI A0 2\nBEQ S0 A0 event\nNOP\nLI A0 3\nBEQ S0 A0 determinegiver\nNOP\n\nJAL ViewBoardMap\nNOP\nJ PROMPT\nNOP\n\n\ngiver:\nJAL GetPlayerCharacterString ; V0 for P1's Character String\nNOP\n\nSW V1 16(SP) ; A4\nSW T2 20(SP) ; A5\nSW T0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Giver_Prompt)\nADDIU A1 A1 lo(Giver_Prompt)\nMOVE A2 V0\nJAL ShowMessage\nLI A3 0\n\nJAL AIChoice ; AI's Choice at V0\nNOP\n\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; A1 now has the AI's decision\nMOVE S5 V0 ; S5 now has the giver index\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nLI A0 4\nBEQ S5 A0 PROMPT\nNOP\n\nJ determinereceiver\nNOP\n\n\n\nreceiver:\nJAL GetPlayerCharacterString ; V0 for P1's Character String\nNOP\n\nSW V1 16(SP) ; A4\nSW T2 20(SP) ; A5\nSW T0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Receiver_Prompt)\nADDIU A1 A1 lo(Receiver_Prompt)\nMOVE A2 V0\nJAL ShowMessage\nLI A3 0\n\nJAL AIChoice ; AI's Choice at V0\nNOP\n\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; A1 now has the AI's decision\nMOVE S6 V0 ; S0 now has the receiver index\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nLI A0 4\nBEQ S6 A0 PROMPT\nNOP\n\nJ determinegiver\nNOP\n\n\nevent:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 3 ; Character image (Toad)\nLUI A1 hi(Event_Prompt)\nADDIU A1 A1 lo(Event_Prompt)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL AIChoiceEvent ; AI's Choice at V0\nNOP\n\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; A1 now has the AI's decision\nMOVE S7 V0 ; S0 now has the receiver index\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nLI A0 9\nBEQ S7 A0 PROMPT\nNOP\n\n\ndeterminegiver:\nBEQ S7 R0 determineparticipant_1\nNOP\nLI T0 3\nBEQ S7 T0 determineparticipant_1\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineGiver_Message)\nADDIU A1 A1 lo(DetermineGiver_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n \nJ giverloop\nNOP\n\ndetermineparticipant_1:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineParticipant1_Message)\nADDIU A1 A1 lo(DetermineParticipant1_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\n\ngiverloop:\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nLI T0 4\nDIVU V0 T0\nMFHI S5\n\nBEQ S5 S6 giverloop\nNOP\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S5\nJAL GetSelectedPlayerCharacterString\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(AnnounceGiver_Message)\nADDIU A1 A1 lo(AnnounceGiver_Message)\nMOVE A2 V0 ; Copy Selected Character's Name to A2\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\n\ndeterminereceiver:\nLI T0 15\nBNE S6 T0 determineevent\nNOP\nBEQ S7 R0 determineparticipant_2\nNOP\nLI T0 3\nBEQ S7 T0 determineparticipant_2\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineReceiver_Message)\nADDIU A1 A1 lo(DetermineReceiver_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\nJ receiverloop\nNOP\n\ndetermineparticipant_2:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineParticipant2_Message)\nADDIU A1 A1 lo(DetermineParticipant2_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\n\nreceiverloop:\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nLI T0 4\nDIVU V0 T0\nMFHI S6\n\nBEQ S6 S5 receiverloop\nNOP\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S6\nJAL GetSelectedPlayerCharacterString\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(AnnounceReceiver_Message)\nADDIU A1 A1 lo(AnnounceReceiver_Message)\nMOVE A2 V0 ; Copy Selected Character's Name to A2\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\n\n\ndetermineevent:\nLI T0 0 ; Swap Stars Index\nBEQ S7 T0 SwapStars_2\nNOP\nLI S3 2 \nLI T0 1 ; 2 Stars Index\nBEQ S7 T0 LoseStars\nNOP\nLI S3 1\nLI T0 2 ; 1 Star Index\nBEQ S7 T0 LoseStars\nNOP\nLI T0 3 ; Swap Coins Index\nBEQ S7 T0 SwapCoins_2\nNOP\nLI S3 40\nLI T0 4 ; 40 Coin Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 30\nLI T0 5 ; 30 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 20\nLI T0 6 ; 20 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 10\nLI T0 7 ; 10 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\nLI S3 1\nLI T0 8 ; 1 Coins Index\nBEQ S7 T0 LoseCoins\nNOP\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(DetermineEvent_Message)\nADDIU A1 A1 lo(DetermineEvent_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 30\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetRandomByte ; 0-255 at V0\nNOP\n\nSLTI T0 V0 19\nNOP\nBNE T0 R0 SwapStars\nNOP\nSLTI T0 V0 38\nNOP\nBNE T0 R0 TwoStars\nNOP\nSLTI T0 V0 78\nNOP\nBNE T0 R0 OneStar\nNOP\nSLTI T0 V0 97\nNOP\nBNE T0 R0 SwapCoins\nNOP\nSLTI T0 V0 116\nNOP\nBNE T0 R0 FortyCoins\nNOP\nSLTI T0 V0 136\nNOP\nBNE T0 R0 ThirtyCoins\nNOP\nSLTI T0 V0 176\nNOP\nBNE T0 R0 TwentyCoins\nNOP\nSLTI T0 V0 216\nNOP\nBNE T0 R0 TenCoins\nNOP\nJ OneCoin\nNOP\n\nSwapStars:\nLUI S0 hi(AnnounceSwapStars_Message)\nADDIU S0 S0 lo(AnnounceSwapStars_Message)\nLI S7 0 ; Swap Stars Index\nJ FinishMessage\nNOP\n\nTwoStars:\nLUI S0 hi(AnnounceTwoStars_Message)\nADDIU S0 S0 lo(AnnounceTwoStars_Message)\nLI S7 1 ; 2 Stars Index\nJ FinishMessage\nNOP\n\nOneStar:\nLUI S0 hi(AnnounceOneStar_Message)\nADDIU S0 S0 lo(AnnounceOneStar_Message)\nLI S7 2 ; 1 Star Index\nJ FinishMessage\nNOP\n\nSwapCoins:\nLUI S0 hi(AnnounceSwapCoins_Message)\nADDIU S0 S0 lo(AnnounceSwapCoins_Message)\nLI S7 3 ; Coin Swap Index\nJ FinishMessage\nNOP\n\nFortyCoins:\nLUI S0 hi(AnnounceFortyCoins_Message)\nADDIU S0 S0 lo(AnnounceFortyCoins_Message)\nLI S7 4 ; 40 Coins Index\nJ FinishMessage\nNOP\n\nThirtyCoins:\nLUI S0 hi(AnnounceThirtyCoins_Message)\nADDIU S0 S0 lo(AnnounceThirtyCoins_Message)\nLI S7 5 ; 30 Coins Index\nJ FinishMessage\nNOP\n\nTwentyCoins:\nLUI S0 hi(AnnounceTwentyCoins_Message)\nADDIU S0 S0 lo(AnnounceTwentyCoins_Message)\nLI S7 6 ; 20 Coins Index\nJ FinishMessage\nNOP\n\nTenCoins:\nLUI S0 hi(AnnounceTenCoins_Message)\nADDIU S0 S0 lo(AnnounceTenCoins_Message)\nLI S7 7 ; 10 Coins Index\nJ FinishMessage\nNOP\n\nOneCoin:\nLUI S0 hi(AnnounceOneCoin_Message)\nADDIU S0 S0 lo(AnnounceOneCoin_Message)\nLI S7 8 ; 1 Coin Index\n\nFinishMessage:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nMOVE A1 S0\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nJ determineevent\nNOP\n\n\n\nSwapStars_2:\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S0 T0 T2 ; Add results to get current Player's Stars address\nLBU S2 0(S0) ; Load the value address value of T0 into S2\n\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S6 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S1 T0 T2 ; Add results to get current Player's Stars address\nLBU S3 0(S1) ; Load the value address value of T0 into S2\n\nSB S2 0(S1)\nSB S3 0(S0)\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index?\n\nJAL SleepProcess\nLI A0 30\n\nJ goodbye\nNOP\n\nLoseStars:\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S0 T0 T2 ; Add results to get current Player's Stars address\nLBU S2 0(S0) ; Load the value address value of T0 into S2\n\nBEQ S2 R0 NoStars\nNOP\n\nSLT T0 S2 S3\nNOP\nBNE T0 R0 MissingStars\nNOP\n\ntakingthestars:\nSUBU T0 S2 S3\nSB T0 0(S0)\n\nLUI T0 hi(p1_stars)\nADDIU T0 T0 lo(p1_stars) ; Load Player 1's Stars address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S6 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU S0 T0 T2 ; Add results to get current Player's Stars address\nLBU S2 0(S0) ; Load the value address value of T0 into S2\n\nADDU T0 S2 S3\nSB T0 0(S0)\n\nJAL PlaySound\nLI A0 283 ; Star Space Sound Index?\n\nJAL SleepProcess\nLI A0 30\n\nJ goodbye\nNOP\n\nMissingStars:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(MissingStars_Message)\nADDIU A1 A1 lo(MissingStars_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nMOVE S3 S2\nJ takingthestars\nNOP\n\n\nNoStars:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(NoStars_Message)\nADDIU A1 A1 lo(NoStars_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n \nJ goodbye\nNOP\n\nSwapCoins_2:\nLUI T0 hi(p1_coins)\nADDIU T0 T0 lo(p1_coins) ; Load Player 1's Coins address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Coins address\nLHU S3 0(T0) ; Load the value address value of T0 into S3\n\nMOVE A0 S5 \nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S3\n\nLUI T0 hi(p1_coins)\nADDIU T0 T0 lo(p1_coins) ; Load Player 1's Coins address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S6 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Coins address\nLHU S2 0(T0) ; Load the value address value of T0 into S2\n\nMOVE A0 S6 \nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S2\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S5 \nJAL AdjustPlayerCoinsGradual\nMOVE A1 S2\n\nMOVE A0 S6\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S3\n\nJAL SleepProcess\nLI A0 30\nJ goodbye\nNOP\n\n\nLoseCoins:\nMOVE A0 S5\nJAL PlayerHasCoins\nLI A1 1\n\nBEQ V0 R0 NoCoins\nNOP\n\nMOVE A0 S5\nJAL PlayerHasCoins\nMOVE A1 S3\n\nBEQ V0 R0 MissingCoins\nNOP\n\ntakingthecoins:\nMOVE A0 S5 ; Take Coins from the Giver\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S3\n\nJAL SleepProcess\nLI A0 30\n\nMOVE A0 S6 ; Give Coins to the Receiver\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S3\n\nJAL SleepProcess\nLI A0 30\nJ goodbye\nNOP\n\n\nMissingCoins:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(MissingCoins_Message)\nADDIU A1 A1 lo(MissingCoins_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nLUI T0 hi(p1_coins)\nADDIU T0 T0 lo(p1_coins) ; Load Player 1's Coins address\nLI T2 0x38 ; Distance between each player's addresses\nMULT S5 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Character address\nLHU S3 0(T0) ; Load the value address value of S0 into S2\n\nJ takingthecoins\nNOP\n\n\nNoCoins:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh! :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(NoCoins_Message)\nADDIU A1 A1 lo(NoCoins_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\ngoodbye:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x3 ; Character image (Toad)\nLUI A1 hi(Goodbye_Message)\nADDIU A1 A1 lo(Goodbye_Message)\nLI A2 0\nJAL ShowMessage\nLI A3 0\n\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\nLI A0 5\nJAL InitFadeOut\nLI A1 16\n\nJAL SleepProcess\nLI A0 17\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJAL 0x800D9B54 ; Removes Toad from the board\nMOVE A0 S4 ; Toad Model Pointer\n\nLI A0 5\nJAL InitFadeIn\nLI A1 16\n\nJAL SleepProcess\nLI A0 16\n\n\n\nexit:\nLW RA 100(SP)\nLW S0 68(SP)\nLW S1 72(SP)\nLW S2 76(SP)\nLW S3 80(SP)\nLW S4 84(SP)\nLW S5 88(SP)\nLW S6 92(SP)\nLW S7 96(SP)\nJR RA\nADDIU SP SP 104\n\nAIChoice:\nADDIU SP SP -64\nSW RA 60(SP)\n\nLI V0 0\n\nLW RA 60(SP)\nJR RA\nADDIU SP SP 64\n\n.align 4\nAIChoiceEvent:\nADDIU SP SP -56\nSW RA 52(SP)\n\nLI V0 0\n\nLW RA 52(SP)\nJR RA\nADDIU SP SP 56\n\n.align 4\nGetPlayerCharacterString:\nADDIU SP SP -40\nSW RA 36(SP)\n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLBU T0 0(T1)\nADDIU V0 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 2's Character Address\nLBU T0 0(T1)\nADDIU V1 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 3's Character Address\nLBU T0 0(T1)\nADDIU T2 T0 0x1C00 ; MARIO String\n\nADDIU T1 T1 0x38 ; Load Player 4's Character Address\nLBU T0 0(T1)\nADDIU T0 T0 0x1C00 ; MARIO String\n\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 4\nGetSelectedPlayerCharacterString:\n; A0 = Current Player's Index\nADDIU SP SP -32\nSW RA 28(SP)\n\nLUI T0 hi(p1_char)\nADDIU T0 T0 lo(p1_char) ; Load Player 1's Character address\nLI T2 0x38 ; Distance between each player's addresses\nMULT A0 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Character address\nLBU T2 0(T0) ; Load the value address value of S0 into S2\n\nLI V0 0x1C00 ; Load value of MARIO string to T0\nADDU V0 T2 V0 ; Add T2 to the string value to obtain the character\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n\n\n.align 16\nGreeting_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to\"\n.byte 0x05 ; Green Font\n.ascii \" Chance Time EX\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"The exciting\"\n.ascii \"event everyone loves\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.byte 0x85,0x85,0x85 ; Period (.)\n.ascii \"Until they\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re on the giving end\"\n.byte 0x85 ; Period (.)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You may choose the\"\n.byte 0x03 ; Red Font\n.ascii \"giver\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" the\"\n.byte 0x0A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.byte 0x06 ; Blue font\n.ascii \" receiver\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" or the\"\n.byte 0x05 ; Green Font\n.ascii \"event\"\n.byte 0x08 ; White Font\n.ascii \" that will happen\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"The rest is up to lady luck\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Padding Picture\n.byte 0x0C ; Start option\n.ascii \"Select Giver\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Select Receiver\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Select Event\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"All Random\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nGiver_Prompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Who will be our unlucky donor\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.byte 0x0C ; Start option\n.byte 0x11 ; String #1\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x13 ; String #3\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x14 ; String #4\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x15 ; String #5\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Go back\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nReceiver_Prompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Who will be our lucky recipient\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.byte 0x0C ; Start option\n.byte 0x11 ; String #1\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x13 ; String #3\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x14 ; String #4\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.byte 0x15 ; String #5\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Go back\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nEvent_Prompt:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"What will be today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s exciting\"\n.ascii \"event\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A,0x0A,0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Newline+Padding\n.byte 0x0C ; Start option\n.ascii \"Swap Stars\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"2 Stars\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"1 Star\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Swap Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"40 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"30 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"20 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"10 Coins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"1 Coin\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.byte 0x0C ; Start option\n.ascii \"Go Back\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nDetermineGiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"First\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"give out today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s amazing prize\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineParticipant1_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"First\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"be today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s first participant\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceGiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x11 ; String #1\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineReceiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Now\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"receive today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s amazing prize\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceReceiver_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x11 ; String #1\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineParticipant2_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Lastly\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine who will\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"be today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s second participant\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDetermineEvent_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Finally\"\n.byte 0x82 ; Comma (,)\n.ascii \" let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s determine what\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"will today\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s\"\n.ascii \"event be\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Are you ready\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceSwapStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Wow\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"It looks like you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re swapping stars\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceTwoStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"2 STARS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceOneStar_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"1 STAR\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceSwapCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh wow\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"It looks like you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re swapping coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceFortyCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"40 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceThirtyCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"30 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceTwentyCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"20 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceTenCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"10 COINS\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nAnnounceOneCoin_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"1 WHOLE COIN\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have any coins\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Oh well\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMissingCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"At least it\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s something\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGoodbye_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s all for today\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Thank you for stopping by\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Until next time\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have any stars\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"Oh well\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMissingStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh\"\n.byte 0x82 ; Comma (,)\n.ascii \" it looks like they\"\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough stars\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A,0x1A,0x1A,0x1A,0x1A ; Newline+Standard padding for picture\n.ascii \"At least it\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s something\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause"},"Happening Space Convert":{"language":0,"code":"; NAME: Happening Space Convert\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|CurrentSpace\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\n\n\nLI A0 CurrentSpace_chain_index\nLI A1 CurrentSpace_chain_space_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nNOP\n\nMOVE S0 V0 ; Move True Space Index to S0\n\nLUI S1 hi(0x800CD09F)\nADDIU S1 S1 lo(0x800CD09F) ;\nLBU S2 0(S1) ; Load Value into S2\n\nBEQ S2 R0 add1 ; If it's 0, go add 1 \nNOP\n\nContinue:\nLI T0 0x19 ; 25 Bowser Space Outcomes\nMULT T0 S2 ; Multiply by RAM Address Value\nMFLO S3 ; Move the result into S3\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLT T0 V0 S3 ; S1 = 1 if the number is less than S3\nNOP\nBNE T0 R0 BowserEvent ; Branch if true\nNOP\n\nMOVE A0 S0 ; Move True Space Index to A0\nJAL SetSpaceType ; Changes space type to Happening\nLI A1 0x4 ; Happening Space value \n\nJ exit\nNOP\n\nBowserEvent:\nMOVE A0 S0 ; Move True Space Index to A0\nJAL SetSpaceType ; Changes space type to Happening\nLI A1 0x4 ; Happening Space value \n\nJ exit\nNOP\n\nadd1:\nLI S2 1\nSB S2 0(S1)\n\nJ Continue\nNOP\n\n\n\nexit:\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nLW RA 44(SP)\nJR RA\nADDIU SP SP 48"},"Pay Coins to Make Lose Stars or Coins (MP3) v3":{"language":0,"code":"; NAME: Pay Coins to Make Lose Stars or Coins (MP3) v3\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CoinsToPay\n; PARAM: +Number|StarsToLose\n; PARAM: +Number|CoinsToLose\n\n; This code will force the landing or passing player to pay a number of\n; coins to subtract Stars from all other rivals. The number of Stars\n; lost is given by the parameter StarsToLose. If the rival does not have\n; any Stars, they will lose a number of coins given by the parameter\n; CoinsToLose. If the player does not have enough coins to pay, the\n; event will not occur.\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 Index\n; S1 = CoinsToPay / Other Player Stars Address\n; S2 = Other Player Index\n\n;===Set Idle Animation===\nLI A0 -1 ; Set current player\nLI A1 -1 ; Set idle animation\nJAL SetBoardPlayerAnimation\nLI A2 2 ; Loop the animation\n\n;===Set Coin String===\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Location of converted string\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CoinsToPay ; Convert # of CoinsToPay into string\n\nLI S1 CoinsToPay\n\n;===Set Star String===\nLUI A0 hi(StarString)\nADDIU A0 A0 lo(StarString) ; Location of converted string\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 StarsToLose ; Convert # of StarsToLose into string\n\n;===Introduction Message===\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(IntroMessage)\nADDIU A1 A1 lo(IntroMessage) ; Load IntroMessage into text box\nLUI A2 hi(CoinString)\nADDIU A2 A2 lo(CoinString) ; Store CoinString into String #1\nLUI A3 hi(StarString)\nJAL CallMessage\nADDIU A3 A3 lo(StarString) ; Store StarString into String #2\n\n;===Check Player Coins===\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S0 V0\n\nMOVE A0 S0\nJAL PlayerHasCoins\nMOVE A1 S1 ; Check if current player has CoinsToPay\n\nBEQZ V0 NotEnoughCoins ; If not enough coins, branch to exit\nNOP\n\n;===Pay Coins===\nMOVE A0 S0\nJAL AdjustPlayerCoinsGradual\nSUBU A1 R0 S1 ; Subtract CoinsToPay from player\n\nMOVE A0 S0\nJAL ShowPlayerCoinChange\nSUBU A1 R0 S1 ; Show coin change HUD\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames\n\n;===Fade Out===\nLI A0 4 ; Happening (?) Fadeout\nJAL InitFadeOut\nLI A1 16 ; 16 frames of fadeout\n\nJAL SleepProcess\nLI A0 16 ; Wait 16 frames\n\n;===Check Player Stars===\nLI S2 0 ; Begin with Player 1\n\nLUI S1 hi(p1_stars)\nADDIU S1 S1 lo(p1_stars) ; S1 is the address of Player 1's Stars\n\nCheckPlayers:\nLI T0 4\nBEQ S2 T0 FinishLoop ; If all Players have been given coins, stop\nNOP\n\nBEQ S2 S0 NextPlayer ; If the current player is S2, skip them\nNOP\n\n;===Play Sad Voice===\nJAL GetPlayerStruct\nMOVE A0 S2 ; Get other player struct\n\nLBU T0 3(V0) ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 T0 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, 0x263 = Get Star Voice\n\nJAL SleepProcess\nLI A0 15 ; Wait 15 frames\n\n;===Subtract Stars===\nLB T2 0(S1) ; Load Player's Star count into T2\nBEQZ T2 LoseCoins ; If player has 0 Stars, lose coins\nLI T1 StarsToLose\nSUBU T2 T2 T1 ; Subtract StarsToLose from their Star count\nBLTZ T2 SetZero ; If Star count is less than zero, branch\nNOP\nSB T2 0(S1) ; Insert new Star count into the address\n\nNextPlayer:\nADDIU S2 S2 1 ; Add 1 to check the next Player\nJ CheckPlayers\nADDIU S1 S1 0x38 ; This makes it load the next Player's Stars\n\nSetZero:\nJ NextPlayer\nSB R0 0(S1) ; Write zero into Stars address\n\nLoseCoins:\nMOVE A0 S2\nLI T3 CoinsToLose\nJAL AdjustPlayerCoins\nSUBU A1 R0 T3 ; Subtract CoinsToLose\nJ NextPlayer\nNOP\n\nFinishLoop:\nJAL PlaySound\nLI A0 0x122 ; \"Shrinking\" sound\n; Use the Audio Player on PP64 to find other sound indexes to use\n; Then use the following link to know what Sound Index you need\n; https://pastebin.com/H1jxNFqr\n\nJAL SleepProcess\nLI A0 20 ; Wait 20 frames\n\nLI A0 4 ; Happening (?) Fadein\nJAL InitFadeIn\nLI A1 16 ; 16 frames of Fadein\n\nJAL SleepProcess\nLI A0 16 ; Wait 16 frames\n\n;===Final Message===\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(FinalMessage)\nADDIU A1 A1 lo(FinalMessage)\nLI A2 0\nJAL CallMessage\nLI A3 0\n\nJ exit\nNOP\n\n;===Not Enough Coins Message===\nNotEnoughCoins:\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(NoCoinsMessage)\nADDIU A1 A1 lo(NoCoinsMessage)\nLI A2 0\nJAL CallMessage\nLI A3 0\n\nexit:\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nLW RA 44(SP)\nJR RA\nADDIU SP SP 48\n\n.align 4\n;===Mini Function to Display Messages===\nCallMessage:\nADDIU SP SP -32\nSW RA 28(SP)\n\nSW R0 16(SP)\nSW R0 20(SP)\nJAL ShowMessage\nSW R0 24(SP)\n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===String Formatters===\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\nCoinString:\n.fill 8\n\nStarString:\n.fill 8\n\n;===Message Text===\n.align 16\nIntroMessage:\n.ascii \"You shall now pay \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (CoinsToPay)\n.ascii \" coins\"\n.byte 0x0A ; New line (writes below)\n.byte 0x08 ; White Font\n.ascii \"to make others lose \"\n.byte 0x03 ; Red Font\n.byte 0x12 ; String #2 (StarsToLose)\n.ascii \" Star\"\n.byte 0x5D ; Left Bracket (\n.ascii \"s\"\n.byte 0x5E ; Right Bracket )\n.byte 0x08 ; White Font\n.ascii \" or\"\n.byte 0x03 ; Red Font\n.ascii \" coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to close message\n\n.align 16\nFinalMessage:\n.ascii \"The deed has been done\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to close message\n\n.align 16\nNoCoinsMessage:\n.ascii \"But you don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough\"\n.byte 0x03 ; Red Font\n.ascii \" coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; Wait, press A to close message\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New line (writes below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image"},"Give Coins B4 Game Guy":{"language":0,"code":"; NAME: Give Coins B4 Game Guy\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|coins\n\n; This is a variation on \"Adjust Player Coins\" that also\n; demonstrates how to inject values into messages.\nADDIU SP SP -32\nSW RA 28(SP)\n\n; Get character used by current player.\n; We're going to put their name in the message.\nJAL GetCurrentPlayerIndex\nNOP\nSLL V1 V0 3\nSUBU V1 V1 V0\nSLL V0 V1 3\nLUI A2 hi(p1_char)\nADDU A2 A2 V0\nLBU A2 lo(p1_char)(A2)\n\n; We're also going to put the coin count in the string.\n; We need to convert it to a string.\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nADDIU A2 R0 coins\n\n; Show a message\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message)\nADDIU A1 A1 lo(message)\nMOVE A2 V0\nLUI A3 hi(coin_string_loc)\nADDIU A3 A3 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nNOP\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Give the player the coins\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual\nADDIU A1 R0 coins\n\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange\nADDIU A1 R0 coins\n\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nmessage:\n.ascii \"Take this before you play\"\n.byte 0xC2 ; !\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nGetCurrentPlayerCharacterString:\nADDIU SP SP -32\nSW RA 28(SP)\n\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nLUI T0 hi(p1_char)\nADDIU T0 T0 lo(p1_char) ; Load Player 1's Character address\nLI T2 0x38 ; Distance between each player's addresses\nMULT V0 T2 ; Multiply Current Player Index by T2\nMFLO T2 ; Move Result to T2\nADDU T0 T0 T2 ; Add results to get current Player's Character address\nLBU T2 0(T0) ; Load the value address value of S0 into S2\n\nLI V0 0x1C00 ; Load value of MARIO string to T0\nADDU V0 T2 V0 ; Add T2 to the string value to obtain the character\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32"},"Choose Destiny Message":{"language":0,"code":"; NAME: Choose Destiny Message\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -32\nSW RA 28(SP)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message)\nADDIU A1 A1 lo(message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n.align 16\nmessage:\n.ascii \"Choose Your Destiny\"\n.byte 0xC2 ; !\n.byte 0xFF,0 ; FF=Pause\n"},"TRGTC Multiple Choice [16Q 4Ans Template]":{"language":0,"code":"; NAME: TRGTC Multiple Choice [16Q 4Ans Template]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\nJAL PlayMusic\nLI A0 46 ; Don't Hurry\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 16\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 32\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 48\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 64\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 80\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 96\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 128\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 144\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 160\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 176\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 192\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 208\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 240\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nJ QuestionG\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 0 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 1 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 1 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 2 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 2 ; The correct answer to Question 6 will be the third answer\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 3 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 3 ; The correct answer to Question 8 will be the fourth answer\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 0 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 0 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 1 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 1 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 2 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 2 ; The correct answer to Question E will be the third answer\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 3 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.ascii \"Multiple Choice\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"First Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Second Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Third Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fourth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fifth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Sixth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Seventh Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Eighth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Ninth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Tenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Eleventh Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Twelfth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Thirteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fourteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fifteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Sixteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"},"TRGTC Lightning Round [16Q 4Ans Template]":{"language":0,"code":"; NAME: TRGTC Lightning Round [16Q 4Ans Template]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\nJAL PlayMusic\nLI A0 MUSIC_TRACK_INDEX_4 ; Custom music tract 4\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 16\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 32\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 48\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 64\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 80\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 96\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 128\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 144\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 160\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 176\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 192\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 208\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 240\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nJ QuestionG\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 0 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 1 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 1 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 2 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 2 ; The correct answer to Question 6 will be the third answer\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 3 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 3 ; The correct answer to Question 8 will be the fourth answer\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 0 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 0 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 1 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 1 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 2 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 2 ; The correct answer to Question E will be the third answer\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 3 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.ascii \"Lightning Round\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"First Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Second Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Third Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fourth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fifth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Sixth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Seventh Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Eighth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Ninth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Tenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Eleventh Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Twelfth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Thirteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fourteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fifteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Sixteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"},"TRGTC Dialogue [16Q 4Ans Template]":{"language":0,"code":"; NAME: TRGTC Dialogue [16Q 4Ans Template]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x147 ; Cellular Shopper Sound\n\nJAL PlayMusic\nLI A0 78 ; Murmer\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 16\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 32\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 48\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 64\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 80\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 96\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 128\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 144\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 160\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 176\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 192\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 208\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 240\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nJ QuestionG\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 0 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 1 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 1 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 2 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 2 ; The correct answer to Question 6 will be the third answer\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 3 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 3 ; The correct answer to Question 8 will be the fourth answer\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 0 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 0 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 1 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 1 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 2 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 2 ; The correct answer to Question E will be the third answer\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 3 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.ascii \"Dialogue\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"First Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Second Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Third Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fourth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fifth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Sixth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Seventh Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Eighth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Ninth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Tenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Eleventh Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Twelfth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Thirteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fourteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fifteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Sixteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"},"Choose Your Space":{"language":0,"code":"; NAME: Choose Your Space\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|CurrentSpace\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\n\n\nLI A0 CurrentSpace_chain_index\nLI A1 CurrentSpace_chain_space_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nNOP\n\nMOVE S0 V0 ; Move True Space Index to S0\n\nLUI S1 hi(0x800CD09F)\nADDIU S1 S1 lo(0x800CD09F) ;\nLBU S2 0(S1) ; Load Value into S2\n\nBEQ S2 R0 add1 ; If it's 0, go add 1 \nNOP\n\ncontinueprompt:\nSW r0 16(SP)\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nLI A0 -1 ; Character image (None)\nLUI A1 hi(Space_Change_Prompt)\nADDIU A1 A1 lo(Space_Change_Prompt)\nMOVE A2 r0\nJAL ShowMessage\nMOVE A3 r0\nLI A0 0\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S0 V0 \n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0\nBEQ S0 A0 BattleEvent ; Branch if true\nNOP\nLI A0 1\nBEQ S0 A0 ChanceEvent ; Branch if true\nNOP\nLI A0 2\nBEQ S0 A0 GameGuyEvent ; Branch if true\nNOP\n\nBattleEvent:\nLI A0 CurrentSpace\nJAL SetSpaceType ; Changes space type to Happening\nLI A1 0x9 ; Battle Space value \nJ exit\nNOP\n\nChanceEvent:\nLI A0 CurrentSpace\nJAL SetSpaceType ; Changes space type to Happening\nLI A1 0x5 ; Chance Time Space value \nJ exit\nNOP\n\nGameGuyEvent:\nLI A0 CurrentSpace\nJAL SetSpaceType ; Changes space type to Happening\nLI A1 0xF ; Game Guy Space value \nJ exit\nNOP\n\nadd1:\nLI S2 1\nSB S2 0(S1)\n\nJ continueprompt\nNOP\n\nexit:\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nLW RA 44(SP)\nJR RA\nADDIU SP SP 48\n\n.align 16\nSpace_Change_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which one do you want\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; Newline\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"Battle Minigame\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"Chance Time\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"Game Guy\"\n.byte 0x0D ; End option\n.byte 0"},"Solo Challenge Message":{"language":0,"code":"; NAME: Solo Challenge Message\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -32\nSW RA 28(SP)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message)\nADDIU A1 A1 lo(message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n.align 16\nmessage:\n.ascii \"Solo Videogame Challenge\"\n.byte 0xC2 ; !\n.byte 0xFF,0 ; FF=Pause\n"},"Audience Challenge Message":{"language":0,"code":"; NAME: Audience Challenge Message\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -32\nSW RA 28(SP)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message)\nADDIU A1 A1 lo(message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n.align 16\nmessage:\n.ascii \"Audience Videogame Challenge\"\n.byte 0xC2 ; !\n.byte 0xFF,0 ; FF=Pause\n"},"TRGTC TRG Videogame Challenge":{"language":0,"code":"; NAME: TRGTC TRG Videogame Challenge\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|CurrentSpace\n\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\nJAL PlayMusic\nLI A0 MUSIC_TRACK_INDEX_6 ; Custom music tract 6\n\nLI A0 CurrentSpace_chain_index\nLI A1 CurrentSpace_chain_space_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nNOP\n\nMOVE S0 V0 ; Move True Space Index to S0\n\nLUI S1 hi(0x800CD09F)\nADDIU S1 S1 lo(0x800CD09F) ;\nLBU S2 0(S1) ; Load Value into S2\n\nBEQ S2 R0 add1 ; If it's 0, go add 1 \nNOP\n\ncontinueprompt:\nSW r0 16(SP)\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nLI A0 -1 ; Character image (None)\nLUI A1 hi(Space_Change_Prompt)\nADDIU A1 A1 lo(Space_Change_Prompt)\nMOVE A2 r0\nJAL ShowMessage\nMOVE A3 r0\nLI A0 0\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S0 V0 \n\nJAL 0x800EC9DC\nNOP\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 0\nBEQ S0 A0 BattleEvent ; Branch if true\nNOP\nLI A0 1\nBEQ S0 A0 ChanceEvent ; Branch if true\nNOP\nLI A0 2\nBEQ S0 A0 GameGuyEvent ; Branch if true\nNOP\n\nBattleEvent:\nLI A0 CurrentSpace\nJAL SetSpaceType ; Changes space type to Happening\nLI A1 0x9 ; Battle Space value \nJ exit\nNOP\n\nChanceEvent:\nLI A0 CurrentSpace\nJAL SetSpaceType ; Changes space type to Happening\nLI A1 0x5 ; Chance Time Space value \nJ exit\nNOP\n\nGameGuyEvent:\nLI A0 CurrentSpace\nJAL SetSpaceType ; Changes space type to Happening\nLI A1 0xF ; Game Guy Space value \nJ exit\nNOP\n\nadd1:\nLI S2 1\nSB S2 0(S1)\n\nJ continueprompt\nNOP\n\nexit:\nLW S0 40(SP)\nLW S1 36(SP)\nLW S2 32(SP)\nLW RA 44(SP)\nJR RA\nADDIU SP SP 48\n\n.align 16\nSpace_Change_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"TRG Videogame Challenge\"\n.byte 0xC2 ; !\n.byte 0x0A ; Newline\n.ascii \"Select your opponent\"\n.byte 0xC2 ; !\n.byte 0x0A ; Newline\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Little more for option indent\n.byte 0x06 ; Blue font\n.byte 0x0C ; Start option\n.ascii \"ProtonJon\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A ; Little more for option indent\n.byte 0x05 ; Green Font\n.byte 0x0C ; Start option\n.ascii \"NintendoCaprisun\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A; Little more for option indent\n.byte 0x03 ; Red Font\n.byte 0x0C ; Start option\n.ascii \"Chuggaaconroy\"\n.byte 0x0D ; End option\n.byte 0"},"TC Controller Warp":{"language":0,"code":"; NAME: TC Controller Warp\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Destination\n; PARAM: Space|PreviousSpace\n; PARAM: Space|NextSpace\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to warp a player who\n; lands on a Space into a Space of the same type.\n; This is due to limitations on how warps execute.\n;\n; Destination is where the player will warp to.\n; PreviousSpace is the space the player will step into if\n; they go in reverse after the warp.\n; NextSpace is the next space that the player will step\n; into if they roll normally.\n;====================================================================\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S4 72(SP) ; Current Player's Index\nSW S5 68(SP) ; Current Player's Struct\n\n;FADE-OUT START------------------------------------------------------\nLI A0 4 ; Happening Space Fade-out \nJAL InitFadeOut\nLI A1 16 ; Fade Out for 16 Frames\n\nJAL SleepProcess\nLI A0 16 ; Sleep 16 Frames\n;FADE-OUT END--------------------------------------------------------\n\nJAL PlaySadVoice ; Plays Current Player Character's Scream\nNOP\n\nJAL SleepVProcess\nNOP\n\n;WARP START----------------------------------------------------------\nJAL GetCurrentPlayerIndex ; Player Index located at V0\nNOP\nMOVE S4 V0 ; Copy Current Player's Index to S4\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 Destination_chain_index ; Assigns Chain Index to A1\nJAL SetPlayerOntoChain\nLI A2 Destination_chain_space_index ; Assigns Space Index to A2\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 PreviousSpace_chain_index ; Assigns Chain Index to A1\nJAL SetPrevChainAndSpace\nLI A2 PreviousSpace_chain_space_index ; Assigns Space Index to A2\n\nMOVE A0 S4 ; Assigns Current Player Index to A0\nLI A1 NextSpace_chain_index ; Assigns Chain Index to A1\nJAL SetNextChainAndSpace\nLI A2 NextSpace_chain_space_index ; Assigns Space Index to A2\n\nJAL GetPlayerStruct ; Player Struct at V0\nLI A0 -1 ; Current Player\nMOVE S5 V0\n\nLI A0 Destination_chain_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; Gets True Space Index at V0\nLI A1 Destination_chain_space_index\n\nJAL GetSpaceData ; Pointer to Space Data at V0\nMOVE A0 V0 ; True Space Index\n\nADDIU V0 V0 8 ; This gets the X pos of the space\nLW V1 0(V0) \nMOVE T0 V1 ; Copy to T0\n\nADDIU V0 V0 8 ; This gets the Y pos of the space\nLW V1 0(V0)\nMOVE T1 V1 ; Copy to T1\n\nLI T2 0x41200000 ; Float value for 10?\nMTC1 T2 F0 ; Move Float to F1?\nMTC1 T1 F1 ; Move Space Y Pos float to F1?\nADD.S F0 F0 F1 ; Add the floats for maximum floatiness\nMFC1 T1 F0 ; Move total to T1?\n\nLW V1 0x24(S5) ; Load Offset 24 into V1\nADDIU V1 V1 0xC ; Add 0xC to get current player's X Coords\nSW T0 0(V1) \n\nADDIU V1 V1 8 ; This should load current player's Y Coords\nSW T1 0(V1)\n;WARP END------------------------------------------------------------\n\n;SOUND START---------------------------------------------------------\n; Use the Audio Player on PP64 to find other sound indexes to use\n; Then use the following link to know what Sound Index you need\n; https://pastebin.com/H1jxNFqr\nJAL PlaySound \nLI A0 0x5F ; Wind Sound Index\n\nJAL SleepProcess \nLI A0 15 ; Number of frames the game waits for sound to finish\n\n;SOUND END-----------------------------------------------------------\n\n;FADE-IN START-------------------------------------------------------\nLI A0 4 ; Happening Space Fade-in\nJAL InitFadeIn\nLI A1 16 ; 16 Frames of Fade-in\n\nJAL SleepProcess\nLI A0 31 ; Sleep for 31 Frames\n;FADE-IN END---------------------------------------------------------\n\n;MESSAGE DISPLAY START-----------------------------------------------\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(Message)\nADDIU A1 A1 lo(Message) ; This loads \"Message\" into the Textbox\nLI A2 0x0\nJAL ShowMessage\nLI A3 0x0\n\nJAL CloseMessage\nNOP\n;MESSAGE DISPLAY END-------------------------------------------------\n\n\n\nLW RA 76(SP)\nLW S4 72(SP)\nLW S5 68(SP)\nJR RA\nADDIU SP SP 80\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 16\nMessage:\n.ascii \"Good luck\"\n.byte 0xC2 ;\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n\n.align 4\nPlaySadVoice:\nADDIU SP SP -32\nSW RA 28(SP)\n\nJAL GetCurrentPlayerIndex\nNOP \n\nLUI T1 hi(p1_char)\nADDIU T1 T1 lo(p1_char) ; Load Player 1's Character address\nLI T0 0x38 ; Distance between each player's Character address\nMULT V0 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\n\nADDU T1 T1 T0 ; Add result to get current Player's Character address\nLBU T0 0(T1) ; Load address value into T0\n\nADDIU V0 T0 0x287 ; Mario's Sad Voice Index\n\nJAL PlaySound\nMOVE A0 V0 ; Pass the Voice Index to A0\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32"},"FZERO boost noise":{"language":0,"code":"; NAME: FZERO boost noise\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -4\nSW RA 0(SP)\n\nJAL PlaySound\nADDIU A0 R0 0x3B3 ; soaring sound\n\nLW RA 0x000(SP)\nJR RA\nADDIU SP SP 4"},"Give Everyone Else Coins B4 Battle":{"language":0,"code":"; NAME: Give Everyone Else Coins B4 Battle\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|coinamount\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to give every player\n; a fixed amount of coins except for the player who lands\n; or passes through the space.\n;====================================================================\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S0 32(SP)\n\n\n\n;MESSAGE DISPLAY START-----------------------------------------------\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\n; Visit the following link to get the full list of Character Images\n; https://github.com/PartyPlanner64/PartyPlanner64/wiki/Displaying-Messages\n; If you use a character image, check the bottom of the code\nLUI A1 hi(Message)\nADDIU A1 A1 lo(Message) ; This loads \"Message\" into the Textbox\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;MESSAGE DISPLAY END-------------------------------------------------\n\n;GIVE COINS START----------------------------------------------------\nLI S0 0x0 ; Begin with Player 1\n\nSTART:\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\n\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 wait\nNOP\n\nBEQ V0 S0 nextplayer ; If the current player is S0, skip them\nNOP\n\nMOVE A0 S0 ; A0 = S0\nADDIU A1 R0 coinamount\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nNOP\n\nnextplayer:\nADDIU S0 S0 1 ; Add 1 to S0 to check next player\nJ START\nNOP\n;GIVE COINS END------------------------------------------------------\n\n;WAIT START----------------------------------------------------------\nwait:\nADDIU A0 R0 30 ; Amount of frames the game waits for coin handouts\nJAL SleepProcess\nNOP\n;WAIT END------------------------------------------------------------\n\n\n\nLW S0 32(SP)\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n; .ascii is used to output Text. Anything surrounded by \" will be \n; displayed in the message (Special characters are not included).\n; For those, you must use .byte and the respective byte value.\n; Bytes that change text color will change the color of everything\n; that is written after it, until another color is used.\n\n.align 16\nMessage:\n.ascii \"Everyone else got some\"\n.byte 0x06 ; Blue font\n.ascii \" coins\"\n.byte 0x08 ; White Font\n.ascii \" too\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause (THIS ALWAYS GOES AT THE END)\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n; If your message has an image, use this at the start of each line\n; .byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture"},"Load Board Model (Static) (MP3) v2":{"language":0,"code":"; NAME: Load Board Model (Static) (MP3) v2\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|ModelID\n; PARAM: Space|ModelSpace\n; PARAM: Boolean|FaceScreen\n; PARAM: Boolean|FaceForward\n; PARAM: Space|FacingSpace\n\n; This code loads a board model onto a blank space on the board\n; decided by the parameter \"ModelSpace\". The parameter \"ModelID\" sets\n; which model will be loaded, and takes a value from 0-78 - see the\n; bottom of the event for the entire list. The model can face forward\n; (south) by setting the parameter \"FaceForward\" to \"true\" or\n; towards another space decided by the parameter \"FacingSpace\".\n; Additionally, the model can face the screen by setting the\n; parameter \"FaceScreen\" to \"true\" (and can be set in conjunction with\n; the above parameters).\n\n; Notably, this event loads any models that are present on the other\n; MP3 boards, such as Millennium Star, Tumble, or the cacti from\n; Spiny Desert. To load any model from the game, refer to the \"Load\n; Global Model\" event instead.\n\n; Set this event as \"Before player turn\".\n\n; CAUTION: Do not place the model on a space that players can walk on,\n; as this may cause problems.\n\nADDIU SP SP -64\nSW RA 60(SP)\nSW S0 56(SP)\nSW S1 52(SP)\nSW S2 48(SP)\n\n; S0 = ModelSpace, the space the model will be standing on\n; S1 = Model Data Pointer, the the pointer to the model data\n; S2 = Model Null Pointer, tells whether the model is already\n; loaded onto the board or not\n\n;===Check Koopa Model Null Pointer===\nLUI S2 hi(NullPointer)\nADDIU S2 S2 lo(NullPointer) ; Load the null pointer\nLW T0 0(S2) ; Load value of the null pointer into T0\nBNEZ T0 exit ; If T0 is not equal to 0, the model is already loaded,\n; exit and do not load another model.\nNOP\n\n;===Get Model Pointer===\nLI A0 ModelID ; Model ID value from 0-78\nJAL 0x800D90C8 ; Get model pointer at V0\nLI A1 0\n\nMOVE S1 V0 ; Copy V0 to S1\nSW V0 0(S2) ; Store model pointer into null pointer\n\n;===Get Model Space Data===\nJAL GetSpaceData\nLI A0 ModelSpace ; Get ModelSpace data at V0\nMOVE S0 V0 ; Copy V0 to S0\n\n;===Check to Face Screen===\nLI T0 FaceScreen\nBEQZ T0 CheckFace ; If FaceScreen is OFF, check space to face\nNOP\n; else, make the model face the screen\n\nMOVE T1 S1 ; Copy S1 to T1\nADDIU T1 T1 10\nLI T0 4\nLHU T9 0(T1)\nOR T9 T9 T0\nSH T9 0(T1)\nANDI T0 T0 0xFFFF\nJAL 0x800ECC54\nMOVE A0 S1 ; Pass model pointer on A0\n\n;===Check to Face Forward===\nCheckFace:\nLI T0 FaceForward\nBNEZ T0 PutModel ; If FaceForward is ON, put model onto space\nNOP\n; else, make the model face another space\n\n;===Get Facing Space Data===\nJAL GetSpaceData\nLI A0 FacingSpace ; Get FacingSpace data at V0\n\n;===Get Midpoint===\nADDIU A0 SP 32 ; Store midpoint xyz coords in 32(SP)\nADDIU A1 V0 8 ; FacingSpace coords\nJAL midpoint\nADDIU A2 S0 8 ; ModelSpace coords\n\nJAL 0x800D88E8 ; SpaceAngleHelper\nADDIU A0 SP 32 ; Fix-up midpoint coords\n\n;===Rotate Model===\nADDIU A0 S1 0x18 ; Pass model x2 coord on A0\nJAL 0x80089A20 ; StoreCoords (to face)\nADDIU A1 SP 32 ; Pass midpoint coords on A1\n\n;===Put Model onto Space===\nPutModel:\nADDIU A0 S1 12 ; Pass model x coord on A0\nJAL 0x80089A20 ; StoreCoords (to stand)\nADDIU A1 S0 8 ; Pass ModelSpace coords on A1\n\nexit:\nLW RA 60(SP)\nLW S0 56(SP)\nLW S1 52(SP)\nLW S2 48(SP)\nJR RA\nADDIU SP SP 64\n\n.align 4\nNullPointer:\n.fill 4\n\n; Indexes for model ID value\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, at about 85 it crashes"},"Back on Track Message":{"language":0,"code":"; NAME: Back on Track Message\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -32\nSW RA 28(SP)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message)\nADDIU A1 A1 lo(message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n.align 16\nmessage:\n.ascii \"Hey\"\n.byte 0xC2 ;\n.ascii \" Are you lost\"\n.byte 0xC3 ;\n.byte 0x0A ; New line (writes below)\n.ascii \"Lets get you back on track\"\n.byte 0xC2 ;\n.byte 0xFF,0 ; FF=Pause\n"},"Last 5 Turns Event (TRG Version)":{"language":0,"code":"; NAME: Last 5 Turns Event (TRG Version)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\n;====================================================================\n; Made by Spongyoshi, feel free to use for your own boards\n; Put it as an \"After Turn\" event on your board\n; Activates on Last 5 Turns and offers something to last place\n; If picked \"Get Item\" you get a random item\n; If picked \"Get Coins\" you start an event related to currency\n; If picked \"Something Else...\" a new rule gets added\n; If multiple people are last, they all get an item\n; Thanks to Airsola, Rain & Justin from the MPL Discord!\n;====================================================================\n\nADDIU SP SP -80\nSW RA 76(SP)\nSW S1 72(SP) ;holds total turn number\nSW S2 68(SP) ;holds various values for testing\nSW S3 64(SP) ;holds various values & addresses\nSW S4 60(SP) ;holds various values & loops\nSW S5 56(SP) ;holds current player index address\nSW S6 52(SP) ;holds current turn number\nSW S0 48(SP) ;holds various values for testing\n\nLUI S5 hi(current_player_index)\nADDIU S5 S5 lo(current_player_index) ; Loading current player address\n\nLUI S6 hi(0x800CD05A)\nADDIU S6 S6 lo(0x800CD05A) ; Loading address of Total Turn Number\nLBU S1 0(S6)\nLBU S6 1(S6) ; And then the Current Turn number\n\nSUBU S3, S1, S6 ; put max turn - current turn in S3\nLI S2 5\nLI S1 0\nBEQ S3 S2 start ; If it's the last 5 turns, then start the event\nNOP\nSLTI S0 S3 5 ; If not, is it lower then?\nBNE S0 R0 startalt ;if so, do special test\nNOP\nJ exit ;if not, nothing happens\nNOP\n\n;==========special test==========\nstartalt:\nLUI S3 hi(0x800CD0A1)\nADDIU S3 S3 lo(0x800CD0A1) ; Loading ram address\nLBU S3 0(S3)\nLI S2 110\nBEQ S3 S2 P1GameBoost ; If value 110 then P1 has Game Star boost\nNOP\nLI S2 111\nBEQ S3 S2 P2GameBoost ; If value 111 then P2 has Game Star boost\nNOP\nLI S2 112\nBEQ S3 S2 P3GameBoost ; If value 112 then P3 has Game Star boostN\nNOP\nLI S2 113\nBEQ S3 S2 P4GameBoost ; If value 113 then P4 has Game Star boost\nNOP\nLI S2 120\nBEQ S3 S2 P1CoinBoost ; If value 120 then P1 has Coin Star boost\nNOP\nLI S2 121\nBEQ S3 S2 P2CoinBoost ; If value 121 then P2 has Coin Star boost\nNOP\nLI S2 122\nBEQ S3 S2 P3CoinBoost ; If value 122 then P3 has Coin Star boost\nNOP\nLI S2 123\nBEQ S3 S2 P4CoinBoost ; If value 123 then P4 has Coin Star boost\nNOP\nLI S2 130\nBEQ S3 S2 P1WarpBoost ; If value 130 then P1 has Warp Star boost\nNOP\nLI S2 131\nBEQ S3 S2 P2WarpBoost ; If value 131 then P2 has Warp Star boost\nNOP\nLI S2 132\nBEQ S3 S2 P3WarpBoost ; If value 132 then P3 has Warp Star boost\nNOP\nLI S2 133\nBEQ S3 S2 P4WarpBoost ; If value 133 then P4 has Warp Star boost\nNOP\nJ exit ;if not, nothing happens\nNOP\n\nP1GameBoost:\nLUI S2 hi(p1_minigame_star)\nADDIU S2 S2 lo(p1_minigame_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 5 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P1Boosted\nNOP\n\nP2GameBoost:\nLUI S2 hi(p2_minigame_star)\nADDIU S2 S2 lo(p2_minigame_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 5 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P2Boosted\nNOP\n\nP3GameBoost:\nLUI S2 hi(p3_minigame_star)\nADDIU S2 S2 lo(p3_minigame_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 5 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P3Boosted\nNOP\n\nP4GameBoost:\nLUI S2 hi(p4_minigame_star)\nADDIU S2 S2 lo(p4_minigame_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 5 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P4Boosted\nNOP\n\nP1CoinBoost:\nLUI S2 hi(p1_coin_star)\nADDIU S2 S2 lo(p1_coin_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 10 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P1Boosted\nNOP\n\nP2CoinBoost:\nLUI S2 hi(p2_coin_star)\nADDIU S2 S2 lo(p2_coin_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 10 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P2Boosted\nNOP\n\nP3CoinBoost:\nLUI S2 hi(p3_coin_star)\nADDIU S2 S2 lo(p3_coin_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 10 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P3Boosted\nNOP\n\nP4CoinBoost:\nLUI S2 hi(p4_coin_star)\nADDIU S2 S2 lo(p4_coin_star) ; Loading bonus star in question\nLHU S3 0(S2)\nADDIU S3 S3 10 ;Boost the bonus star ammount\nSH S3 0(S2) ;Send it back as the new value\nJ P4Boosted\nNOP\n\nP1WarpBoost:\nLUI S2 hi(p1_happening_space_count)\nADDIU S2 S2 lo(p1_happening_space_count) ; Loading bonus star in question\nLBU S3 0(S2)\nADDIU S3 S3 1 ;Boost the bonus star ammount\nSB S3 0(S2) ;Send it back as the new value\nJ P1Boosted\nNOP\n\nP2WarpBoost:\nLUI S2 hi(p2_happening_space_count)\nADDIU S2 S2 lo(p2_happening_space_count) ; Loading bonus star in question\nLBU S3 0(S2)\nADDIU S3 S3 1 ;Boost the bonus star ammount\nSB S3 0(S2) ;Send it back as the new value\nJ P2Boosted\nNOP\n\nP3WarpBoost:\nLUI S2 hi(p3_happening_space_count)\nADDIU S2 S2 lo(p3_happening_space_count) ; Loading bonus star in question\nLBU S3 0(S2)\nADDIU S3 S3 1 ;Boost the bonus star ammount\nSB S3 0(S2) ;Send it back as the new value\nJ P3Boosted\nNOP\n\nP4WarpBoost:\nLUI S2 hi(p4_happening_space_count)\nADDIU S2 S2 lo(p4_happening_space_count) ; Loading bonus star in question\nLBU S3 0(S2)\nADDIU S3 S3 1 ;Boost the bonus star ammount\nSB S3 0(S2) ;Send it back as the new value\nJ P4Boosted\nNOP\n\nP1Boosted:\nLI S2 0 ;Get Player 1\nSB S2 0(S5) ;Send it as the current player index\nJ BoostedWindow ;Launch the Window\nNOP\n\nP2Boosted:\nLI S2 1 ;Get Player 2\nSB S2 0(S5) ;Send it as the current player index\nJ BoostedWindow ;Launch the Window\nNOP\n\nP3Boosted:\nLI S2 2 ;Get Player 3\nSB S2 0(S5) ;Send it as the current player index\nJ BoostedWindow ;Launch the Window\nNOP\n\nP4Boosted:\nLI S2 3 ;Get Player 4\nSB S2 0(S5) ;Send it as the current player index\nJ BoostedWindow ;Launch the Window\nNOP\n\nBoostedWindow:\nLI A0 11 ; Generic Fade-out \nJAL InitFadeOut\nLI A1 5 ; Fade Out for 5 Frames\nJAL SleepProcess\nADDIU A0 R0 5 ;Sleep for 5 frames\nLI A0 11 ; Generic Fade-in \nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\nJAL SleepProcess\nADDIU A0 R0 5 ;Sleep for 5 frames\n\nJAL PlaySound\nLI A0 0x143 ;Shinning Star\nJAL SleepProcess\nADDIU A0 R0 60 ;Sleep for 60 frames for anticipation\n;Now start the window\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T0 0x64 ; 100 Units Y pos\nSW T0 28(SP)\nLUI A1 hi(Boost_Message)\nADDIU A1 A1 lo(Boost_Message)\nLI A0 -1 ; Character image (-1 for none)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 11 ; Generic Fade-out \nJAL InitFadeOut\nLI A1 5 ; Fade Out for 5 Frames\nJAL SleepProcess\nADDIU A0 R0 5 ;Sleep for 5 frames\nLI A0 11 ; Generic Fade-in \nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\nJAL SleepProcess\nADDIU A0 R0 5 ;Sleep for 5 frames\n\nJ exit\nNOP\n;==========special test end==========\n\n;==========find 4th place==========\nstart:\nLI S2 1 ;give the info that it's the last 5 turns\nLUI S3 hi(0x800CD0A1)\nADDIU S3 S3 lo(0x800CD0A1) ; Loading board ram address\nSB S2 0(S3)\n\nLI A0 11 ; Generic Fade-out \nJAL InitFadeOut\nLI A1 5 ; Fade Out for 5 Frames\n\nJAL SleepProcess\nADDIU A0 R0 10\n\nJAL PlayMusic\nLI A0 MUSIC_TRACK_INDEX_2\n\nLI S2 3 ;Get 4th place\n\nJAL GetPlayerPlacement\nLI A0 0\nBEQ V0 S2 P1IsLast ; If P1's placement is 4th, they are last\nNOP\n\nJAL GetPlayerPlacement\nLI A0 1\nBEQ V0 S2 P2IsLast ; If P2's placement is 4th, they are last\nNOP\n\nJAL GetPlayerPlacement\nLI A0 2\nBEQ V0 S2 P3IsLast ; If P3's placement is 4th, they are last\nNOP\n\nJAL GetPlayerPlacement\nLI A0 3\nBEQ V0 S2 P4IsLast ; If P4's placement is 4th, they are last\nNOP\n;==========find 4th place end==========\n\n;==========find 3rd place==========\n;Else, search for third place\nLI S6 0 ;emptied S6\nLI S2 2 ;Get 3th place\n\nJAL GetPlayerPlacement\nLI A0 0\nBEQ V0 S2 P1IsThird ; If P1's placement is 3th, they are last\nNOP\nKeepSearch1:\nJAL GetPlayerPlacement\nLI A0 1\nBEQ V0 S2 P2IsThird ; If P2's placement is 3th, they are last\nNOP\nKeepSearch2:\nJAL GetPlayerPlacement\nLI A0 2\nBEQ V0 S2 P3IsThird ; If P3's placement is 3th, they are last\nNOP\nKeepSearch3:\nJAL GetPlayerPlacement\nLI A0 3\nBEQ V0 S2 P4IsThird ; If P4's placement is 3th, they are last\nNOP\n;==========find 3rd place end==========\n\n;==========find 2nd place==========\n;Else, search for second place\nLI S3 0 ;emptied S3\nLI S2 1 ;Get 2th place\n\nJAL GetPlayerPlacement\nLI A0 0\nBEQ V0 S2 P1IsSecond ; If P1's placement is 2th, they are last\nNOP\nKeepSearch4:\nJAL GetPlayerPlacement\nLI A0 1\nBEQ V0 S2 P2IsSecond ; If P2's placement is 2th, they are last\nNOP\nKeepSearch5:\nJAL GetPlayerPlacement\nLI A0 2\nBEQ V0 S2 P3IsSecond ; If P3's placement is 2th, they are last\nNOP\nKeepSearch6:\nJAL GetPlayerPlacement\nLI A0 3\nBEQ V0 S2 P4IsSecond ; If P4's placement is 2th, they are last\nNOP\n\nJ exitwindow ;if not, everyone is first, event is cancelled\nNOP\n;==========find 2nd place end==========\n\n;==========ALL the tests==========\nP1IsLast:\nLI S2 0 ;Get Player 1\nSB S2 0(S5) ;Send it as the current player index\nJ choicewindow ;Start the Last 5 Turns Event\nNOP\nP2IsLast:\nLI S2 1 ;Get Player 2\nSB S2 0(S5) ;Send it as the current player index\nJ choicewindow ;Start the Last 5 Turns Event\nNOP\nP3IsLast:\nLI S2 2 ;Get Player 3\nSB S2 0(S5) ;Send it as the current player index\nJ choicewindow ;Start the Last 5 Turns Event\nNOP\nP4IsLast:\nLI S2 3 ;Get Player 3\nSB S2 0(S5) ;Send it as the current player index\nJ choicewindow ;Start the Last 5 Turns Event\nNOP\n\nP1IsThird:\nLI S6 1 ;Get Player 1\nJ KeepSearch1 ;Find the second\nNOP\nP2IsThird:\nBEQ R0 S6 altKeepSearch2 ; Check if S6 is empty\nNOP\nLI S1 2 ;Else, get Player 2\nJ TwoPlayerGiveaway ;And start the giveaway\nNOP\nP3IsThird:\nBEQ R0 S6 altKeepSearch3 ; Check if S6 is empty\nNOP\nLI S1 3 ;Else, get Player 3\nJ TwoPlayerGiveaway ;And start the giveaway\nNOP\nP4IsThird:\nLI S1 4 ;Get Player 4\nJ TwoPlayerGiveaway ;And start the giveaway\nNOP\naltKeepSearch2:\nLI S6 2 ;Get Player 2\nJ KeepSearch2 ;Find the second\nNOP\naltKeepSearch3:\nLI S6 3 ;Get Player 3\nJ KeepSearch3 ;Find the second\nNOP\n\nP1IsSecond:\nLI S6 1 ;Get Player 1\nJ KeepSearch4 ;Find the second\nNOP\nP2IsSecond:\nLI S3 2 ;Get Player 2\nJ KeepSearch5 ;Find the second or third\nNOP\nP3IsSecond:\nBEQ R0 S6 alt1KeepSearch6 ; Check if S6 is empty\nNOP\nBEQ R0 S3 alt2KeepSearch6 ; Check if S3 is empty\nNOP\nLI S1 3 ;Else, get Player 3\nJ ThreePlayerGiveaway ;And start the giveaway\nNOP\nP4IsSecond:\nLI S1 4 ;Get Player 4\nJ ThreePlayerGiveaway ;And start the giveaway\nNOP\nalt1KeepSearch6:\nLI S6 3 ;Get Player 3\nJ KeepSearch6 ;Find the third\nNOP\nalt2KeepSearch6:\nLI S3 3 ;Get Player 3\nJ KeepSearch6 ;Find the third\nNOP\n;==========ALL the tests end==========\n\n;==========Last 5 Turns Prompt==========\nchoicewindow:\nLI A0 11 ; Generic Fade-in\nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\n\nLI S3 6 ;preventive action for the loop\nLI S6 6 ;preventive action for the loop\n; Greetings window\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x3 ; Character image (Toad)\nLUI A1 hi(promptMessage)\nADDIU A1 A1 lo(promptMessage)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0\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 0\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL CloseMessage\nNOP\njal 0x800EC9DC\n NOP\njal 0x800EC6EC\n NOP\n\n; Change the outcome based on the choice.\nLI A0 0\nBEQ S0 A0 SomeItem\nNOP\nLI A0 1\nBEQ S0 A0 SomeCoins\nNOP\nLI A0 2\nBEQ S0 A0 SomeRules\nNOP\n;==========Last 5 Turns Prompt END==========\n\n;==========Item Reward Selection==========\nSomeItem:\nJAL PlaySound\nLI A0 0x143 ;Shinning Star\nJAL SleepProcess\nADDIU A0 R0 60 ;Sleep for 60 frames for anticipation\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 80 ; Is the number less than 80?\nBNE S0 R0 BellorLampGet\nNOP\n\nSLTI S0 V0 160 ; Is the number less than 160?\nBNE S0 R0 GloveorChestGet\nNOP\n\nSLTI S0 V0 230 ; Is the number less than 230?\nBNE S0 R0 KeyorShroomGet\nNOP\n\nJ RareItemGet\nNOP\n;==========Item Reward Selection END==========\n\n;==========Coins Reward Selection==========\nSomeCoins:\nJAL PlaySound\nLI A0 0x143 ;Shinning Star\nJAL SleepProcess\nADDIU A0 R0 60 ;Sleep for 60 frames for anticipation\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 80 ; Is the number less than 80?\nBNE S0 R0 StarsorCoinsGet\nNOP\n\nSLTI S0 V0 160 ; Is the number less than 160?\nBNE S0 R0 CoinStealGet\nNOP\n\nSLTI S0 V0 230 ; Is the number less than 230?\nBNE S0 R0 BankMasterMightGet\nNOP\n\nJ BowserRevolutionGet\nNOP\n;==========Coins Reward Selection END==========\n\n;==========Rules Selection==========\nSomeRules:\nJAL PlaySound\nLI A0 0x143 ;Shinning Star\nJAL SleepProcess\nADDIU A0 R0 60 ;Sleep for 60 frames for anticipation\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 80 ; Is the number less than 80?\nBNE S0 R0 RedSpaceRulesGet\nNOP\n\nSLTI S0 V0 160 ; Is the number less than 160?\nBNE S0 R0 BankPriceRulesGet\nNOP\n\nSLTI S0 V0 230 ; Is the number less than 230?\nBNE S0 R0 BonusStarsSelect\nNOP\n\nJ HiddenBlockRulesGet\nNOP\n;==========Rules Selection END==========\n\n;==========Bonus Stars Selection==========\nBonusStarsSelect:\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 90 ; Is the number less than 90?\nBNE S0 R0 MinigameStarSelect\nNOP\n\nSLTI S0 V0 180 ; Is the number less than 180?\nBNE S0 R0 CoinStarSelect\nNOP\n\nLI S4 30 ; Give the Warp Star Value\nJ BonusStarsRulesGet\nNOP\n\nMinigameStarSelect:\nLI S4 10 ; Give the Minigame Star Value\nJ BonusStarsRulesGet\nNOP\n\nCoinStarSelect:\nLI S4 20 ; Give the Coin Star Value\nJ BonusStarsRulesGet\nNOP\n;==========Bonus Stars Selection END==========\n\n;==========Final Reward Selection==========\nBellorLampGet:\nLBU A0 0 (S5) ; Get current player index\nJAL PlayerHasCoins ; Checks if Player has that ammount of Coins\nLI A1 40 ; A1 = The ammount of Coins to check for\nBNE V0 R0 MagicLampGiveaway\nNOP\nJ BooBellGiveaway\nNOP\nGloveorChestGet:\nLBU A0 0 (S5) ; Get current player index\nJAL PlayerHasCoins ; Checks if Player has that ammount of Coins\nLI A1 20 ; A1 = The ammount of Coins to check for\nBNE V0 R0 DuellingGloveGiveaway\nNOP\nJ PlunderChestGiveaway\nNOP\nKeyorShroomGet:\nLBU A0 0 (S5) ; Get current player index\nJAL PlayerHasCoins ; Checks if Player has that ammount of Coins\nLI A1 60 ; A1 = The ammount of Coins to check for\nBNE V0 R0 SkeletonKeyGiveaway\nNOP\nJ GoldenMushroomGiveaway\nNOP\nRareItemGet:\nJAL GetRandomByte ; Random Int at V0\nNOP\nSLTI S0 V0 100 ; Is the number less than 100?\nBNE S0 R0 LuckyCharmGiveaway\nNOP\nSLTI S0 V0 180 ; Is the number less than 180?\nBNE S0 R0 KoopaKardGiveaway\nNOP\nSLTI S0 V0 240 ; Is the number less than 240?\nBNE S0 R0 BarterBoxGiveaway\nNOP\nJ WackyWatchGiveaway\nNOP\nStarsorCoinsGet:\nLBU A0 0 (S5) ; Get current player index\nJAL PlayerHasCoins ; Checks if Player has that ammount of Coins\nLI A1 30 ; A1 = The ammount of Coins to check for\nBNE V0 R0 CoinPrizeGet\nNOP\nJ StarPrizeGet\nNOP\nCoinStealGet:\nLI S4 40; The ammount of coins to test for\nJAL GetPlayerStruct\nLI A0 -1\nLHU V0 0xA(V0)\nADDU S4 V0 S4 ; Add V0 to the value\nLI S2 0; Emptying S2\n\nLUI T2 hi(p1_coins)\nADDIU T2 T2 lo(p1_coins) ; Loading P1 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\n\nLUI T2 hi(p2_coins)\nADDIU T2 T2 lo(p2_coins) ; Loading P2 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\n\nLUI T2 hi(p3_coins)\nADDIU T2 T2 lo(p3_coins) ; Loading P3 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\n\nLUI T2 hi(p4_coins)\nADDIU T2 T2 lo(p4_coins) ; Loading P4 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\n\nSLT S0 S4 S2 ; Are opponents coins higher than 40?\nNOP\nBNE S0 R0 CoinStealTenGet\nNOP\n;if not\nJ CoinStealFiveGet\nNOP\nBankMasterMightGet:\nLUI S2 hi(bank_coin_total)\nADDIU S2 S2 lo(bank_coin_total) ; Load Coins in Bank\nLHU S2 0(S2) ; Load address value\nSLTI S0 S2 5 ; Is the number less than 5?\nBNE S0 R0 RandomBank\nNOP\n;if not\nJ BankMasterGet\nNOP\nRandomBank:\nJAL GetRandomByte ; Random Int at V0\nNOP\nSLTI S0 V0 150 ; Is the number less than 150?\nBNE S0 R0 StarsorCoinsGet\nNOP\nJ BowserRevolutionGet\nNOP\n;==========Final Reward Selection END==========\n\n;==========Item Giveaway Prize==========\nMagicLampGiveaway: ;Giving away Magic Lamp\nADDIU S1 R0 0x0E ; Magic Lamp value\nLUI A1 hi(Magic_Lamp_Get)\nADDIU A1 A1 lo(Magic_Lamp_Get)\nJ GiveWindow\nNOP\n\nBooBellGiveaway: ;Giving away Boo Bell\nADDIU S1 R0 0x0B ; Boo Bell value\nLUI A1 hi(Boo_Bell_Get)\nADDIU A1 A1 lo(Boo_Bell_Get)\nJ GiveWindow\nNOP\n\nDuellingGloveGiveaway: ;Giving away Duel Glove\nADDIU S1 R0 0x08 ; Duel Glove value\nLUI A1 hi(Duel_Glove_Get)\nADDIU A1 A1 lo(Duel_Glove_Get)\nJ GiveWindow\nNOP\n\nPlunderChestGiveaway: ;Giving away Plunder Chest\nADDIU S1 R0 0x06 ; Plunder Chest value\nLUI A1 hi(Treasure_Chest_Get)\nADDIU A1 A1 lo(Treasure_Chest_Get)\nJ GiveWindow\nNOP\n\nSkeletonKeyGiveaway: ;Giving away Skeleton Key\nADDIU S1 R0 0x01 ; Skeleton Key value\nLUI A1 hi(Skeleton_Key_Get)\nADDIU A1 A1 lo(Skeleton_Key_Get)\nJ GiveWindow\nNOP\n\nGoldenMushroomGiveaway: ;Giving away Golden Mushroom\nADDIU S1 R0 0x0A ; Golden Mushroom value\nLUI A1 hi(Gold_Shroom_Get)\nADDIU A1 A1 lo(Gold_Shroom_Get)\nJ GiveWindow\nNOP\n\nLuckyCharmGiveaway: ;Giving away Lucky Charm\nADDIU S1 R0 0x11 ; Lucky Charm value\nLUI A1 hi(Rare_Item1_Get)\nADDIU A1 A1 lo(Rare_Item1_Get)\nJ GiveWindow\nNOP\n\nKoopaKardGiveaway: ;Giving away Koopa Card\nADDIU S1 R0 0x0F ; Koopa Card value\nLUI A1 hi(Rare_Item2_Get)\nADDIU A1 A1 lo(Rare_Item2_Get)\nJ GiveWindow\nNOP\n\nBarterBoxGiveaway: ;Giving away Barter Box\nADDIU S1 R0 0x10 ; Barter Box value\nLUI A1 hi(Rare_Item3_Get)\nADDIU A1 A1 lo(Rare_Item3_Get)\nJ GiveWindow\nNOP\n\nWackyWatchGiveaway: ;Giving away Wacky Watch\nADDIU S1 R0 0x11 ; Wacky Watch value\nLUI A1 hi(Rare_Item4_Get)\nADDIU A1 A1 lo(Rare_Item4_Get)\nJ GiveWindow\nNOP\n;==========Item Giveaway Prize END==========\n\n;==========Change Prize==========\nCoinPrizeGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Spare_Change1_Get)\nADDIU A1 A1 lo(Spare_Change1_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\nCoinPrizeFailsafe:\n; Give the player the coins\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual\nADDIU A1 R0 20\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange\nADDIU A1 R0 20\n;Play the player's Happy Voice\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\nJAL PlaySound\nADDIU A0 T0 0x275 ; Add Mario's Happy Voice Index\nJAL GetHappyPlayer\nNOP\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\nJ exiteventwindow\nNOP\n\nStarPrizeGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Spare_Change1_Get)\nADDIU A1 A1 lo(Spare_Change1_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\n; Get Current Player Star Index\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\nMOVE S2 V0 ; Copy Current Player Index to S2\nLUI S3 hi(p1_stars)\nADDIU S3 S3 lo(p1_stars) ; Load Player 1's Star Address\nLI T0 0x38 ; This is the distance between each player's Star Address\nMULT S2 T0 ; Multiply Current Player Index by T0\nMFLO T0 ; Move the result to T0\nADDU S3 S3 T0 ; Add result to get current Player's Star Address\nLBU T1 0(S3) ; Load address value into T1\n;CHECK PLAYER'S STAR COUNT\nLI T2 99\nBEQ T2 T1 CoinPrizeFailsafe\nNOP\n;GIVE STAR\nLB T2 0(S3) ; Load Player's Star count into S2\nADDIU T2 T2 1 ; Add 1 to their Star count\nSB T2 0(S3) ; Insert new Star count into the address\n;SOUND STAR\nJAL PlayMusic\nLI A0 111 ; Star Get Jingle\n;DANCE STAR\nLI A0 -1 ; Current Player\nLI A1 6 ; Animation Index (Star Get Dance)\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't Loop Animation\n;Play the player's Star Voice\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\nJAL PlaySound\nADDIU A0 T0 0x263 ; Mario's Star Get Voice Index\nJAL SleepProcess \nLI A0 111 ; Number of frames the game waits for sound to finish\nJAL PlayMusic\nLI A0 19 ;Play the last 5 turns music\nJ exiteventwindow\nNOP\n\nCoinStealFiveGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Spare_Change2_Get)\nADDIU A1 A1 lo(Spare_Change2_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\n;Start the Coin Steal\nLI S4 0 ; Start coin total at 0\nLI S0 0x0 ; Begin with Player 1\nCoinStealStart:\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 CoinStealEnd\nNOP\nBEQ V0 S0 nextplayersteal ; If the current player is S0, skip them\nNOP\n;Check if they have enough coins\nMOVE A0 S0 ; A0 = The player's index \nJAL PlayerHasCoins ; Checks if Player has that ammount of Coins\nLI A1 5 ; A1 = The ammount of Coins to check for\nBEQ V0 R0 CoinStealPartial ;if not, steal all\nNOP\nADDIU S4 S4 5 ; Else, just Add 5 to the coin total\nLI S1 5\n;Coin deletion\nCoinStealDelet:\nSUBU S1 R0 S1 ; Reverse the value\nMOVE A0 S0 ; A0 = S0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1\nMOVE A0 S0 ; A0 = S0\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S1\nnextplayersteal:\nADDIU S0 S0 1 ; Add 1 to S0 to check next player\nJ CoinStealStart\nNOP\n;Get all the player's coins\nCoinStealPartial:\nJAL GetPlayerStruct\nMOVE A0 S0 ; get the struct of the opponent being checked at V0\nLHU S1 0xA(V0) ; load into S1 the opponent's coins, using offset of their struct\nADDU S4 S4 S1 ; Add the value to S4\nJ CoinStealDelet\nNOP\n;End of the loop\nCoinStealEnd:\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\n; Give the player the coins\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual\nADDU A1 R0 S4\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange\nADDU A1 R0 S4\n;Play the player's Happy Voice\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\nJAL PlaySound\nADDIU A0 T0 0x275 ; Add Mario's Happy Voice Index\nJAL GetHappyPlayer\nNOP\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\nJ exiteventwindow\nNOP\n\nCoinStealTenGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Spare_Change2_Get)\nADDIU A1 A1 lo(Spare_Change2_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\n;Start the Coin Steal\nLI S4 0 ; Start coin total at 0\nLI S0 0x0 ; Begin with Player 1\nDoinStealStart:\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\nLI T0 0x4 ; If all Players have been given coins, stop\nBEQ S0 T0 DoinStealEnd\nNOP\nBEQ V0 S0 dextplayersteal ; If the current player is S0, skip them\nNOP\n;Check if they have enough coins\nMOVE A0 S0 ; A0 = The player's index \nJAL PlayerHasCoins ; Checks if Player has that ammount of Coins\nLI A1 10 ; A1 = The ammount of Coins to check for\nBEQ V0 R0 DoinStealPartial ;if not, steal all\nNOP\nADDIU S4 S4 10 ; Else, just Add 5 to the coin total\nLI S1 10\n;Coin deletion\nDoinStealDelet:\nSUBU S1 R0 S1 ; Reverse the value\nMOVE A0 S0 ; A0 = S0\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1\nMOVE A0 S0 ; A0 = S0\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S1\ndextplayersteal:\nADDIU S0 S0 1 ; Add 1 to S0 to check next player\nJ DoinStealStart\nNOP\n;Get all the player's coins\nDoinStealPartial:\nJAL GetPlayerStruct\nMOVE A0 S0 ; get the struct of the opponent being checked at V0\nLHU S1 0xA(V0) ; load into S1 the opponent's coins, using offset of their struct\nADDU S4 S4 S1 ; Add the value to S4\nJ DoinStealDelet\nNOP\n;End of the loop\nDoinStealEnd:\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\n; Give the player the coins\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL AdjustPlayerCoinsGradual\nADDU A1 R0 S4\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nADDIU A0 V0 0\nJAL ShowPlayerCoinChange\nADDU A1 R0 S4\n;Play the player's Happy Voice\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\nJAL PlaySound\nADDIU A0 T0 0x275 ; Add Mario's Happy Voice Index\nJAL GetHappyPlayer\nNOP\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\nJ exiteventwindow\nNOP\n\nBankMasterGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Spare_Change3_Get)\nADDIU A1 A1 lo(Spare_Change3_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\nLUI S2 hi(bank_coin_total)\nADDIU S2 S2 lo(bank_coin_total) ; Load Coins in Bank\nLHU S4 0(S2) ; Load address value into S4\n; Give the player the coins\nJAL GetCurrentPlayerIndex\nNOP\nMOVE A0 V0\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S4\n; Display the coin change by the player stats\nJAL GetCurrentPlayerIndex\nNOP\nMOVE A0 V0\nJAL ShowPlayerCoinChange\nMOVE A1 S4\n;Play the player's Happy Voice\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\nJAL PlaySound\nADDIU A0 T0 0x275 ; Add Mario's Happy Voice Index\nJAL GetHappyPlayer\nNOP\nLI S4 0; empty S4\nSH S4 0(S2); and make it the new bank coin total\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\nJ exiteventwindow\nNOP\n\nBowserRevolutionGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Spare_Change4_Get)\nADDIU A1 A1 lo(Spare_Change4_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\nJAL PlaySound\nLI A0 0x29C ;Bowser's Laugh\nLI S2 0; Emptying S2\n;Get player 1's coins\nLUI T2 hi(p1_coins)\nADDIU T2 T2 lo(p1_coins) ; Loading P1 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\nSUBU S1 R0 T2\nLI A0 0; Adjust Player 1's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1\nLI A0 0; Adjust Player 1's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S1\n;Get player 2's coins\nLUI T2 hi(p2_coins)\nADDIU T2 T2 lo(p2_coins) ; Loading P2 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\nSUBU S1 R0 T2\nLI A0 1; Adjust Player 2's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1\nLI A0 1; Adjust Player 2's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S1\n;Get player 3's coins\nLUI T2 hi(p3_coins)\nADDIU T2 T2 lo(p3_coins) ; Loading P3 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\nSUBU S1 R0 T2\nLI A0 2; Adjust Player 3's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1\nLI A0 2; Adjust Player 3's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S1\n;Get player 4's coins\nLUI T2 hi(p4_coins)\nADDIU T2 T2 lo(p4_coins) ; Loading P4 coins\nLHU T2 0(T2)\nADDU S2 T2 S2 ; Add T2 to the value\nSUBU S1 R0 T2\nLI A0 3; Adjust Player 4's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S1\nLI A0 3; Adjust Player 4's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S1\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\nLI A0 4\nDIVU S2 A0 ; Divide the number of Coins by the number of players\nMFLO S2 ; And send the result to S2\n;Give player 1's coins\nLI A0 0; Adjust Player 1's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S2\nLI A0 0; Adjust Player 1's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S2\n;Give player 2's coins\nLI A0 1; Adjust Player 2's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S2\nLI A0 1; Adjust Player 2's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S2\n;Give player 3's coins\nLI A0 2; Adjust Player 3's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S2\nLI A0 2; Adjust Player 3's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S2\n;Give player 4's coins\nLI A0 3; Adjust Player 4's coin\nJAL AdjustPlayerCoinsGradual ; Changes player's coin amount\nMOVE A1 S2\nLI A0 3; Adjust Player 4's coin\nJAL 0x800E1F28 ; ShowPlayerCoinChangeHUD\nMOVE A1 S2\n; Sleep for 30 frames to let coin change take effect\nJAL SleepProcess\nADDIU A0 R0 30\nJ exiteventwindow\nNOP\n;==========Change Prize END==========\n\n;==========Change Miracle==========\nRedSpaceRulesGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(New_Rules1_Get)\nADDIU A1 A1 lo(New_Rules1_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\nLI S2 2\nLUI S3 hi(0x800CD0A1)\nADDIU S3 S3 lo(0x800CD0A1) ; Loading board ram address\nSB S2 0(S3)\nJ exiteventwindow\nNOP\nBankPriceRulesGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(New_Rules2_Get)\nADDIU A1 A1 lo(New_Rules2_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\nLI S2 3\nLUI S3 hi(0x800CD0A1)\nADDIU S3 S3 lo(0x800CD0A1) ; Loading board ram address\nSB S2 0(S3)\nJ exiteventwindow\nNOP\nBonusStarsRulesGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(New_Rules3_Get)\nADDIU A1 A1 lo(New_Rules3_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\nLI S2 100\nJAL GetCurrentPlayerIndex\nNOP\nADDU S2 S2 V0 ; Add Current Player Index to S2\nADDU S2 S2 S4 ; Add Bonus Star of Choice to S2\nLUI S3 hi(0x800CD0A1)\nADDIU S3 S3 lo(0x800CD0A1) ; Loading board ram address\nSB S2 0(S3)\nJ exiteventwindow\nNOP\nHiddenBlockRulesGet:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(New_Rules4_Get)\nADDIU A1 A1 lo(New_Rules4_Get)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nLI A3 0x0\nJAL CloseMessage\nNOP\nLI S2 4\nLUI S3 hi(0x800CD0A1)\nADDIU S3 S3 lo(0x800CD0A1) ; Loading board ram address\nSB S2 0(S3)\nJ exiteventwindow\nNOP\n;==========Change Miracle END==========\n\n;==========2P Giveaway Window==========\nTwoPlayerGiveaway:\nLI A0 11 ; Generic Fade-in\nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\n\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T0 0x64 ; 100 Units Y pos\nSW T0 28(SP)\nADDI A0 R0 0x3 ; Character image (Toad)\nLUI A1 hi(Item_Giveaway_Message)\nADDIU A1 A1 lo(Item_Giveaway_Message)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI S4 0 ;Initialize the value of the loop\nLI S3 6 ;preventive action for the loop\n;==========2P Giveaway Window END==========\n\n;==========2P Giveaway Character Select==========\n2PLoopBack:\nLI A0 11 ; Generic Fade-out \nJAL InitFadeOut\nLI A1 5 ; Fade Out for 5 Frames\n\nJAL SleepProcess\nADDIU A0 R0 7\n\nLI A0 11 ; Generic Fade-in\nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\n\nADDIU S4, S4, 1 ;Add 1 to S4\nLI S0 1 ;See if it's the first loop\nBEQ S0, S4, 2PLoopingBack ;If so, branch out\nNOP\nLI S0 3 ;If not, See if it's the last loop\nBEQ S0, S4, exiteventwindow ;If so, end of giveaway\nNOP\nLI S0 1\nSUBU S0, S6, S0 ; Substract one to get the exact index\nSB S0 0(S5);if not, give first player to current player index\nJ Continue2PGive\nNOP\n\n2PLoopingBack:\nLI S0 1\nSUBU S0, S1, S0 ; Substract one to get the exact index\nSB S0 0(S5);if so, give second player to current player index\nJ Continue2PGive\nNOP\n;==========2P Giveaway Character Select END==========\n\n;==========2P Giveaway Selection==========\nContinue2PGive:\nLI S1 0 ;emptied S1\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 80 ; Is the number less than 80?\nBNE S0 R0 DuelGloveGiveaway2P\nNOP\n\nSLTI S0 V0 160 ; Is the number less than 160?\nBNE S0 R0 GoldenMushroomGiveaway2P\nNOP\n\nSLTI S0 V0 240 ; Is the number less than 240?\nBNE S0 R0 CellularShopperGiveaway2P\nNOP\n\nJ MagicLampGiveaway2P\nNOP\n;==========2P Giveaway Selection END==========\n\n;==========2P Giveaway Window Selection==========\nDuelGloveGiveaway2P: ;Giving away Duel Glove\nADDIU S1 R0 0x08 ; Dueling Glove value\nLUI A1 hi(Duel_Glove_Get)\nADDIU A1 A1 lo(Duel_Glove_Get)\nJ GiveWindow\nNOP\nGoldenMushroomGiveaway2P: ;Giving away Golden Mushroom\nADDIU S1 R0 0x0A ; Golden Mushroom value\nLUI A1 hi(Gold_Shroom_Get)\nADDIU A1 A1 lo(Gold_Shroom_Get)\nJ GiveWindow\nNOP\nCellularShopperGiveaway2P: ;Giving away Cellular Shopper\nADDIU S1 R0 0x04 ; Cellular Shopper value\nLUI A1 hi(Toad_Phone_Get)\nADDIU A1 A1 lo(Toad_Phone_Get)\nJ GiveWindow\nNOP\nMagicLampGiveaway2P: ;Giving away Magic Lamp\nADDIU S1 R0 0x0E ; Magic Lamp value\nLUI A1 hi(Magic_Lamp_Get)\nADDIU A1 A1 lo(Magic_Lamp_Get)\nJ GiveWindow\nNOP\n;==========2P Giveaway Window Selection END==========\n\n;==========3P Giveaway Window==========\nThreePlayerGiveaway:\nLI A0 11 ; Generic Fade-in\nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\n\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T0 0x64 ; 100 Units Y pos\nSW T0 28(SP)\nADDI A0 R0 0x3 ; Character image (Toad)\nLUI A1 hi(Item_Giveaway_Message)\nADDIU A1 A1 lo(Item_Giveaway_Message)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI S4 0 ;Initialize the value of the loop\n;==========3P Giveaway Window END==========\n\n;==========3P Giveaway Character Select==========\n3PLoopBack:\nLI A0 11 ; Generic Fade-out \nJAL InitFadeOut\nLI A1 5 ; Fade Out for 5 Frames\n\nJAL SleepProcess\nADDIU A0 R0 7\n\nLI A0 11 ; Generic Fade-in\nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\n\nADDIU S4, S4, 1 ;Add 1 to S4\nLI S0 1 ;See if it's the first loop\nBEQ S0, S4, 3PLoopingAgain ;If so, branch out\nNOP\nLI S0 2 ;If not, See if it's the second loop\nBEQ S0, S4, 3PLoopingBack ;If so, branch out\nNOP\nLI S0 4 ;If not, See if it's the last loop\nBEQ S0, S4, exiteventwindow ;If so, end of giveaway\nNOP\nLI S0 1\nSUBU S0, S6, S0 ; Substract one to get the exact index\nSB S0 0(S5);if not, give first player to current player index\nJ Continue3PGive\nNOP\n\n3PLoopingBack:\nLI S0 1\nSUBU S0, S3, S0 ; Substract one to get the exact index\nSB S0 0(S5);if so, give second player to current player index\nJ Continue3PGive\nNOP\n\n3PLoopingAgain:\nLI S0 1\nSUBU S0, S1, S0 ; Substract one to get the exact index\nSB S0 0(S5);if so, give third player to current player index\nJ Continue3PGive\nNOP\n;==========3P Giveaway Character Select END==========\n\n;==========3P Giveaway Selection==========\nContinue3PGive:\nLI S1 0 ;emptied S1\nJAL GetRandomByte ; Random Int at V0\nNOP\n\nSLTI S0 V0 80 ; Is the number less than 80?\nBNE S0 R0 DuelGloveGiveaway3P\nNOP\n\nSLTI S0 V0 160 ; Is the number less than 160?\nBNE S0 R0 GoldenMushroomGiveaway3P\nNOP\n\nSLTI S0 V0 240 ; Is the number less than 240?\nBNE S0 R0 CellularShopperGiveaway3P\nNOP\n\nJ BooRepellantGiveaway3P\nNOP\n;==========3P Giveaway Selection END==========\n\n;==========3P Giveaway Window Selection==========\nDuelGloveGiveaway3P: ;Giving away Duel Glove\nADDIU S1 R0 0x08 ; Dueling Glove value\nLUI A1 hi(Duel_Glove_Get)\nADDIU A1 A1 lo(Duel_Glove_Get)\nJ GiveWindow\nNOP\nGoldenMushroomGiveaway3P: ;Giving away Golden Mushroom\nADDIU S1 R0 0x0A ; Golden Mushroom value\nLUI A1 hi(Gold_Shroom_Get)\nADDIU A1 A1 lo(Gold_Shroom_Get)\nJ GiveWindow\nNOP\nCellularShopperGiveaway3P: ;Giving away Cellular Shopper\nADDIU S1 R0 0x04 ; Cellular Shopper value\nLUI A1 hi(Toad_Phone_Get)\nADDIU A1 A1 lo(Toad_Phone_Get)\nJ GiveWindow\nNOP\nBooRepellantGiveaway3P: ;Giving away Boo Repellant\nADDIU S1 R0 0x0C ; Boo Repellant value\nLUI A1 hi(Boo_Repel_Get)\nADDIU A1 A1 lo(Boo_Repel_Get)\nJ GiveWindow\nNOP\n;==========3P Giveaway Window Selection END==========\n\n; BEGIN DETERMINE PLAYER CODE\ndetermineplayer:\nJAL GetCurrentPlayerIndex\nNOP\n\nADDU S0 R0 R0\n\nLUI S2 hi(p1_item1)\nADDIU S2 S2 lo(p1_item1)\n\nBEQ S0 V0 determineslot\nNOP\nADDIU S0 S0 1\n\nLUI S2 hi(p2_item1)\nADDIU S2 S2 lo(p2_item1)\n\nBEQ S0 V0 determineslot\nNOP\nADDIU S0 S0 1\n\nLUI S2 hi(p3_item1)\nADDIU S2 S2 lo(p3_item1)\n\nBEQ S0 V0 determineslot\nNOP\nADDIU S0 S0 1\n\nLUI S2 hi(p4_item1)\nADDIU S2 S2 lo(p4_item1)\n; END DETERMINE PLAYER CODE\n\n; BEGIN ANALYZE INVENTORY CODE\ndetermineslot:\nADDIU S0 R0 0xFF\nLBU V0 0(S2)\nBEQ S0 V0 giveitem ; First slot is empty (0xFF)\nNOP\nADDIU S2 S2 1\nLBU V0 0(S2)\nBEQ S0 V0 giveitem ; Second slot is empty\nNOP\nADDIU S2 S2 1\nLBU V0 0(S2)\nBEQ S0 V0 giveitem ; Third slot is empty\nNOP\n; END ANALYZE INVENTORY CODE\n\n; BEGIN SHOW \"CANNOT GIVE ITEM\" MESSAGE CODE\npromptdisplay:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (None)\nLUI A1 hi(DeleteItem)\nADDIU A1 A1 lo(DeleteItem)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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 0\nJAL GetBasicPromptSelection\nLI A1 0\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the player's destination based on the choice.\nLI A0 0\nBEQ S0 A0 DelItem1\nNOP\nLI A0 1\nBEQ S0 A0 DelItem2\nNOP\nLI A0 2\nBEQ S0 A0 DelItem3\nNOP\nLI A0 3\nBEQ S0 A0 finish_giveaway\nNOP\n; END SHOW \"CANNOT GIVE ITEM\" MESSAGE CODE\n\n;HAPPY CODE\nHappyCode:\nJAL GetPlayerStruct\nLI A0 -1\nLBU T0 3(V0)\nJAL PlaySound\nADDIU A0 T0 0x275 ; Add Mario's Happy Voice Index\nJAL GetHappyPlayer\nNOP\nJ Sound\nNOP\n;HAPPY CODE\n\n;DelItems & giveitem\nDelItem1:\nLI S0 0x2\nSUBU S2 S2 S0\nSB S1 0(S2)\nJ HappyCode\nNOP\n\nDelItem2:\nLI S0 0x1\nSUBU S2 S2 S0\nSB S1 0(S2)\nJ HappyCode\nNOP\n\nDelItem3:\nSB S1 0(S2)\nJ HappyCode\nNOP\n\ngiveitem:\nSB S1 0(S2)\nJ HappyCode\nNOP\n\nSound:\nADDIU A0 R0 0x10C ; turn start sound\nJAL PlaySound\nNOP\n\nADDIU A0 R0 15\nJAL SleepProcess ; Sleeps for 15 frames\nNOP\n;DelItems & giveitem END\n\n;==========End of Giveaway Window==========\nfinish_giveaway:\nSLTI S0 S3 5 ; Is S3 less than 5?\nBNE S0 R0 3PLoopBack ;if so, go back to 3P Giveaway loop\nNOP\n\nSLTI S0 S6 5 ; Else, Is S6 less than 5?\nBNE S0 R0 2PLoopBack ;if so, go back to 2P Giveaway loop\nNOP\n;else, end the event\n;==========End of Giveaway Window end==========\n\n;==========End of Event Window==========\nexiteventwindow:\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T0 0x64 ; 100 Units Y pos\nSW T0 28(SP)\nADDI A0 R0 0x3 ; Character image (Toad)\nLUI A1 hi(EndingEvent_Message)\nADDIU A1 A1 lo(EndingEvent_Message)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI A0 11 ; Generic Fade-out \nJAL InitFadeOut\nLI A1 5 ; Fade Out for 5 Frames\nJAL SleepProcess\nADDIU A0 R0 10 ;Sleep for 8 frames\nLI A0 11 ; Generic Fade-in\nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\n\nJ exit\nNOP\n;==========End of Event Window end==========\n\n;==========Giveaway Window==========\nGiveWindow:\nJAL GetCurrentPlayerCharacterString\nNOP\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nMOVE A2 V0 ; Pass Character Name to A2\nJAL ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ determineplayer\nNOP\n;==========Giveaway Window END==========\n\n;==========No Event Window==========\nLI A0 11 ; Generic Fade-in\nJAL InitFadeIn\nLI A1 5 ; Fade Out for 5 Frames\n\nexitwindow:\nSW R0 16(SP)\nSW R0 20(SP)\nSW R0 24(SP)\nLI T0 0x64 ; 100 Units Y pos\nSW T0 28(SP)\nADDI A0 R0 0x3 ; Character image (Toad)\nLUI A1 hi(NoEvent_Message)\nADDIU A1 A1 lo(NoEvent_Message)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;==========No Event Window end==========\n\nexit:\nLI S2 3\nSB S2 0 (S5) ;giving back player 4 to current player index\n;and end\nLW RA 76(SP)\nLW S1 72(SP)\nLW S2 68(SP)\nLW S3 64(SP)\nLW S4 60(SP)\nLW S5 56(SP)\nLW S6 52(SP)\nLW S0 48(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\npromptMessage:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Almost time for the Last 5 Turns\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n.ascii \"And it looks like \"\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" is lagging behind\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n.ascii \"Time to turn the tides\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x07 ; Yellow Font\n.ascii \" Pick a prize\"\n.byte 0x08 ; White Font\n.byte 0xC2,0xC2 ; Exclamation Marks (!!)\n.byte 0x0A ; Newline\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"Get Item\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A\n.byte 0x0C ; Start option\n.ascii \"Get Coins\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nDeleteItem:\n.byte 0x0B ; Start the message\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" You can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t carry any more Items\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.ascii \"Choose one you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"re willing to throw away\"\n.byte 0x85 ; .\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"Item 1\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"Item 2\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"Item 3\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"New item\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nItem_Giveaway_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"The game is reaching the last five turns\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"And a few of you are lagging behind\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"In this case\"\n.byte 0x82 ; Comma (,)\n.ascii \" those in need get \"\n.byte 0x07 ; Yellow Font\n.ascii \"an item\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nEndingEvent_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"This should help you make a comeback\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Good luck everyone\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" And don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t forget\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x05 ; Green Font\n.ascii \"Anything goes on the Last Five Turns\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0x08 ; White Font\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoEvent_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"The game is reaching the last five turns\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"And\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.ascii \" everyone is tied\"\n.byte 0xC3, 0xC2 ; Question & Exclamation Marks (?!)\n.ascii \" That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s unusual\"\n.byte 0x85,0x85,0x85 ; Periods (...)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Let\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s keep going\"\n.byte 0x82 ; Comma (,)\n.ascii \" shall we\"\n.byte 0xC3 ; Question Mark (?)\n.ascii \" Good luck\"\n.byte 0x82 ; Comma (,)\n.ascii \" everyone\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDuel_Glove_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Dueling Glove\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGold_Shroom_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Golden Mushroom\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nToad_Phone_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Cellular Shopper\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nMagic_Lamp_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Magic Lamp\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nBoo_Bell_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Boo Bell\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nBoo_Repel_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Boo Repellant\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nTreasure_Chest_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Plunder Chest\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nSkeleton_Key_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Skeleton Key\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nRare_Item1_Get:\n.byte 0x0B ; Start the message\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Lucky Charm\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nRare_Item2_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Koopa Kard\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nRare_Item3_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Barter Box\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nRare_Item4_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Wacky Watch\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nSpare_Change1_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" you got a \"\n.byte 0x07 ; Yellow Font\n.ascii \"gift\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nSpare_Change2_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" seems like your opponents\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"got you a nice little \"\n.byte 0x07 ; Yellow Font\n.ascii \"gift\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nSpare_Change3_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" I think you won big\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x05 ; Green Font\n.ascii \"Koopa\"\n.byte 0x08 ; White Font\n.ascii \" is here with a big \"\n.byte 0x07 ; Yellow Font\n.ascii \"prize\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nSpare_Change4_Get:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \" Beware\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x03 ; Red Font\n.ascii \"Bowser\"\n.byte 0x08 ; White Font\n.ascii \" is here\"\n.byte 0x82 ; Comma (,)\n.ascii \" ready to start a \"\n.byte 0x04 ; Purple Font\n.ascii \"Revolution\"\n.byte 0x08 ; White Font\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNew_Rules1_Get:\n.byte 0x05 ; Green Font\n.ascii \"The Miracle Happened\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x08 ; White Font\n.ascii \"Every\"\n.byte 0x03 ; Red Font\n.ascii \" red spaces \"\n.byte 0x08 ; White Font\n.ascii \"can now start one of those events\"\n.byte 0x7B ; : (Colon)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x06 ; Blue font\n.ascii \"Battle\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.byte 0x03 ; Red Font\n.ascii \" Bowser\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.byte 0x05 ; Green Font\n.ascii \" Chance Time\"\n.byte 0x08 ; White Font\n.ascii \" or\"\n.byte 0x07 ; Yellow Font\n.ascii \" Game Guy\"\n.byte 0x08 ; White Font\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Watch your steps and good luck\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNew_Rules2_Get:\n.byte 0x05 ; Green Font\n.ascii \"The Miracle Happened\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x08 ; White Font\n.ascii \"The\"\n.byte 0x05 ; Green Font\n.ascii \" Bank \"\n.byte 0x08 ; White Font\n.ascii \"has an added fee per visit\"\n.byte 0x7B ; : (Colon)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"First place pays an extra of \"\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 9\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Second place pays an extra of \"\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 6\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Third Place pays an extra of \"\n.byte 0x29 ; Coin icon\n.byte 0x3E ; x (multiply)\n.ascii \" 3\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Look for your wallet and good luck\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNew_Rules3_Get:\n.byte 0x05 ; Green Font\n.ascii \"The Miracle Happened\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.ascii \" gets a boost for a random\"\n.byte 0x07 ; Yellow Font\n.ascii \" Bonus Star\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"For the\"\n.byte 0x05 ; Green Font\n.ascii \" Warp Star\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \"it is raised by 1 per turn\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"For the\"\n.byte 0x06 ; Blue font\n.ascii \" MiniGame Star\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \"it is raised by 5 per turn\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"For the\"\n.byte 0x07 ; Yellow Font\n.ascii \" Coin Star\"\n.byte 0x08 ; White Font\n.byte 0x82 ; Comma (,)\n.ascii \"it is raised by 10 per turn\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Secure your Stars and good luck\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNew_Rules4_Get:\n.byte 0x05 ; Green Font\n.ascii \"The Miracle Happened\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x08 ; White Font\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 ; New Line (Writes Below)\n.ascii \"Everytime\"\n.byte 0x06 ; Blue font\n.ascii \" last place \"\n.byte 0x08 ; White Font\n.ascii \"lands on a\"\n.byte 0x06 ; Blue font\n.ascii \" Blue Space\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Now\"\n.byte 0x82 ; Comma (,)\n.ascii \" go BlockBusting and good luck\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nBoost_Message:\n.byte 0x06 ; Blue font\n.byte 0x11 ; Player Character's Name\n.byte 0x08 ; White Font\n.byte 0x5C ; Apostrophe (')\n.ascii \"s \"\n.byte 0x07 ; Yellow Font\n.ascii \"Bonus Star\"\n.byte 0x08 ; White Font\n.ascii \" got \"\n.byte 0x06 ; Blue font\n.ascii \"Boosted\"\n.byte 0xC2, 0xC2 ; Exclamation Marks (!!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGetCurrentPlayerCharacterString:\nADDIU SP SP -40\nSW RA 36(SP)\nJAL GetPlayerStruct ; get player struct at V0\nLI A0, -1\nLBU T2 0x3(V0) ; load character value into T2 from offset of player struct\nLI T0 0x1c00 ; add the needed value\nADDU V0 T2 T0 ; send it to V0\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nGetCurrentPlayerCoinCount:\nADDIU SP SP -40\nSW RA 36(SP)\nJAL GetPlayerStruct\nLI A0, -1\nLHU V0, 0x0006 (v0) ;load current player coin count to V0\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n.align 16\nGetHappyPlayer:\nADDIU SP SP -40\nSW RA 36(SP)\nLI A0 -1 ; Load Current Player Index\nLI A1 05 ; Set player's happy animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Don't loop the animation\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40"},"Bowser Deal Message":{"language":0,"code":"; NAME: Bowser Deal Message\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -32\nSW RA 28(SP)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message)\nADDIU A1 A1 lo(message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n.align 16\nmessage:\n.byte 0x03 ; Red Font\n.ascii \"Bowsers Deal\"\n.byte 0xC2 ; !\n.byte 0xFF,0 ; FF=Pause\n"},"TRGTC Bowsers Deal":{"language":0,"code":"; NAME: TRGTC Bowsers Deal\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|SellPrice\n; PARAM: Boolean|SellMultiple\n; PARAM: Space|SpaceToFace\n\n; This code is designed to allow you to sell Stars to receive coins.\n; The coins received per Star is set by the parameter \"SellPrice\".\n; This event supports selling either one Star at a time or multiple\n; at once; just set the parameter \"SellMultiple\" to \"true\" to allow\n; for selling multiple Stars at once.\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)\n\n; S0 = Current Player Struct\n; S1 = Prompt Choice\n; S2 = Coin Profit\n; S3 = Stars to Sell\n; S4 = Player's Stars\n; S5 = SellPrice\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 Space===\nLI A0 -1 ; Set current player\nLI A1 8 ; Rotate over 8 frames\nJAL 0x800ED20C ; Rotate Player Model\nLI A2 SpaceToFace\n\n;===Check for Stars===\nJAL GetPlayerStruct\nLI A0 -1 ; Get current player struct at V0\nMOVE S0 V0 ; Copy V0 to S0\n\nLBU S4 0x0E(S0) ; Load stars into S1 from offset of player struct\nBEQZ S4 NoStars ; If S1 = 0, player has no stars\nNOP\n\n;===Prepare Coin String to Display in Message===\nLI S5 SellPrice\n\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Saves # of coins to CoinString\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf ; Converts a number to a text string\nMOVE A2 S5 ; Converts the number of coins to a string\n\n;===Prepare Star String to Display in Message===\nLUI A0 hi(StarString)\nADDIU A0 A0 lo(StarString) ; Location of converted string\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 1 ; Convert # of stars for sale into string (default 1)\n\n;===Check to Sell Multiple Stars===\nLI S3 1 ; Default sell 1 star at a time\nLI T0 1\nBEQ T0 S4 SellSingleStar ; If S1 = 1, player can sell 1 star\nNOP\nLI T0 SellMultiple ; 0 = only sell single star\nBEQZ T0 SellSingleStar\nNOP\n\n;===Sell Multiple Stars===\nJAL PlaySound\nLI A0 0x29D ; Bowser voice\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x4 ; Character image (-1 for none, 0x3A for Blooper)\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(SellMultiStarsMessage)\nADDIU A1 A1 lo(SellMultiStarsMessage)\nLUI A2 hi(StarString)\nADDIU A2 A2 lo(StarString) ; Load StarString into A2 (string #1)\nLUI A3 hi(CoinString)\nJAL 0x800EC92C ; ShowMessage2\nADDIU A3 A3 lo(CoinString) ; Load CoinString into A3 (string #2)\n\nJAL PlayerIsCPU\nLBU A0 0x1D(S0) ; V0 = 1 if current player is CPU\n\nBNEZ V0 exitloop\nNOP\n\nLoopReturn:\nJAL DetectCStickInput ; V0 = 1 if Stick is Up, -1 if Down, ELSE 0\nLBU A0 0x1D(S0)\n\nBEQZ V0 Loop\nNOP\n\nLI T0 1\nBEQ V0 T0 CheckMax\nNOP ; else CheckMin\nCheckMin:\nBNE S3 T0 ContinueNormal ; S3 =/= 1\nNOP\nJ ContinueRefresh\nMOVE S3 S4 ; Copy Player's Stars to Stars to Sell\n\nCheckMax:\nBNE S3 S4 ContinueNormal ; Player's Stars =/= Stars to Sell\nNOP\nJ ContinueRefresh\nMOVE S3 T0 ; S3 = 1\n\nContinueNormal:\nADDU S3 S3 V0 ; Add 1 to Stars to Sell\n\nContinueRefresh:\nLUI A0 hi(StarString)\nADDIU A0 A0 lo(StarString)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nMOVE A2 S3 ; Move Stars to Sell into A2\n\nMULT S3 S5 ; Multiply Stars to Sell by Sell Price\nMFLO A2 ; Move result to A2\n\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Saves # of coins to CoinString\nLUI A1 hi(percent_d)\nJAL sprintf ; Converts a number to a text string\nADDIU A1 A1 lo(percent_d)\n\nJAL PlaySound\nLI A0 582 ; Coin Sound\n\nJAL SleepProcess\nLI A0 2 ; Sleep for 2 frames so choosing amount is easier\n\nLoop:\nJAL DetectABInput ; V0 = 1 if A press, 2 if B press, ELSE 0\nLBU A0 0x1D(S0)\n\nLI T0 1\nBEQ V0 T0 exitloop\nNOP\nBEQZ V0 ContinueInLoop\nNOP\n\nJAL PlaySound\nLI A0 4 ; Back Sound Index\n\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nJ SayingNo\nNOP\n\nContinueInLoop:\nLI A0 2\nLUI A1 hi(StarString)\nADDIU A1 A1 lo(StarString) ; String value\nJAL 0x8005B6BC\nLI A2 0 ; Start with String #1\n\nLI A0 2\nLUI A1 hi(SellMultiStarsMessage)\nADDIU A1 A1 lo(SellMultiStarsMessage)\nLI A2 -1\nJAL 0x8005B43C\nLI A3 -1\n\nJAL SleepProcess\nLI A0 3\n\nJ LoopReturn\nNOP\n\nexitloop:\nJAL CloseMessage\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL PlaySound\nLI A0 583 ; Cash Register Sound\n\nJAL SleepProcess\nLI A0 10 ; Sleep 10 frames\n\nJ SellStar\nNOP\n\n;===Display Prompt to Sell a Star===\nSellSingleStar:\nLUI A0 hi(SellStarPrompt)\nADDIU A0 A0 lo(SellStarPrompt)\nLI A1 1 ; Display prompt\nLUI A2 hi(CoinString)\nJAL CallMessage\nADDIU A2 A2 lo(CoinString) ; Load CoinString into A2 (string #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.\nJAL AILogic\nLBU A0 0x1D(S0) ; Current player index from offset of player struct\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 V0 ; 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 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the player's destination based on the choice.\nLI T0 0\nBEQ S1 T0 SellStar\nNOP\nLI T0 1\nBEQ S1 T0 SayNo\nNOP\nJAL ViewBoardMap\nNOP\nJ SellSingleStar\nNOP\n\n;===Sell Star(s)===\nSellStar:\nLBU T0 0x0E(S0) ; Load stars into T0 from offset of player struct\nSUBU T0 T0 S3 ; T0 minus S3\nSB T0 0x0E(S0) ; Store new star value into offset of player struct\n\n;===Gain Coins===\nMULT S3 S5 ; Multiply stars sold by price per star\nMFLO S2 ; Store result in S2\nSLTI T0 S2 1000 ; T0 = 1 if S2 < 1000\nBNEZ T0 GainCoins\nNOP ; else S2 = 1000+\nLI S2 999\n\nGainCoins:\nLBU A0 0x1D(S0) ; Give coins to current player\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S2 ; Give coins\n\nLBU A0 0x1D(S0) ; Give coins to current player\nJAL ShowPlayerCoinChange\nMOVE A1 S2 ; Give coins\n\nJAL SleepProcess\nLI A0 30 ; Wait 30 frames for coin change\n\n;===Play Happy Voice===\nLBU T0 3(S0) ; ; Load character value from offset of player struct\nJAL PlaySound\nADDIU A0 T0 0x2BE ; 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\n; Visit the following link to get SFX Indexes:\n; https://pastebin.com/H1jxNFqr\n\n;===Play Happy Animation===\nLI A0 -1 ; Set current player\nLI A1 5 ; Joy animation\nJAL SetBoardPlayerAnimation\nLI A2 0 ; Do not loop animation\n\nJAL SleepProcess\nLI A0 40 ; Wait 40 frames for animation\n\n;===Sold Message===\nLUI A0 hi(SoldMessage)\nADDIU A0 A0 lo(SoldMessage)\nLI A1 0 ; Display message\nJAL CallMessage\nLI A2 0 ; No string\n\nJ exit\nNOP\n\n;===Prepare Say No Message===\nSayingNo:\nLUI A0 hi(CoinString)\nADDIU A0 A0 lo(CoinString) ; Saves # of coins to CoinString\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf ; Converts a number to a text string\nMOVE A2 S5 ; Converts the number of coins to a string\n\n;===Say No Message===\nSayNo:\nLUI A0 hi(DeclineMessage)\nADDIU A0 A0 lo(DeclineMessage)\nLI A1 0 ; Display message\nLUI A2 hi(CoinString)\nJAL CallMessage\nADDIU A2 A2 lo(CoinString) ; Load CoinString into A2 (string #1)\n\nJ exit\nNOP\n\n;===No Stars Message===\nNoStars:\nLUI A0 hi(NoStarsMessage)\nADDIU A0 A0 lo(NoStarsMessage)\nLI A1 0 ; Display message\nJAL CallMessage\nLI A2 0 ; No string\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)\nJR RA\nADDIU SP SP 80\n\n;===Prep for Displaying Strings===\n.align 16\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\n.align 16\nCoinString:\n.fill 8\n\n.align 16\nStarString:\n.fill 8\n\n;===Mini Func to Call Static Message===\n.align 4\nCallMessage:\nADDIU SP SP -48\nSW RA 44(SP)\nSW S0 40(SP)\nSW S1 36(SP)\nSW S2 32(SP)\n\n; A0 = Message Address\n; A1 = Message or Prompt (0 or 1)\n; A2 = String #1 (byte 0x11)\n\nMOVE S1 A1 ; Copy A1 to S1\nMOVE S0 A0 ; Copy A0 to S0\nMOVE S2 A2 ; Copy A2 to S2\n\nJAL PlaySound\nLI A0 0x29D ; Bowser voice\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 0x4 ; Character image (-1 for none, 0x3A for Blooper)\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 ; Copy S0 to A0\nMOVE A2 S2 ; Copy S2 to A2\nJAL ShowMessage\nLI A3 0\n\nBNEZ S1 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 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 Decide AI Choice for Prompt===\n.align 4\nAILogic:\nADDIU SP SP -32\nSW RA 28(SP)\n\n; A0 = Current Player Index\n\nJAL GetPlayerPlacement ; Returns 0-3 for 1st to 4th\nNOP\nLI T0 20 ; Chances in increments of 20\nMULT T0 V0 ; Multiply V0 by T0\nMFLO T0 ; Move result from LO to T0 (0,20,40,60)\nJAL RNGPercentChance ; A0 % chance of V0 = 1\nADDIU A0 T0 20 ; Add base 20% chance\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n;===Message Text===\n.align 16\nSellMultiStarsMessage:\n.byte 0x0B ; Begin prompt\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Choose the number of\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x07 ; Yellow font\n.ascii \"stars\"\n.byte 0x08 ; White font\n.ascii \" you\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll sell\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.ascii \"Sell\"\n.byte 0x10,0x10 ; Space 2x ( )\n.byte 0x2A ; Star icon\n.byte 0x20 ; ???\n.byte 0x3E ; x (multiply)\n.byte 0x20 ; ???\n.byte 0x05 ; Green Font\n.byte 0x0F ; ???\n.byte 0x11 ; String #1 (Price)\n.byte 0x19 ; ???\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x08 ; White font\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A ; Picture + Option Indent\n.ascii \"Gain\"\n.byte 0x10,0x10 ; Space 2x ( )\n.byte 0x29 ; Coin icon\n.byte 0x20 ; ???\n.byte 0x3E ; x (multiply)\n.byte 0x20 ; ???\n.byte 0x05 ; Green Font\n.byte 0x0F ; ???\n.byte 0x12 ; String #2 (Price)\n.byte 0x19 ; ???\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x28 ; Control Stick Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Choose\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x21 ; (A) Button Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Confirm\"\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A;Picture + Option Indent\n.byte 0x22 ; (B) Button Icon\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \"Quit\"\n.byte 0\n.byte 0\n\n.align 16\nSellStarPrompt:\n.byte 0x0B ; Begin prompt\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"You have something I want\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Why dontcha sell me a\"\n.byte 0x07 ; Yellow font\n.ascii \" Star\"\n.byte 0x08 ; White font\n.ascii \" for\"\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.byte 0x06 ; Blue font\n.byte 0x11 ; String #1 stored in A2 (CoinString)\n.ascii \" coins\"\n.byte 0x08,0xC2 ; White font, Exclamation mark (!)\n.ascii \" Do we have a deal\"\n.byte 0xC3 ; Question mark (?)\n.byte 0x0A,0x0A ; Two new lines\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"Sell\"\n.byte 0x07 ; Yellow font\n.ascii \" a Star\"\n.byte 0x08 ; White font\n.ascii \" for \"\n.byte 0x06 ; Blue font\n.byte 0x11 ; String #1 stored in A2 (CoinString)\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 ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"No deal\"\n.byte 0x0D ; End option\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"View map\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nSoldMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Bwahaha\"\n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Smart move\"\n.byte 0xC2,0xC2 ; Two exclamation marks (!!)\n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nDeclineMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Whats the matter\"\n.byte 0x82 ; Comma (,)\n.ascii \" CHUMP\"\n.byte 0xC3 ; \n.byte 0xC2 ; \n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Dont you wanna win\"\n.byte 0xC3 ; \n.byte 0xC2 ; \n.byte 0xFF,0 ; Wait, press A to confirm\n\n.align 16\nNoStarsMessage:\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"You tryna scam me\"\n.byte 0x82 ; Comma (,)\n.ascii \" CHUMP\"\n.byte 0xC3 ; \n.byte 0xC2 ; Exclamation mark (!)\n.byte 0x0A ; New line (writes below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for character image\n.ascii \"Come back when you have\"\n.byte 0x03 ; Red font\n.ascii \" Stars\"\n.byte 0x08 ; White font\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 ; x (multiply)\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;===Funcs to Read Controller Inputs===\n.align 4\nDetectCStickInput:\nADDIU SP SP -40\nSW RA 36(SP)\nSW S5 32(SP)\n\n; A0 Current Player index\n\nLUI T1 hi(p1_controller)\nADDIU T1 T1 lo(p1_controller) ; Load P1's Controller\nLI T0 0x38 ; This is the distance between each player's Controller\nMULT A0 T0 ; Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Controller Addr\nLBU T0 0(T1) ; Load address value into A1\n\nLUI T1 hi(0x800CC3F7)\nADDIU T1 T1 lo(0x800CC3F7) ; Load P1's Y Axis\nLI A2 0x8 ; This is the distance between each player's Controller\nMULT A2 T0 ; Multiply Controller value by 8\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Y Axis\nLBU T0 0(T1) ; Load address value into A1\n\nSLTI S5 T0 0x1E ; S5 = 1 if less than 1E\nBNE S5 R0 return_zero \nNOP\nSLTI S5 T0 0x7C ; Set if Stick is tilted up\nBNE S5 R0 return_one\nNOP\nSLTI S5 T0 0xE2\nBNE S5 R0 return_neg_one\nNOP\n\nreturn_zero:\nJ DetectCStickInputexit\nLI V0 0\n\nreturn_one:\nJ DetectCStickInputexit\nLI V0 1\n\nreturn_neg_one:\nLI V0 -1\n\nDetectCStickInputexit:\nLW RA 36(SP)\nLW S5 32(SP)\nJR RA\nADDIU SP SP 40\n\n.align 4\nDetectABInput:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 Current Player's Control Stick Y axis\n\nLUI T1 hi(p1_controller)\nADDIU T1 T1 lo(p1_controller) ; Load P1's Controller\nLI T0 0x38 ; This is the distance between each player's Controller\nMULT A0 T0 ; Multiply Current Player Index by S3\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Controller Addr\nLBU T0 0(T1) ; Load address value into A1\n\nLUI T1 hi(0x800CC3F4)\nADDIU T1 T1 lo(0x800CC3F4) ; Load P1's Button Press Address\nLI A2 0x2 ; This is the distance between each player's Button Address\nMULT A2 T0 ; Multiply Controller value by 2\nMFLO T0 ; Move the result to S3\n\nADDU T1 T1 T0 ; Add result to get Current Player's Y Axis\nLBU T0 0(T1) ; Load address value into A1\n\nLI T1 0x80\nBEQ T0 T1 APress\nNOP\nLI T1 0x40\nBEQ T0 T1 BPress\nNOP\n\nNoPress:\nJ DetectABInputexit\nLI V0 0\n\nAPress:\nJ DetectABInputexit\nLI V0 1\n\nBPress:\nLI V0 2\n\nDetectABInputexit:\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40"},"Leap of Faith Message":{"language":0,"code":"; NAME: Leap of Faith Message\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -32\nSW RA 28(SP)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message)\nADDIU A1 A1 lo(message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n.align 16\nmessage:\n.ascii \"Leap of Faith\"\n.byte 0xC2 ; !\n.byte 0xFF,0 ; FF=Pause\n"},"Change Player to CPU":{"language":1,"code":"// NAME: Change Player to CPU\r\n// GAMES: MP3_USA\r\n// EXECUTION: Direct\r\n\r\n#include \"ultra64.h\"\r\n\r\nstruct player {\r\n s8 unk0;\r\n s8 cpu_difficulty;\r\n s8 controller;\r\n u8 character;\r\n /**\r\n * Miscellaneous flags.\r\n * 1: Is CPU player\r\n */\r\n u8 flags;\r\n s8 pad0[5];\r\n s16 coins; // 10\r\n s16 minigame_coins; // 12\r\n s8 stars; // 14\r\n\r\n u8 cur_chain_index; // 15\r\n u8 cur_space_index; // 16\r\n u8 next_chain_index; // 17\r\n u8 next_space_index; // 18\r\n u8 unk1_chain_index; // 19\r\n u8 unk1_space_index; // 20\r\n u8 reverse_chain_index; // 21\r\n u8 reverse_space_index; // 22\r\n\r\n u8 flags2; // 23\r\n u8 items[3]; // 24\r\n u8 bowser_suit_flag; // 27\r\n u8 turn_color_status; // 28\r\n\r\n s8 pad1[7]; // 29 - 35\r\n\r\n void *obj; // 36 // struct object *\r\n s16 minigame_star; // 40\r\n s16 coin_star; // 42\r\n s8 happening_space_count; // 44\r\n s8 red_space_count;\r\n s8 blue_space_count;\r\n s8 chance_space_count;\r\n s8 bowser_space_count; // 48\r\n s8 battle_space_count;\r\n s8 item_space_count;\r\n s8 bank_space_count;\r\n s8 game_guy_space_count; // 52\r\n\r\n // s8 pad2[3];\r\n}; // sizeof == 56\r\n\r\n\r\nvoid main() {\r\n struct player *player = GetPlayerStruct(GetCurrentPlayerIndex());\r\n\r\n //Flip this bit to swap whether the player is a human or CPU\r\n player->flags = player->flags ^ 1;\r\n \r\n}"},"Buy a Star TRGTC":{"language":0,"code":"; NAME: Buy a Star TRGTC\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|Price\n\n\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to allow the landing\n; or passing player to purchase a Star at a cost of your\n; choice. It includes the \"Star Get\" jingle and dance\n; animation for your character. Make sure you change the\n; music track it plays near the end of the code to match\n; the one selected for your board.\n;===================================================================\n\n\n\naddiu SP, SP, -0x60\nsw RA, 0x34(SP)\nSW S4 24(SP)\nSW S1 40(SP)\nSW S2 36(SP)\nSW S3 28(SP)\nSW S0 32(SP)\n\n\n\n;BEING CHECKING PLAYER FOR NECESSARY COINS============================\nJAL GetCurrentPlayerIndex ; Current Player Index at V0\nNOP\n\nMOVE S4 V0 ; Copied Current Player Index to S4\nMOVE A0 S4 ; Copied Current Player Index to A0\nLI A1 Price ; Amount of coins to check for\nJAL PlayerHasCoins ; Checks if Player has A1's amount of Coins\nNOP\n\nBEQ V0 R0 NotEnoughCoins ; If insufficient funds, branch\nNOP\n;END CHECKING PLAYER FOR NECESSARY COINS==============================\n\n;BEGIN CHECKING IF PLAYER CAN CARRY A STAR============================\nLUI S1 hi(p1_stars)\nADDIU S1 S1 lo(p1_stars) ; Load Player 1's Star address\nLI S3 0x38 ; This is the distance between each player's Star address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nLI T0 0x63 ; 99\nBEQ S2 T0 TooManyStars ; If the player has 99 Stars, exit\nNOP\n;END CHECKING IF PLAYER CAN CARRY A STAR==============================\n\n;BEGIN LOADING STRING VALUES FOR PROMPT===============================\nLUI S0 hi(p1_char)\nADDIU S0 S0 lo(p1_char) ; Load Player 1's Character address\nADDU S0 S0 S3 ; Add result from above to S0\nLBU S2 0(S0) ; Load the value address value of S0 into S2\n\nLI T0 0x1c00 ; Load value of MARIO string to T0\nADDU S2 S2 T0 ; Add S2 to the string value to obtain the character\n\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc) ; Parse Destination\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d) ; String Format\nJAL sprintf\nLI A2 Price ; Convert Price into string\n;END LOADING STRING VALUES FOR PROMPT=================================\n\n;BEGIN PROMPT=========================================================\nSTART:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 3 ; Character image (Toad)\nLUI A1 hi(promptMessage)\nADDIU A1 A1 lo(promptMessage)\nMOVE A2 S2 ; Pass Character Name to A2\nLUI A3 hi(coin_string_loc)\nADDIU A3 A3 lo(coin_string_loc) ; Pass Star Price to A3\nJAL 0x800EC8EC ; ShowMessage\nNOP\n\n; Get the selection, either from the player or CPU.\n; If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n; If A0 is 0 or 1, the 0th or 1st option is chosen by CPUs.\n; If A0 is 2, then the value of A1 is the CPUs option index choice.\nLI A0 2\nJAL GetBasicPromptSelection\nLI A1 0 ; CPU will always say yes\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the outcome based on the choice.\nLI A0 0\nBEQ S0 A0 yes\nNOP\nLI A0 1\nBEQ S0 A0 Declined\nNOP\nLI A0 2\nBEQ S0 A0 view_map\nNOP\n;END PROMPT===========================================================\n\n\n;BEGIN Taking Coins From Player=======================================\nyes:\nLI S0 Price\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S0 ; Amount to pay\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S0 ; Amount to display\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nNOP\n\nADDIU A0 R0 35\nJAL SleepProcess ; Sleeps for 35 frames\nNOP\n;END Taking Coins From Player=========================================\n\n;BEGIN GIVING STAR/JINGLE/ANIMATION===================================\njal 0x8004A520 ; PlayMusic\n li A0, 111 ; Star Get Jingle\n\nlui A0, hi(current_player_index)\naddiu A0, A0, lo(current_player_index)\nlb V0, 0(A0)\nsll V1, V0, 3\nsubu V1, V1, V0\nsll V1, V1, 3\nlui V0, hi(p1_stars)\naddu V0, V0, V1\nlbu V0, lo(p1_stars)(V0)\naddiu V0, V0, 1 ; add 1 star\nlui AT, hi(p1_stars)\naddu AT, AT, V1\nsb V0, lo(p1_stars)(AT)\nlb V1, 0(A0)\nsll V0, V1, 3\nsubu V0, V0, V1\nsll V1, V0, 3\nlui V0, hi(p1_stars)\naddu V0, V0, V1\nlb V0, lo(p1_stars)(V0)\nslti V0, V0, 0x64\nbnez V0, L80106E30\n li A0, -1\nli V0, 99\nlui AT, hi(p1_stars)\naddu AT, AT, V1\nsb V0, lo(p1_stars)(AT)\nL80106E30:\nli A1, 6\njal 0x800F2304\n move A2, R0\nlui A1, hi(current_player_index)\nlb A1, lo(current_player_index)(A1)\njal 0x8004ACE0\n li A0, 610\nlui V0, hi(D_8011D308)\nlw V0, lo(D_8011D308)(V0)\nbeqz V0, L80106EA8\n NOP\njal SleepProcess\n li A0, 16 ; SLEEP FOR 16 FRAMES\nlui A0, hi(0x800CDBC8)\njal 0x80003A70\n lh A0, lo(0x800CDBC8)(A0)\njal 0x8004A918\n li A0, 111\njal 0x8004A880\n move A0, R0\njal SleepProcess\n li A0, 110\nlui A0, hi(0x800CDBC8)\nlh A0, lo(0x800CDBC8)(A0)\njal 0x80003B70\n move A1, R0\njal 0x8004A72C\n li A0, 15\nj wait\n NOP\nL80106EA8:\njal SleepProcess\n li A0, 60\n\nwait:\njal SleepProcess\n li A0, 50\n\nJAL GetBoardAudioIndex\nNOP\n \nJAL PlayMusic\nMOVE A0 V0 \n\nJ exit\nNOP\n;END GIVING STAR/JINGLE/ANIMATION===================================\n\nview_map:\nJAL ViewBoardMap\nNOP\nJ START\nNOP\n\n;BEGIN CANNOT BUY STAR MESSAGE========================================\nDeclined:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x16 ; Character image\nLUI A1 hi(Declined_Message)\nADDIU A1 A1 lo(Declined_Message)\n\nJ FinalizeMessage\nNOP\n;END CANNOT BUY STAR MESSAGE==========================================\n\n;BEGIN CANNOT BUY STAR MESSAGE========================================\nTooManyStars:\nJAL PlaySound\nLI A0 0x345 ; \n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x16 ; Character image \nLUI A1 hi(TooManyStars_Message)\nADDIU A1 A1 lo(TooManyStars_Message)\n\nJ FinalizeMessage\nNOP\n;END CANNOT BUY STAR MESSAGE==========================================\n\n;BEGIN CANNOT BUY STAR MESSAGE========================================\nNotEnoughCoins:\nJAL PlaySound\nLI A0 0x345 ; \n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0x16 ; Character image \nLUI A1 hi(NotEnoughCoins_Message)\nADDIU A1 A1 lo(NotEnoughCoins_Message)\n\nJ FinalizeMessage\nNOP\n;END CANNOT BUY STAR MESSAGE==========================================\n\nFinalizeMessage:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n\n\nexit:\nLW S0 32(SP)\nLW S3 28(SP)\nLW S1 40(SP)\nLW S2 36(SP)\nLW S4 24(SP)\nlw RA, 0x34(SP)\njr RA\n addiu SP, SP, 0x60\n\n.align 16\n percent_d:\n.asciiz \"%d\" ; 0x25640000\n\n.align 16\ncoin_string_loc:\n.fill 8\n\n.align 16\n D_8011D308:\n.word 0x00000000\n\n.align 16\nNotEnoughCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh dear\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"It seems you don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Maybe next time\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nTooManyStars_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Nice to see y\"\n.byte 0x3D ; minus (-)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Whoa\"\n.byte 0xC2,0xC2,0xC2 ; Exclamation Mark (!!!)\n.ascii \" You can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t carry any more stars\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"I guess I\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"ll see you later\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nDeclined_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Wait\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Are you sure\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Nobody\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s ever said no before\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"That\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"s new\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.ascii \" See ya\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\npromptMessage:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x11 ; Player Character's Name\n.byte 0x82 ; Comma (,)\n.ascii \" you made it\"\n.byte 0xC2 ; \"!\"\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n.ascii \"Would you like to trade\"\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A ; Padding for picture\n.byte 0x06 ; Blue font\n.byte 0x12 ; Star Price\n.ascii \" Coins \"\n.byte 0x08 ; White Font\n.ascii \"for a \"\n.byte 0x07 ; Yellow Font\n.ascii \"Star\"\n.byte 0x08 ; White Font\n.byte 0xC3 ; \"?\"\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.ascii \"Of course\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"Nope\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0"},"TRGTC Easy Question":{"language":0,"code":"; NAME: TRGTC Easy Question\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 6\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\nJAL PlayMusic\nLI A0 MUSIC_TRACK_INDEX_3 ; MUSIC_TRACK_INDEX_3?\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 32\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 63\nSLT S0 V0 T0 ; Is the number less than 84?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 94\nSLT S0 V0 T0 ; Is the number less than 127?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 125\nSLT S0 V0 T0 ; Is the number less than 170?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 156\nSLT S0 V0 T0 ; Is the number less than 213?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 187\nSLT S0 V0 T0 ; Is the number less than 170?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 218\nSLT S0 V0 T0 ; Is the number less than 213?\nNOP\nBNE S0 R0 Question7\nNOP\n\nJ Question8\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the top answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 0 ; The correct answer to Question 2 will be the top answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 0 ; The correct answer to Question 3 will be the top answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 1 ; The correct answer to Question 4 will be the middle answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 1 ; The correct answer to Question 5 will be the middle answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 2 ; The correct answer to Question 6 will be the bottom answer\nJ FinishPrompt\nNOP\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 2 ; The correct answer to Question 5 will be the bottom answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 2 ; The correct answer to Question 6 will be the bottom answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n.align 16\nIntroduction:\n.ascii \"Easy Question\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What color is the Super Mushroom\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"thats used in Mario games\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Red and White\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Black and Yellow\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Clear\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"In North America\"\n.byte 0x82 ; Comma (,)\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Dr Robotnik from Sonic the Hedgehog\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"had his name changed to what\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dr Eggman\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Baldy McNosehair\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dave\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is your starter Pokemon\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"in Pokemon Yellow\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pikachu\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mega Mewtwo X\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Shadow Lugia\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How many minigames are there\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"in Mario Party: The Top 100\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"1\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"100\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"100000\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is the name of the family\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"of vampire hunters in Castlevania\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Addams Family\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Belmont Family\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Care Bears Family\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What are Mario and\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Luigis actual jobs\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Contortionists\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"School Teachers\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Plumbers\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What species of animal\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"are Sonic and Shadow\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Octopus\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Iguanas\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hedgehogs\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Who was the main villain\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"in the Mega Man games\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Kirby\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pikachu\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dr Wily\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x55\nSLT S0 V0 T0 ; Is the number less than 85?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0xAA\nSLT S0 V0 T0 ; Is the number less than 170?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nJ Choose3rd\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP"},"TRGTC Lightning Round [16Q 4Ans FIRST SET]":{"language":0,"code":"; NAME: TRGTC Lightning Round [16Q 4Ans FIRST SET]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\nJAL PlayMusic\nLI A0 MUSIC_TRACK_INDEX_4 ; Custom music tract 4\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 16\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 32\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 48\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 64\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 80\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 96\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 128\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 144\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 160\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 176\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 192\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 208\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 240\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nJ QuestionG\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 1 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 3 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 0 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 1 ; The correct answer to Question 6 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 2 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 3 ; The correct answer to Question 8 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 0 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 1 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 2 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 3 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 0 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 1 ; The correct answer to Question E will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 2 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.byte 0x07 ; Yellow Font\n.ascii \"Lightning Round\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mass Meteor\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Motor Rooter\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Tick Tock Hop\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Vine with Me\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ;\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Locked Out\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Roll Call\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Storm Chasers\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Three Door Monty\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Later Skater\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Coney Island\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"What Goes Up\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Night Light Fright\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Montys Revenge\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pokey Pummel\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"The Final Countdown\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Trap Ease Artist\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bombs Away\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Card Smarts\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mecha Choice\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pier Pressure\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Grabbin Gold\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Viscous Vending\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Water Ski Spree\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Winner or Dinner\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Aim of the Game\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Cut from the Team\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Same is Lame\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Snipe of the Picking\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Cucumberjacks\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hanger Management\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Memory Mash\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Paint Misbehaving\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Perilous Palace Path\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Gold Rush Mine\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Watermelon Walkabout\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Tantalizing Towers Toys\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Goombas Greedy Gala\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Koopas Tycoon Town\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Shy Guys Jungle Jam\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toads Midway Madness\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Luigis Engine Room\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Peachs Birthday Cake\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Waluigis Island\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Warios Battle Canyon\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Goombas Booty Boardwalk\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"King Boos Haunted Hideaway\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Shy Guys Perplex Express\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowsers Enchanted Inferno\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Boo Bell\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Barter Box\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Lucky Coin\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Wacky Watch\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Swap Card\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mushroom Card\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Double Star Card\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hidden Block Card\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser Candy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Duelo Candy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Springo Candy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Twice Candy\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowlo Candy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Thwomp Candy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Weeglee Candy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bullet Candy\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"},"TRGTC Lightning Round [16Q 4Ans SECOND SET]":{"language":0,"code":"; NAME: TRGTC Lightning Round [16Q 4Ans SECOND SET]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\nJAL PlayMusic\nLI A0 MUSIC_TRACK_INDEX_4 ; Custom music tract 4\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 16\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 32\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 48\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 64\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 80\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 96\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 128\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 144\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 160\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 176\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 192\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 208\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 240\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nJ QuestionG\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 1 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 3 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 0 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 1 ; The correct answer to Question 6 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 2 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 3 ; The correct answer to Question 8 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 0 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 1 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 2 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 3 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 0 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 1 ; The correct answer to Question E will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 2 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.byte 0x07 ; Yellow Font\n.ascii \"Lightning Round\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Catch You Letter\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Frozen Frenzy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hotel Goomba\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mazed and Confused\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ;\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Avalanche\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Ground Pound Down\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Photo Finish\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Stamp Out\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Granite Getaway\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Memory Lane\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pokey Pummel\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Smashdance\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bubble Brawl\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fun Run\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Ghost in the Hall\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Money Belt\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowsers Big Blast\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Chip Shot Challenge\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Curtain Call\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"MPIQ\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Crank to Rank\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dinger Derby\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Punch a Bunch\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Rudder Madness\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Booksquirm\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Speedwagons\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pop Star Piranhas\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toads Quick Draw\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Blooper Blastoff\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Flash Forward\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Spiked Ball Scramble\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Thwomper Room\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Towering Treetop\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Chilly Waters\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Deep Blooper Sea\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Creepy Cavern\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toad Road\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Boos Haunted Bash\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Blooper Beach\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Magma Mine\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Castaway Bay\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Faire Square\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pagoda Peak\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Snowflake Lake\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toy Dream\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Rainbow Dream\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Undersea Dream\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser Dream\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Poison Mushroom\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Skeleton Key\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Plunder Chest\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dueling Glove\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mushroom\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Cellular Shopper\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Warp Block\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Magic Lamp\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Reverse Mushroom\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Lucky Lamp\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser Bomb\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Boo Repellant\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mushroom\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Golden Mushroom\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Poison Mushroom\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sluggish Mushroom\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"},"TRGTC Lightning Round [16Q 4Ans THIRD SET]":{"language":0,"code":"; NAME: TRGTC Lightning Round [16Q 4Ans THIRD SET]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\nJAL PlayMusic\nLI A0 MUSIC_TRACK_INDEX_4 ; Custom music tract 4\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 16\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 32\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 48\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 64\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 80\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 96\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 128\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 144\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 160\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 176\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 192\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 208\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 240\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nJ QuestionG\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 1 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 3 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 0 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 1 ; The correct answer to Question 6 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 2 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 3 ; The correct answer to Question 8 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 0 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 1 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 2 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 3 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 0 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 1 ; The correct answer to Question E will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 2 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.byte 0x07 ; Yellow Font\n.ascii \"Lightning Round\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Blown Away\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Full Tilt\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Lunar tics\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Trick or Tree\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ;\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Growing Up\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"In the Nick of Time\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Skipping Class\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Urn It\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Buried Treasure\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Bandstand\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Picture Imperfect\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Tipsy Tourney\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"At the Chomp Wash\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Flip the Chimp\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Scooter Pursuit\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Speeding Bullets\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Cardiators\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fish and Cheeps\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Light Speed\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Spin Doctor\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Cage in Cookin\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dizzy Rotisserie\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Rain of Fire\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Scaldin Cauldron\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Chain Chomp Fever\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Paths of Peril\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Random Ride\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Trace Race\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Banana Punch\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Da Vine Climb\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Miss A Peel\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Tally Me Banana\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Clockwork Castle\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Thirsty Gulch\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Astro Avenue\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Infernal Tower\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Grand Canal\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Spiny Desert\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Neon Heights\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Windmillville\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toy Dream\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pirate Dream\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Space Dream\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sweet Dream\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Arrowhead\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pipesqueak\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mr Mover\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Woody Woods\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Klepto Orb\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Koopa Kid Orb\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pink Boo Orb\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Spear Guy Orb\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fireball Orb\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Snack Orb\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Vacuum Orb\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Magic Orb\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Flower Orb\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Egg Orb\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Cannon Orb\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Triple Shroom Orb\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bullet Bill Orb\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Goomba Orb\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Podoboo Orb\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Slow Shroom Orb\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"},"TRGTC Lightning Round [16Q 4Ans FOURTH SET]":{"language":0,"code":"; NAME: TRGTC Lightning Round [16Q 4Ans FOURTH SET]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\nJAL PlayMusic\nLI A0 MUSIC_TRACK_INDEX_4 ; Custom music tract 4\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 16\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 32\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 48\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 64\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 80\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 96\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 128\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 144\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 160\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 176\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 192\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 208\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 240\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nJ QuestionG\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 1 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 3 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 0 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 1 ; The correct answer to Question 6 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 2 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 3 ; The correct answer to Question 8 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 0 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 1 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 2 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 3 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 0 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 1 ; The correct answer to Question E will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 2 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.byte 0x07 ; Yellow Font\n.ascii \"Lightning Round\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Amp My Style\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Camera Shy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Get the Lead Out\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Soap Surfers\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ;\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Blowboat Battle\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fruit Scoot Scurry\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Jump to Conclusion\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Top it Off\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Give me a Brake\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hammer Slammer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hey Batter Batter\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Roll Out the Barrels\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Countdown Pound\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Get a Rope\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Shy Guy Showdown\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"T Minus Five\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Asteroid Rage\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Gimme a Sign\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hip Hop Drop\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Warp Pipe Dreams\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Cosmic Coaster\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dungeon Duos\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Eatsa Pizza\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Log Jam\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Block and Roll\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Line in the Sand\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Skewer Scurry\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Tackle Takedown\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bumper Balloons\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"King of the Thrill\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Rowed to Victory\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Tile and Error\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"DKs Stone Statue\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"King Boos Haunted Hideaway\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Shy Guys Perplex Express\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowsers Warped Orbit\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Wario Board\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Waluigi Board\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Peach Board\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Rosalina Board\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Waluigis Island\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowsers Gnarly Party\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"DKs Jungle Ruins\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Chaos Castle\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser Board\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Donkey Kong Board\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toad Board\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadette Board\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Boos Crystal Ball\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser Phone\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Cellular Shopper\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Reverse Mushroom\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Chomp Call\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mushroom\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Swap Card\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Warp Pipe\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Boo Bell\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser Phone\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Gaddlight\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Lucky Lamp\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Find the odd one out\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Plunder Chest\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Poison Mushroom\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Lucky Lamp\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sparky Sticker\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"},"Change CPU to Player":{"language":1,"code":"// NAME: Change CPU to Player\r\n// GAMES: MP3_USA\r\n// EXECUTION: Direct\r\n\r\n#include \"ultra64.h\"\r\n\r\nstruct player {\r\n s8 unk0;\r\n s8 cpu_difficulty;\r\n s8 controller;\r\n u8 character;\r\n /**\r\n * Miscellaneous flags.\r\n * 1: Is CPU player\r\n */\r\n u8 flags;\r\n s8 pad0[5];\r\n s16 coins; // 10\r\n s16 minigame_coins; // 12\r\n s8 stars; // 14\r\n\r\n u8 cur_chain_index; // 15\r\n u8 cur_space_index; // 16\r\n u8 next_chain_index; // 17\r\n u8 next_space_index; // 18\r\n u8 unk1_chain_index; // 19\r\n u8 unk1_space_index; // 20\r\n u8 reverse_chain_index; // 21\r\n u8 reverse_space_index; // 22\r\n\r\n u8 flags2; // 23\r\n u8 items[3]; // 24\r\n u8 bowser_suit_flag; // 27\r\n u8 turn_color_status; // 28\r\n\r\n s8 pad1[7]; // 29 - 35\r\n\r\n void *obj; // 36 // struct object *\r\n s16 minigame_star; // 40\r\n s16 coin_star; // 42\r\n s8 happening_space_count; // 44\r\n s8 red_space_count;\r\n s8 blue_space_count;\r\n s8 chance_space_count;\r\n s8 bowser_space_count; // 48\r\n s8 battle_space_count;\r\n s8 item_space_count;\r\n s8 bank_space_count;\r\n s8 game_guy_space_count; // 52\r\n\r\n // s8 pad2[3];\r\n}; // sizeof == 56\r\n\r\n\r\nvoid main() {\r\n struct player *player = GetPlayerStruct(GetCurrentPlayerIndex());\r\n\r\n //Flip this bit to swap whether the player is a human or CPU\r\n if(player->flags & 1){\r\n player->flags = player->flags ^ 1;\r\n }\r\n}"},"TRG Good Luck Message":{"language":0,"code":"; NAME: TRG Good Luck Message\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -32\nSW RA 28(SP)\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(message)\nADDIU A1 A1 lo(message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\n; The rest here perform the \"wait for confirmation\"\n; and probably messagebox teardown.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nLW RA 28(SP)\nJR RA\nADDIU SP SP 32\n\n.align 16\nmessage:\n.ascii \"Good luck\"\n.byte 0xC2 ;\n.byte 0xFF,0 ; FF=Pause\n"},"Multi-Star Purchase (MP3)":{"language":1,"code":"// NAME: Multi-Star Purchase (MP3)\n// GAMES: MP3_USA\n// EXECUTION: Direct\n// PARAM: +Number|MAX_STARS\n// PARAM: +Number|STAR_COST\n\n//Special Thanks to Airsola for finding everything initially,\n//and PartyPlanner64 for the translated versions to C\n\n//If using the Variable Pricing, set STAR_COST to 0 or a negative value\n//MAX_STARS indicates how many stars a player can purchase at once.\n\n#include \"ultra64.h\"\n\nstruct player {\n s8 unk0;\n s8 cpu_difficulty;\n s8 controller;\n u8 character;\n /**\n * Miscellaneous flags.\n * 1: Is CPU player\n */\n u8 flags;\n s8 pad0[5];\n /**\n * Current coin count.\n */\n s16 coins; // 10\n /**\n * Coins obtained during a Mini-Game.\n */\n s16 minigame_coins; // 12\n s8 stars; // 14\n\n u8 cur_chain_index; // 15\n u8 cur_space_index; // 16\n u8 next_chain_index; // 17\n u8 next_space_index; // 18\n u8 unk1_chain_index; // 19\n u8 unk1_space_index; // 20\n u8 reverse_chain_index; // 21\n u8 reverse_space_index; // 22\n\n u8 status_flags; // 23\n u8 items[3]; // 24\n u8 bowser_suit_flag; // 27\n u8 turn_color_status; // 28\n\n s8 pad1[7]; // 29 - 35\n\n void *obj; // 36 // struct object *\n s16 minigame_star; // 40\n s16 coin_star; // 42\n s8 happening_space_count; // 44\n s8 red_space_count;\n s8 blue_space_count;\n s8 chance_space_count;\n s8 bowser_space_count; // 48\n s8 battle_space_count;\n s8 item_space_count;\n s8 bank_space_count;\n s8 game_guy_space_count; // 52\n\n // s8 pad2[3];\n}; // sizeof == 56\n\n// Structure declarations for the structs used by the AI logic.\nunion ai_next {\n struct ai_node *ptr;\n unsigned int decision;\n};\nstruct ai_node {\n unsigned char type;\n unsigned int data;\n union ai_next next;\n};\n\n// Example AI logic that makes a random choice.\nstruct ai_node ai_random_choice[] = {\n { 0, 0x00000000, 0x064C9932 },\n};\n\n#define PICTURE 0x16 //set as Millenium Star\n\nextern struct player *GetPlayerStruct(s32 player_index);\n\n// This is one of a few available addresses that get copied into EEPROM.\nextern u32 D_800CD098; //change if using a different address\n\nchar cost[16];\nchar stars[16];\nchar coins[16];\nchar desc[16];\n\nchar *NotEnoughCoins_Message =\n \"\\x1A\\x1A\\x1A\\x1A\" // Standard padding for picture\n \"Hey\"\n \"\\x82\" // Comma (,)\n \" \\x12\" // String #2 (Character)\n \"\\xC2\" // !\n \"\\x0A\" // New line\n \"\\x1A\\x1A\\x1A\\x1A\"\n \"You need at least \"\n \"\\x05\" // Green Font\n \"\\x11\" // String #1 (STAR_COST)\n \"coins\"\n \"\\x0A\" // New line\n \"\\x1A\\x1A\\x1A\\x1A\"\n \"\\x08\" // White \n \"to purchase\"\n \"\\x07\" // Yellow Font\n \"stars\"\n \"\\x08\" // White Font\n \" right now\"\n \"\\x85\" // .\n \"\\x0A\" // New line\n \"Come back when you have enough\"\n \"\\xC2\" // !\n \"\\xFF\";\n\nchar *Prompt =\n \"\\x0B\" // Start the message\n \"\\x1A\\x1A\\x1A\\x1A\" // Standard padding for picture\n \"Hey\"\n \"\\x82\" // Comma (,)\n \" \\x12\" // String #2 (Character)\n \"\\xC2\" // !\n \"\\x0A\" // New line\n \"\\x1A\\x1A\\x1A\\x1A\"\n \"\\x07\" // Yellow Font\n \"Stars\"\n \"\\x08\" // White Font\n \" costs \"\n \"\\x05\" // Green Font\n \"\\x11\" // String #1 (STAR_COST)\n \"coins\"\n \"\\x08\" // White Font\n \" each\"\n \"\\x85\" // .\n \"\\x0A\" // New line\n \"\\x1A\\x1A\\x1A\\x1A\"\n \"Would you like to purchase \"\n \"\\x13\" // String #3 (\"some\" or \"one\", depending on the Max Stars they offer)\n \"\\xC3\" // \"?\"\n \"\\x0A\" // New line\n \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\" // Picture + Option Indent\n \"\\x0C\" // Start option\n \"Yes\"\n \"\\x0D\" // End option\n \"\\x0A\" // New line\n \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\"\n \"\\x0C\" // Start option\n \"No\"\n \"\\x0D\" // End option\n \"\\x0A\" // New line\n \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\"\n \"\\x0C\" // Start option\n \"View Map\"\n \"\\x0D\";\n\nchar *Yes_Message =\n \"\\x1A\\x1A\\x1A\\x1A\" // Standard padding for picture\n \"Here you go\"\n \"\\xC2\" // !\n \"\\xFF\";\n\nchar *No_Message =\n \"\\x1A\\x1A\\x1A\\x1A\" // Standard padding for picture\n \"Really\"\n \"\\xC3\" // \"?\"\n \"\\x0A\" // New line\n \"\\x1A\\x1A\\x1A\\x1A\" // Standard padding for picture\n \"Guess I\\x5Cll see\"\n \"\\x0A\" // New line\n \"\\x1A\\x1A\\x1A\\x1A\" // Standard padding for picture\n \"you later then\"\n \"\\x85\" // .\n \"\\xFF\";\n\nchar *Stars_Message =\n \"\\x0B\" // Start the message\n \"\\x1A\\x1A\\x1A\\x1A\" // Standard padding for picture\n \"How many\"\n \"\\x07\" // Yellow Font\n \"stars\"\n \"\\x08\" // White Font\n \"\\x0A\" // New line\n \"\\x1A\\x1A\\x1A\\x1A\"\n \"will you purchase\"\n \"\\xC3\" // \"?\"\n \"\\x0A\" // New line\n \"\\x0A\" // New line\n \"\\x1A\\x1A\\x1A\\x1A\\x1A\" // Picture + Option Indent\n \"Buy\"\n \"\\x10\\x10\" // Space 2x ( )\n \"\\x2A\" // Star icon\n \"\\x20\" // ???\n \"\\x3E\" // x (multiply)\n \"\\x20\" // ???\n \"\\x05\" // Green Font\n \"\\x0F\" // ???\n \"\\x11\" // String #1 (Stars)\n \"\\x19\" // ???\n \"\\x0A\" // New line\n \"\\x1A\\x1A\\x1A\\x1A\\x1A\" // Picture + Option Indent\n \"For\"\n \"\\x10\\x10\" // Space 2x ( )\n \"\\x29\" // Coin icon\n \"\\x20\" // ???\n \"\\x3E\" // x (multiply)\n \"\\x20\" // ???\n \"\\x05\" // Green Font\n \"\\x0F\" // ???\n \"\\x12\" // String #2 (Price)\n \"\\x19\" // ???\n \"\\x0A\" // New line\n \"\\x0A\" // New line\n \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\"\n \"\\x28\" // Control Stick Icon\n \"\\x85\\x85\\x85\" // ...\n \"Choose\"\n \"\\x0A\" // New line\n \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\"\n \"\\x21\" // (A) Button Icon\n \"\\x85\\x85\\x85\"\n \"Confirm\"\n \"\\x0A\" // New line\n \"\\x1A\\x1A\\x1A\\x1A\\x1A\\x1A\"\n \"\\x22\" // (B) Button Icon\n \"\\x85\\x85\\x85\"\n \"Back\";\n\nvoid main() {\n SetBoardPlayerAnimation(-1, -1, 2);\n\n s32 player_index = GetCurrentPlayerIndex();\n struct player *player = GetPlayerStruct(-1);\n\n PlaySound(345); // Millenium Star;s \"Ho ho ho\".\n\n s32 price = STAR_COST;\n if(price <= 0){\n price = D_800CD098; //if STAR_COST is 0 or less, it loads a variable price.\n } //Change D_800CD098 to another usable address if it conflicts with another event\n \n s32 purchaseNo = 1;\n s32 Max = player->coins / price;\n sprintf(cost, \"%d\", price);\n sprintf(stars, \"%d\", purchaseNo);\n sprintf(coins, \"%d\", (purchaseNo * price));\n \n if(Max > MAX_STARS){\n Max = MAX_STARS;\n }\n \n if(MAX_STARS != 1){\n \tsprintf(desc, \"some\");\n }\n else {\n \tsprintf(desc, \"one\");\n }\n s32 character_str = 0x1C00 + player->character;\n\n if (PlayerHasCoins(player_index, price) == 0) {\n ShowMessage(PICTURE, NotEnoughCoins_Message, cost, character_str, 0, 0, 0);\n func_800EC9DC();\n CloseMessage();\n func_800EC6EC();\n return;\n }\n\n while (1) {\n ShowMessage(PICTURE, Prompt, cost, character_str, desc, 0, 0);\n // Get the selection, either from the player or CPU.\n // If A0 is a pointer to AI data, AI logic is ran to pick for CPUs.\n s32 choice = GetBasicPromptSelection(2, 0); //isn't being random?\n \n CloseMessage();\n func_800EC6EC();\n \n switch (choice) {\n case 0:\n if(MAX_STARS == 1){ //gives a star if only 1 can be purchased\n PlaySound(583); // Cash register sound.\n SleepProcess(10);\n\n // Take coins\n AdjustPlayerCoinsGradual(player_index, -(purchaseNo * price));\n ShowPlayerCoinChange(player_index, -(purchaseNo * price));\n SleepProcess(30);\n\n ShowMessage(PICTURE, Yes_Message, 0, 0, 0, 0, 0);\n func_800EC9DC();\n CloseMessage();\n func_800EC6EC();\n \n\t\t\t\t\t// Celebration\n \tfunc_8004A520(111); // Play star jingle\n \tplayer->stars += purchaseNo;\n \tfunc_800F2304(-1, 6, 0);\n \tfunc_8004ACE0(610, player_index);\n \tSleepProcess(60);\n \tSleepProcess(50);\n\n \t// Restore board music\n \tfunc_8004A520(GetBoardAudioIndex());\n return;\n }\n \n // Alternative ShowMessage?\n func_800EC92C(PICTURE, Stars_Message, stars, coins, 0, 0, 0);\n\n s32 isCPU = PlayerIsCPU(-1);\n s32 aPressed = 0;\n s32 bPressed = 0;\n if (!isCPU) {\n // Give real players opportunity to increase cost.\n while (!aPressed && !bPressed) {\n aPressed = ButtonsPressed(player, A_BUTTON);\n bPressed = ButtonsPressed(player, B_BUTTON);\n\n s32 yState = GetJoystickVerticalState(player);\n if (yState > 0 && purchaseNo < Max) {\n purchaseNo++;\n }\n else if (yState < 0 && purchaseNo > 1) {\n purchaseNo--;\n }\n else {\n SleepVProcess();\n continue;\n }\n\n PlaySound(582); // Coin sound\n\n // Refresh the amount\n \t\t\t\t\tsprintf(stars, \"%d\", purchaseNo);\n \t\t\t\t\tsprintf(coins, \"%d\", (purchaseNo * price));\n\t\t\t\t\t\tfunc_8005B6BC(2, stars, 0); //refresh stars\n\t\t\t\t\t\tfunc_8005B6BC(2, coins, 1); //refresh coins\n\n func_8005B43C(2, Stars_Message);\n SleepVProcess();\n SleepProcess(2); // Reduce speed of loop further\n }\n }\n\n if(isCPU){ //ensures computer buys as many as possible\n SleepProcess(16); //Initial CPU wait\n while (purchaseNo < Max){\n purchaseNo++;\n PlaySound(582);\n \n // Refresh the amount\n \t\t\t\t\tsprintf(stars, \"%d\", purchaseNo);\n \t\t\t\t\tsprintf(coins, \"%d\", (purchaseNo * price));\n\t\t\t\t\t\tfunc_8005B6BC(2, stars, 0); //refresh stars\n\t\t\t\t\t\tfunc_8005B6BC(2, coins, 1); //refresh coins\n func_8005B43C(2, Stars_Message, -1, -1);\n SleepVProcess();\n \t\tSleepProcess(7); //CPU wait between increments\n }\n SleepProcess(7); //CPU wait after fully incremented\n }\n \n CloseMessage();\n func_800EC6EC();\n \n if (isCPU || aPressed) {\n PlaySound(583); // Cash register sound.\n SleepProcess(10);\n\n // Take coins\n AdjustPlayerCoinsGradual(player_index, -(purchaseNo * price));\n ShowPlayerCoinChange(player_index, -(purchaseNo * price));\n SleepProcess(30);\n\n ShowMessage(PICTURE, Yes_Message, 0, 0, 0, 0, 0);\n func_800EC9DC();\n CloseMessage();\n func_800EC6EC();\n \n\t\t\t\t\t// Celebration\n \tfunc_8004A520(111); // Play star jingle\n \tplayer->stars += purchaseNo;\n \tfunc_800F2304(-1, 6, 0);\n \tfunc_8004ACE0(610, player_index, -1, -1);\n \tSleepProcess(60);\n \tSleepProcess(50);\n\n \t// Restore board music\n \tfunc_8004A520(GetBoardAudioIndex());\n return;\n }\n break; // Go back.\n\n case 1:\n // Show decline message and exit\n ShowMessage(PICTURE, No_Message, 0, 0, 0, 0, 0);\n func_800EC9DC();\n CloseMessage();\n func_800EC6EC();\n return;\n\n case 2:\n // Let player view the map, then repeat the loop to pick again.\n ViewBoardMap();\n break;\n }\n }\n}\n\n// OSContPad is defined in ultra64.h.\n// The array of structs in the game is sizeof 8, so we need\n// to pad out a bit to access it like an array.\nstruct OSContPadPadded {\n OSContPad cont;\n u16 padding;\n};\n\n// This is the location of the ultra64 controller struct array.\nextern struct OSContPadPadded D_800CC3F4[4];\n\n// Returns 1 if the button mask matches the player's controller, 0 otherwise.\ns32 ButtonsPressed(struct player *player, u32 buttons) {\n return (D_800CC3F4[player->controller].cont.button & buttons) == buttons;\n}\n\n// Returns 1 if Y axis of the joystick has been pushed up enough to be considered \"up\"\n// Returns -1 if it is pushed \"down\"\n// 0 if in a more or less neutral vertical state.\ns32 GetJoystickVerticalState(struct player *player) {\n s8 stick_y = D_800CC3F4[player->controller].cont.stick_y;\n\n // According to docs, -80 <= stick_y <= 80\n if (stick_y < -50) {\n return -1;\n }\n if (stick_y > 60) {\n return 1;\n }\n return 0;\n}\n\nvoid SendPlayerBack(struct player *player) {\n // Send the player back\n if (player->status_flags & 0x80) {\n SetNextChainAndSpace(\n -1,\n player->reverse_chain_index,\n player->reverse_space_index\n );\n }\n else {\n SetNextChainAndSpace(\n -1,\n player->next_chain_index,\n player->next_space_index\n );\n }\n}"},"TRGTC Pick Your Poison Free Version Music":{"language":0,"code":"; NAME: TRGTC Pick Your Poison Free Version Music\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|MinToShop\n; PARAM: +Number|PoisonMushroomPrice\n; PARAM: +Number|ReverseMushroomPrice\n; PARAM: +Number|BooRepellantPrice\n; PARAM: +Number|SkeletonKeyPrice\n; PARAM: +Number|BowserPhonePrice\n; PARAM: +Number|BowserSuitPrice\n; PARAM: +Number|LuckyLampPrice\n; PARAM: +Number|ItemBagPrice\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to allow the landing\n; or passing player to purchase an item from an inventory\n; of your choice. If the player's inventory is full, they\n; don't get to buy anything.\n;===================================================================\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S1 32(SP)\nSW S2 28(SP)\nSW S0 24(SP)\nSW S3 20(SP)\nSW S4 16(SP)\nSW S5 8(SP)\n\nJAL PlayMusic\nLI A0 MUSIC_TRACK_INDEX_5 ; Custom music tract 5\n\n;BEGIN Checks that prevent purchase===================================\nLUI S1 hi(total_turns)\nADDIU S1 S1 lo(total_turns) ; Load address of Total Turns to S1\nLBU S1 0(S1) ; Load value of Total Turns to S1\n\nLUI S2 hi(current_turn)\nADDIU S2 S2 lo(current_turn) ; Load address of Current Turn to S2\nLBU S2 0(S2) ; Load value of Current Turn to S2\n\nBEQ S2 S1 LastTurn ; If it's the last turn, branch\nNOP\n\nJAL GetCurrentPlayerIndex ; Current Player's Index at V0\nNOP\n\nMOVE S4 V0 ; Copy Current Player Index to S4\nMOVE A0 S4 ; Copy Current Player Index to A0\nLI A1 0 ; A1 = The minimum amount of Coins to shop\nJAL PlayerHasCoins ; Checks if Player has the minimum Coins \nNOP\n\nBEQ V0 R0 NoCoinsToShop ; If the player doesn't have the Coins, exit\nNOP\n\nLUI S1 hi(p1_item3)\nADDIU S1 S1 lo(p1_item3) ; Load Player 1's Item slot #3 address\nLI S3 0x38 ; This is the distance between each player's Item #3\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's item slot #3\nLBU S2 0(S1) ; Load address value into S2\n\nLI T0 0xFF ; No Item Value\nBNE S2 T0 TooManyItems ; If the player's inventory is full, exit\nNOP\n;END Checks that prevent purchase=====================================\n\n;BEGIN GREETING=======================================================\nJAL PlaySound\nLI A0 0x298 ; Toad: Yahoo! ^_^/\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xD ; Character image (Alt Toad)\nLUI A1 hi(Greeting_Message)\nADDIU A1 A1 lo(Greeting_Message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END GREETING=========================================================\n\n;BEGIN ITEM SELECTION PROMPT==========================================\nSTART:\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 0xD ; Character image (Alt Toad)\nLUI A1 hi(ItemSelection_Prompt)\nADDIU A1 A1 lo(ItemSelection_Prompt)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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 0\nJAL GetBasicPromptSelection\nLI A1 0 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Change the player's destination based on the choice.\nLI A0 0\nBEQ S0 A0 item1\nNOP\nLI A0 1\nBEQ S0 A0 item2\nNOP\nLI A0 2\nBEQ S0 A0 item3\nNOP\nLI A0 3\nBEQ S0 A0 exit\nNOP\nLI A0 4\nBEQ S0 A0 view_map\nNOP\nLI A0 5\nBEQ S0 A0 item6\nNOP\nLI A0 6\nBEQ S0 A0 item7\nNOP\nLI A0 7\nBEQ S0 A0 itembag\nNOP\nLI A0 8\nBEQ S0 A0 exit\nNOP\nLI A0 9\nBEQ S0 A0 view_map\nNOP\n;END ITEM SELECTION PROMPT============================================\n\n;BEGIN Item Values====================================================\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;END Item Values======================================================\n\n;BEGIN Selected Option================================================\nitem1:\nLI S0 0x2 ; Poison Mushroom Value\nLI S3 0 ; S3 contains Poison Mushroom Price\nJ payprice\nNOP\nitem2:\nLI S0 0x3 ; Reverse Mushroom Value\nLI S3 0 ; S3 contains Reverse Mushroom Price\nJ payprice\nNOP\nitem3:\nLI S0 0xC ; Boo Repellant Value\nLI S3 0 ; S3 contains Boo Repellant Price\nJ payprice\nNOP\nitem4:\nLI S0 0x1 ; Skeleton Key Value\nLI S3 SkeletonKeyPrice ; S3 contains Skeleton Key Price\nJ payprice\nNOP\nitem5:\nLI S0 0x7 ; Bowser Phone Value\nLI S3 BowserPhonePrice ; S3 contains Bowser Phone Price\nJ payprice\nNOP\nitem6:\nLI S0 0xD ; Bowser Suit Value\nLI S3 BowserSuitPrice ; S3 contains Bowser Suit Price\nJ payprice\nNOP\nitem7:\nLI S0 0x9 ; Lucky Lamp Value\nLI S3 LuckyLampPrice ; S3 contains Lucky Lamp Price\nJ payprice\nNOP\nitembag:\nLI S3 ItemBagPrice ; S3 contains Item Bag Price\nMOVE A0 S4 ; Current Player's Index moved to A0\nMOVE A1 S3 ; Amount of coins to check\nJAL PlayerHasCoins ; Checks if Player has A1's amount of Coins\nNOP\n\nBEQ V0 R0 NotEnoughCoins ; If insufficient funds, branch\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to pay\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to display\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nNOP\n\nADDIU A0 R0 30\nJAL SleepProcess ; Sleeps for 30 frames\nNOP\n\nLI T1 2 \nSUBU S1 S1 T1 ; This loads the current player's first Item address\nLI S5 1 ; S5 is the counter to stop giving Items once full\nLoop:\nLI T0 0x4\nSLT A2 S5 T0 ; A2 = 1 if S5 is less than 4\nNOP\nBEQ A2 R0 exit ; exit once player's item inventory is full\nNOP\n\nLBU S2 0(S1) ; Load slot #1's Item Value into S2\nLI T1 0xFF ; No Item Value\nBNE S2 T1 next ; If the player has an item, load next address\nNOP\n\nJAL GetRandomByte ; Integer at V0\nNOP\n\nLI A0 0x6 \nSLT S0 V0 A0 ; S0 = 1 if the number is less than 6\nNOP\nBNE S0 R0 getKoopaKard ; Branch if true\nNOP\n\nLI A0 0xF \nSLT S0 V0 A0 ; S0 = 1 if the number is less than 15\nNOP\nBNE S0 R0 getLuckyCharm ; Branch if true\nNOP\n\nLI A0 0x21 \nSLT S0 V0 A0 ; S0 = 1 if the number is less than 33\nNOP\nBNE S0 R0 getBowserPhone ; Branch if true\nNOP\n\nLI A0 0x33\nSLT S0 V0 A0 ; S0 = 1 if the number is less than 51\nNOP\nBNE S0 R0 getBowserSuit ; Branch if true\nNOP\n\nLI A0 0x45\nSLT S0 V0 A0 ; S0 = 1 if the number is less than 69\nNOP\nBNE S0 R0 getLuckyLamp ; Branch if true\nNOP\n\nLI A0 0x74\nSLT S0 V0 A0 ; S0 = 1 if the number is less than 116\nNOP\nBNE S0 R0 getWarpBlock ; Branch if true\nNOP\n\nLI A0 0xA3\nSLT S0 V0 A0 ; S0 = 1 if the number is less than 163\nNOP\nBNE S0 R0 getPoisonMushroom ; Branch if true\nNOP\n\nLI A0 0xD2\nSLT S0 V0 A0 ; S0 = 1 if the number is less than 210\nNOP\nBNE S0 R0 getMushroom ; Branch if true\nNOP\n\nJ getSkeletonKey\nNOP\n\ngetKoopaKard:\nLI T0 0xF ; Koopa Kard value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetLuckyCharm:\nLI T0 0x11 ; Lucky Charm value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetBowserPhone:\nLI T0 0x7 ; Bowser Phone value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetBowserSuit:\nLI T0 0xD ; Bowser Suit value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetLuckyLamp:\nLI T0 0x9 ; Lucky Lamp value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetWarpBlock:\nLI T0 0x5 ; Warp Block value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetPoisonMushroom:\nLI T0 0x2 ; Poison Mushroom value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetMushroom:\nLI T0 0x0 ; Mushroom value\nSB T0 0(S1)\nJ sound\nNOP\n\ngetSkeletonKey:\nLI T0 0x1 ; Skeleton Key value\nSB T0 0(S1)\n\nsound:\nJAL PlaySound\nADDIU A0 R0 0x10C ; Turn Start sound\n\nADDIU A0 R0 30\nJAL SleepProcess ; Sleeps for 30 frames\nNOP\n\nnext:\nADDIU S1 S1 1 ; Load next item's address\nADDIU S5 S5 1 ; Raise the item counter by 1\nJ Loop ; Loop back to give the next item\nNOP\n\nview_map:\nJAL ViewBoardMap\nNOP\nJ START\nNOP\n;END Item Values======================================================\n\n;BEGIN Checking Player For Necessary Coins To Purchase================\npayprice:\nMOVE A0 S4 ; Current Player's Index moved to A0\nMOVE A1 S3 ; Amount of coins to check\nJAL PlayerHasCoins ; Checks if Player has A1's amount of Coins\nNOP\n\nBEQ V0 R0 NotEnoughCoins ; If insufficient funds, branch\nNOP\n;END Checking Player For Necessary Coins To Purchase==================\n\n;BEGIN Taking Coins From Player=======================================\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to pay\nJAL AdjustPlayerCoinsGradual ; Changes Player's coin amount\nNOP\n\nMOVE A0 S4 ; Current Player's Index moved to A0\nSUBU A1 R0 S3 ; Amount to display\nJAL ShowPlayerCoinChange ; Displays Player's coin loss on-screen \nNOP\n\nADDIU A0 R0 30\nJAL SleepProcess ; Sleeps for 30 frames\nNOP\n;END Taking Coins From Player=========================================\n\n;BEGIN Checking Player Item Slots=====================================\nLI T1 2\nSUBU S1 S1 T1 ; This loads the current player's first Item address\nLBU S2 0(S1) ; Load slot #1's Item Value into S2\nLI T1 0xFF ; No Item Value\nBEQ S2 T1 giveitem ; Go to giveitem if the slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to load current player's second Item address\nLBU S2 0(S1) ; Load slot #2's Item Value into S2\nBEQ S2 T1 giveitem ; Go to giveitem if the slot is empty\nNOP\nADDIU S1 S1 1 ; Add 1 to load current player's third Item address\n\ngiveitem:\nSB S0 0(S1)\n;END Checking Player Item Slots=======================================\n\n;BEGIN Item Sound Effect==============================================\nJAL PlaySound\nLI A0 0x10C ; Turn Start sound\n\nLI A0 15 ; Frames to wait after the sound plays\nJAL SleepProcess ; Sleeps for 15 frames\nNOP\n\nJ exit\nNOP\n;END Item Sound Effect================================================\n\n;BEGIN CANNOT BUY ITEM MESSAGE========================================\nNotEnoughCoins:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xD ; Character image (Alt Toad)\nLUI A1 hi(NotEnoughCoins_Message)\nADDIU A1 A1 lo(NotEnoughCoins_Message)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ START\nNOP\n;END CANNOT BUY ITEM MESSAGE==========================================\n\n;BEGIN TOO MANY ITEMS MESSAGE=========================================\nTooManyItems:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xD ; Character image (Alt Toad)\nLUI A1 hi(TooManyItems_Message)\nADDIU A1 A1 lo(TooManyItems_Message)\n\nJ FinalizeMessage\nNOP\n;END TOO MANY ITEMS MESSAGE===========================================\n\n;BEGIN NOT ENOUGH COINS MESSAGE=======================================\nNoCoinsToShop:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xD ; Character image (Alt Toad)\nLUI A1 hi(NoCoinsToShop_Message)\nADDIU A1 A1 lo(NoCoinsToShop_Message)\n\nJ FinalizeMessage\nNOP\n;END NOT ENOUGH COINS MESSAGE=========================================\n\n;BEGIN Last Turn MESSAGE==============================================\nLastTurn:\nJAL PlaySound\nLI A0 0x29A ; Toad: Oooh :(\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 0xD ; Character image (Alt Toad)\nLUI A1 hi(LastTurn_Message)\nADDIU A1 A1 lo(LastTurn_Message)\n;END Last Turn MESSAGE================================================\n\nFinalizeMessage:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nexit:\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nLW S5 8(SP)\nLW S4 16(SP)\nLW S3 20(SP)\nLW S1 32(SP)\nLW S2 28(SP)\nLW S0 24(SP)\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n\n\n.align 16\nLastTurn_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Sorry\"\n.byte 0xC2 ; Exclamation Mark (!)\n.ascii \" Not enough time\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nNoCoinsToShop_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Oh dear\"\n.byte 0x85,0x85,0x85 ; Period (...)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Come back when you have more coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nTooManyItems_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"It seems you can\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t carry any more items\"\n.byte 0x85 ; Period (.)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Use your items before landing here\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nGreeting_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x04 ; Purple Font\n.ascii \"Pick your Poison\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 20\nItemSelection_Prompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Which one do you want\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Poison Mushroom\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Reverse Mushroom\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A ; Little more for option indent\n.byte 0x0C ; Start option\n.byte 0x06 ; Blue font\n.ascii \"Boo Repellant\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"A Nice Cup of Nothing\"\n.byte 0x0D ; End option\n.byte 0x0A ; Newline\n.byte 0x1A,0x1A,0x1A,0x1A,0x1A,0x1A \n.byte 0x0C ; Start option\n.ascii \"View Map\"\n.byte 0x0D ; End option\n.byte 0\n\n.align 16\nNotEnoughCoins_Message:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You don\"\n.byte 0x5C ; Apostrophe (')\n.ascii \"t have enough coins\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Please select something else\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause"},"TRGTC Dialogue [16Q 4Ans FIRST SET]":{"language":0,"code":"; NAME: TRGTC Dialogue [16Q 4Ans FIRST SET]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x147 ; Cellular Shopper Sound\n\nJAL PlayMusic\nLI A0 78 ; Murmer\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 16\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 32\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 48\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 64\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 80\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 96\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 128\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 144\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 160\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 176\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 192\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 208\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 240\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nJ QuestionG\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 1 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 3 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 0 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 1 ; The correct answer to Question 6 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 2 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 3 ; The correct answer to Question 8 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 0 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 1 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 2 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 3 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 0 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 1 ; The correct answer to Question E will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 2 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.byte 0x05 ; Green Font\n.ascii \"Dialogue\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Heres the scoop\"\n.byte 0xC2 ; \n.ascii \" All these things\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"fell from the sky\"\n.byte 0xC2 ; \n.ascii \" Everyones got\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"a Minigame or Gadget\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Goomba\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Koopa\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hammer Bro\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Monty Mole\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"The train hasnt run since yesterday\"\n.byte 0x85 ; \n.byte 0x0A ; New Line (Writes Below)\n.ascii \"You see\"\n.byte 0x82 ; \n.ascii \" weve run out of coal for the train\"\n.byte 0x85 ;\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Would you mind picking up some coal for me\"\n.byte 0xC3 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Koopa\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Shy Guy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hammer Bro\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadsworth\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Hey teensy weensy party people\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.ascii \"I see youre busy being small but\"\n.byte 0x85 ; \n.byte 0x85 ; \n.byte 0x85 ; \n.byte 0x0A ; New Line (Writes Below)\n.ascii \"I need help\"\n.byte 0xC2 ;\n.ascii \" That grouchy Piranha Plant\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"is making a mess of my garden\"\n.byte 0xC2 ;\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Monty Mole\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadette\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Wiggler\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Yoshi\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"That dumb Hammer Bro is beating up\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"my music instruments\"\n.byte 0xC2 ; \n.ascii \" Get rid of him\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Birdo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pauline\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Peach\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadette\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"This is as far as you go\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pink Birdo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Red Birdo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Green Birdo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Blue Birdo\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How could you\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pink Birdo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Red Birdo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Green Birdo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Blue Birdo\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Im ready for you this time\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pink Birdo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Red Birdo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Green Birdo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Blue Birdo\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Step right up if youre\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"ready to get toasted\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mouser\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Clawgrip\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fryguy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Tryclyde\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Did you build up enough Party Points\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"to exchange for everything so far\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Red Toad\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Blue Toad\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadette\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadsworth\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Hows your party today\"\n.byte 0xC3 ; Question Mark (?)\n.ascii \" Good\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Red Toad\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Blue Toad\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadette\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadsworth\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Holy smokes\"\n.byte 0xC2 ; \n.ascii \" I dont believe it\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.ascii \"You got more than one on the same turn\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Red Toad\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Blue Toad\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadette\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadsworth\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"If youre in the mood for it\"\n.byte 0x82 ; \n.byte 0x0A ; New Line (Writes Below)\n.ascii \"I could steal a Star or coins\"\n.byte 0x0A ; \n.ascii \"from a rival for you\"\n.byte 0x85 ;\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Boo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Chain Chomp\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mowz\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Lakitu\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Aw cry more you big baby\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Youre just ticking me off\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dark Bowser\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fawful\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Midbus\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Stil here\"\n.byte 0xC3 ; Question Mark (?)\n.ascii \" Has the dark power not\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"yet crushed your puny hopes\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dark Bowser\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fawful\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Midbus\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"It is I who added the\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"nuts to the statue\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dark Bowser\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fawful\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Midbus\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Sense is for the weak\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dark Bowser\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fawful\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Midbus\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"},"TRGTC Dialogue [16Q 4Ans SECOND SET]":{"language":0,"code":"; NAME: TRGTC Dialogue [16Q 4Ans SECOND SET]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x147 ; Cellular Shopper Sound\n\nJAL PlayMusic\nLI A0 78 ; Murmer\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 16\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 32\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 48\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 64\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 80\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 96\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 128\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 144\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 160\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 176\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 192\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 208\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 240\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nJ QuestionG\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 1 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 3 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 0 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 1 ; The correct answer to Question 6 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 2 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 3 ; The correct answer to Question 8 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 0 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 1 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 2 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 3 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 0 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 1 ; The correct answer to Question E will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 2 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.byte 0x05 ; Green Font\n.ascii \"Dialogue\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Aw man\"\n.byte 0xC2 ; \n.ascii \" Im missing the party\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.ascii \"And here I was really looking\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"forward to it\"\n.byte 0x85 ;\n.byte 0x85 ;\n.byte 0x85 ;\n.ascii \" You gotta\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"take me with you\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Goomba\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Koopa Troopa\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hammer Bro\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Monty Mole\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Whats up\"\n.byte 0xC3 ; \n.ascii \" Me\"\n.byte 0x82 ; \n.ascii \" Im just\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"twiddling my thumbs\"\n.byte 0x85 ; \n.ascii \" Why\"\n.byte 0x82 ;\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"are you doing something\"\n.byte 0xC3 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Goomba\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Koopa Troopa\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hammer Bro\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Monty Mole\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Yo\"\n.byte 0xC2 ; \n.ascii \" I cant wait here forever\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.ascii \"The party is heating up\"\n.byte 0x82 ; \n.ascii \" and\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Im raring to go\"\n.byte 0xC2 ; \n.ascii \" All I need is\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"a teammate like you\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Goomba\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Koopa Troopa\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hammer Bro\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Monty Mole\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Its no fun at all out here\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.ascii \"I wanna get in on the party\"\n.byte 0x0A ; \n.ascii \"too\"\n.byte 0xC2 ; \n.ascii \" Cmon\"\n.byte 0x82 ; \n.ascii \" take me with you\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Goomba\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Koopa Troopa\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hammer Bro\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Monty Mole\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Calling all winners\"\n.byte 0xC2 ; \n.ascii \" Calling all losers\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.ascii \" Weve got a shake up coming\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Big Top\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"MC Ballyhoo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Captain Goomba\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Youre no sucker\"\n.byte 0xC2 ; \n.ascii \" Smart players\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"dont rely on luck\"\n.byte 0xC2 ; \n.ascii \" They change\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"their fate with candy\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Big Top\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"MC Ballyhoo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Captain Goomba\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Time for a reversal\"\n.byte 0x82 ; \n.ascii \" ya crooks\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Big Top\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"MC Ballyhoo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Captain Goomba\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Er hold on\"\n.byte 0x85 ; \n.ascii \"Hold everything\"\n.byte 0x85 ;\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"No 50 coins for me\"\n.byte 0xC3 ; \n.ascii \" Then no victory\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Big Top\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"MC Ballyhoo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Captain Goomba\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Are you an expert in crystal reading\"\n.byte 0xC3 ;\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"You are not\"\n.byte 0x85 ; \n.byte 0x0A ;\n.ascii \" Are you out of your league\"\n.byte 0xC3 ;\n.byte 0x0A ;\n.ascii \"You are\"\n.byte 0x85 ;\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dr Toadley\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Starlow\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadbert\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadsworth\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"I think that stimulated\"\n.byte 0x0A ; \n.ascii \"Bowsers muscles\"\n.byte 0xC2 ; \n.byte 0x0A ; \n.ascii \"Theyre getting huge\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dr Toadley\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Starlow\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadbert\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadsworth\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Yes\"\n.byte 0x82 ; \n.ascii \" by boogity\"\n.byte 0xC2 ; \n.ascii \" By stimulating\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"this spot\"\n.byte 0x82 ; \n.ascii \" weve made his muscle\"\n.byte 0x0A ;\n.ascii \" loose and incredibly limber\"\n.byte 0xC2 ;\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dr Toadley\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Starlow\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadbert\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadsworth\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"I believe it would behoove us all if\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"I were to find the other Toads\"\n.byte 0x0A ; \n.ascii \"and glean what I can\"\n.byte 0x85 ;\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dr Toadley\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Starlow\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadbert\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadsworth\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Come on Bowser\"\n.byte 0xC2 ; \n.ascii \" You want\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"to play with us dont you\"\n.byte 0xC3 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Peach\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Daisy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toad\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadette\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"I wondered who would win\"\n.byte 0x82 ; Question Mark (?)\n.byte 0x0A ;\n.ascii \"so I made myself invisible\"\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"and watched the whole thing\"\n.byte 0x85 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Boo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"King Boo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Magikoopa\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Shy Guy\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What took you so long losers\"\n.byte 0xC3 ;\n.byte 0xC2 ;\n.byte 0x0A ; New Line (Writes Below)\n.ascii \"Im so hungry I could eat five of you\"\n.byte 0x85 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser Jr\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Kritter\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Wario\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Waluigi\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"HARG\"\n.byte 0xC2 ; \n.ascii \" KURBLARGLE\"\n.byte 0xC2 ; \n.byte 0x0A ;\n.ascii \"HARGLE\"\n.byte 0xC2 ; \n.ascii \" PLLBBTTT\"\n.byte 0xC2 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Donkey Kong\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dry Bones\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Petey Piranha\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"},"TRGTC Multiple Choice [16Q 4Ans FIRST SET]":{"language":0,"code":"; NAME: TRGTC Multiple Choice [16Q 4Ans FIRST SET]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\nJAL PlayMusic\nLI A0 46 ; Don't Hurry\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 16\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 32\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 48\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 64\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 80\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 96\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 128\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 144\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 160\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 176\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 192\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 208\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 240\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nJ QuestionG\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 1 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 3 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 0 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 1 ; The correct answer to Question 6 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 2 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 3 ; The correct answer to Question 8 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 0 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 1 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 2 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 3 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 0 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 1 ; The correct answer to Question E will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 2 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.byte 0x07 ;\n.ascii \"Multiple Choice\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"As of Mario Party Superstars\"\n.byte 0x82 ;\n.byte 0x0A ;\n.ascii \"how many Mario Party games\"\n.byte 0x0A ;\n.ascii \"have at least one DK space\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"5\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"6\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"7\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"8\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is the event in which\"\n.byte 0x0A ;\n.ascii \"stars and coins are swapped\"\n.byte 0x0A ;\n.ascii \"called in Mario Party 4\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Chance Time\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Reversal of Fortune\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Round of Miracles\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Spin\"\n.byte 0xC2 ;\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which character is\"\n.byte 0x0A ;\n.ascii \"unlockable in Mario Party 8\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Birdo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dry Bones\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hammer Bro\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Shy Guy\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Mario Party 6 only added one new character\"\n.byte 0x0A ;\n.ascii \"after Mario Party 5\"\n.byte 0x85\n.ascii \" Who was this character\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Birdo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dry Bones\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Koopa Kid\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadette\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which Mario Party game\"\n.byte 0x0A ;\n.ascii \"does not have Duel Boards\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 2\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 3\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 7\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 8\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Donkey Kong was replaced by three\"\n.byte 0x0A ;\n.ascii \"new characters in Mario Party 5\"\n.byte 0x85 ;\n.byte 0x0A ;\n.ascii \"Who was NOT one of them\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Boo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dry Bones\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toad\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Koopa Kid\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which of these characters was a\"\n.byte 0x0A ;\n.ascii \"newcomer and received their own board\"\n.byte 0x0A ;\n.ascii \"at the same time in a Mario Party game\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Daisy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Peach\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Waluigi\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Wario\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which character is playable in\"\n.byte 0x0A ;\n.ascii \"every single Mario Party game\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Luigi\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Peach\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Wario\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Yoshi\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which of these consoles is the oldest\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"3DO\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pippen\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Jaguar\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Saturn\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What was the development code\"\n.byte 0x0A ;\n.ascii \"name of the Game Boy Advance\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Indigo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Advanced Game Boy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dolphin\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Nitro\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"As of Fighter Pack 2\"\n.byte 0x82 ;\n.ascii \" how many playable\"\n.byte 0x0A ;\n.ascii \"Pokemon are there in Smash Ultimate\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"8\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"9\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"11\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How many playble characters are\"\n.byte 0x0A ;\n.ascii \"there in Super Smash Brothers Melee\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ;\n.ascii \"Count Shiek and Zelda separately\"\n.byte 0xC2 ;\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"20\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"22\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"24\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"26\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which isnt a wearable mask in\"\n.byte 0x0A ;\n.ascii \"The Legend of Zelda Majoras Mask\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Majoras Mask\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mask of Truth\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mask of Scents\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Don Geros Mask\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What was the first game that\"\n.byte 0x0A ;\n.ascii \"Captain Toad appeared in\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Paper Mario Thousand Year Door\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Super Mario Galaxy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Super Mario Galaxy 2\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Super Mario 3D World\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which of these is NOT a\"\n.byte 0x0A ;\n.ascii \"Team Leader in Pokemon Go\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Blanche\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Spark\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Lapierre\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Candela\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"At what time does Animal Crossing New Leaf\"\n.byte 0x0A ;\n.ascii \"consider a new day and refresh daily events\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"9 PM\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"12 AM\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"3 AM\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"6 AM\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"},"TRGTC Multiple Choice [16Q 4Ans SECOND SET]":{"language":0,"code":"; NAME: TRGTC Multiple Choice [16Q 4Ans SECOND SET]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\nJAL PlayMusic\nLI A0 46 ; Don't Hurry\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 16\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 32\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 48\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 64\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 80\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 96\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 128\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 144\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 160\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 176\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 192\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 208\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 240\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nJ QuestionG\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 1 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 3 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 0 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 1 ; The correct answer to Question 6 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 2 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 3 ; The correct answer to Question 8 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 0 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 1 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 2 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 3 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 0 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 1 ; The correct answer to Question E will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 2 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.byte 0x07 ;\n.ascii \"Multiple Choice\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which is not a playable\"\n.byte 0x0A ;\n.ascii \"character in Mario Party 9\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Goomba\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Koopa\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Shy Guy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Magikoopa\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How many Duel Boards\"\n.byte 0x0A ;\n.ascii \"are in Mario Party 3\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"5\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"6\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"7\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"8\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which character starred a\"\n.byte 0x0A ;\n.ascii \"Boss Minigame and then became\"\n.byte 0x0A ;\n.ascii \"a playable character in Mario Party\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Blooper\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dry Bones\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Spike\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Whomp\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which is not a playable\"\n.byte 0x0A ;\n.ascii \"character in Super Mario Party\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Goomba\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Koopa\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Shy Guy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Magikoopa\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which game specializes in\"\n.byte 0x0A ;\n.ascii \"the use of candies as items\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 8\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party DS\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 9\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party Island Tour\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Whose favorite item is the\"\n.byte 0x0A ;\n.ascii \"Skeleton Key in Mario Party 2\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Luigi\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Peach\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Yoshi\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which character steals a star\"\n.byte 0x0A ;\n.ascii \"from another player if you land\"\n.byte 0x0A ;\n.ascii \"on their event space in Mario Party\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Boo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Chain Chomp\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Lakitu\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which character is playable\"\n.byte 0x0A ;\n.ascii \"in Mario Party E\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Donkey Kong\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Luigi\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Peach\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Wario\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which is NOT an official name for\"\n.byte 0x0A ;\n.ascii \"an official Playstation controller\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"TwinShock\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"DualShock\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"DualAnalog\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Controller\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Whats the maximum amount of eggs that\"\n.byte 0x0A ;\n.ascii \"can be carried in Yoshis Island games\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"5\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"6\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"7\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"8\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which is these four characters\"\n.byte 0x0A ;\n.ascii \"is the ships captain in VVVVVV\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Victoria\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Vermillion\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Viridian\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Verdigris\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which SNES game supports the Super Scope\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Lethal Enforces\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Contra 3 The Alien Wars\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Yoshis Cookie\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Lamborghini American Chef\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How many Final Fantasy games came\"\n.byte 0x0A ;\n.ascii \"out in North America before FF7\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"3\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"4\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"5\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"6\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which company did NOT make\"\n.byte 0x0A ;\n.ascii \"an official version of Tetris\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Nintendo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Capcom\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Konami\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"SEGA\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which of these four is a guest\"\n.byte 0x0A ;\n.ascii \"playable character in Soul Caliber 6\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Ezlo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Kratos\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Geralt\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Darth Vader\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What was the studio\"\n.byte 0x0A ;\n.ascii \"Naughty Dogs first game\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Crash Bandicoot\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Way of the Warrior\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Rings of Power\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Math Jam\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"},"TRGTC Multiple Choice [16Q 4Ans THIRD SET]":{"language":0,"code":"; NAME: TRGTC Multiple Choice [16Q 4Ans THIRD SET]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\nJAL PlayMusic\nLI A0 46 ; Don't Hurry\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 16\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 32\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 48\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 64\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 80\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 96\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 128\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 144\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 160\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 176\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 192\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 208\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 240\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nJ QuestionG\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 1 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 3 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 0 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 1 ; The correct answer to Question 6 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 2 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 3 ; The correct answer to Question 8 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 0 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 1 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 2 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 3 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 0 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 1 ; The correct answer to Question E will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 2 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.byte 0x07 ;\n.ascii \"Multiple Choice\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"In what year were no\"\n.byte 0x0A ;\n.ascii \"Mario Party games released\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"2001\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"2003\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"2005\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"2007\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which game was released in 2003\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 4\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 5\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 6\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party Advance\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which item in Mario Party 2\"\n.byte 0x0A ;\n.ascii \"does no one have as their favorite\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bowser Bomb\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dueling Glove\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Magic Lamp\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Warp Block\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"As of November 2021\"\n.byte 0x0A ;\n.ascii \"in how many Mario Party games\"\n.byte 0x0A ;\n.ascii \"is Boo playable in boards\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"5\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"6\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"7\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"8\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What kind of machine is used\"\n.byte 0x0A ;\n.ascii \"to swap stars and coins between\"\n.byte 0x0A ;\n.ascii \"players in Mario Party 4\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pachinko Machine\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pinball Machine\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Rolling Machine\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Slot Machine\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which character splits into\"\n.byte 0x0A ;\n.ascii \"three in Mario Party 5\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dry Bones\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Koopa Kid\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Magikoopa\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pom Pom\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which Mario Party game\"\n.byte 0x0A ;\n.ascii \"has the most minigames\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 2\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 3\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 4\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which Mario Party game\"\n.byte 0x0A ;\n.ascii \"has the most minigames\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 4\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 5\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 6\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 7\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is the maximum amount of heart\"\n.byte 0x0A ;\n.ascii \"containers you can have in the CDI\"\n.byte 0x0A ;\n.ascii \"Zelda games The Faces of Evil\"\n.byte 0x0A ;\n.ascii \"and Wand of Gamalon\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"6\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"12\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"18\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"20\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What are the real names\"\n.byte 0x0A ;\n.ascii \"of the Ice Climbers\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Snow and Cube\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Popo and Nana\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Chill and Jill\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Lolo and Lala\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"The gang of children in The Legend\"\n.byte 0x0A ;\n.ascii \"of Zelda Majoras Mask go by what name\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Archers\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hammers\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bombers\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Guarders\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"As of E3 2019 how many\"\n.byte 0x0A ;\n.ascii \"non Nintedo characters are\"\n.byte 0x0A ;\n.ascii \"playable in Smash Ultimate\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"11\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"12\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"13\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What company makes the Kirby and\"\n.byte 0x0A ;\n.ascii \"Smash Brothers games for Nintendo\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"HAL Laboratory\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Intelligent Systems\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Grezzo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Nintendo EAS\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which of these Microsoft\"\n.byte 0x0A ;\n.ascii \"developed games is the oldest\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Monster Truck Madness\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Microsoft Flight Simulator\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Motocross Madness\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Midtown Madness\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"In the Legend of Zelda Triforce Heroes\"\n.byte 0x0A ;\n.ascii \"how many hearts do you start with\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"3\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"6\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"9\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"12\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Who released their first game first\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Square\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Konami\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Capcom\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"SEGA\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"},"TRGTC Multiple Choice [16Q 4Ans FOURTH SET]":{"language":0,"code":"; NAME: TRGTC Multiple Choice [16Q 4Ans FOURTH SET]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\nJAL PlayMusic\nLI A0 46 ; Don't Hurry\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 16\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 32\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 48\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 64\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 80\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 96\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 128\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 144\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 160\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 176\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 192\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 208\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 240\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nJ QuestionG\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 1 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 3 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 0 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 1 ; The correct answer to Question 6 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 2 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 3 ; The correct answer to Question 8 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 0 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 1 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 2 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 3 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 0 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 1 ; The correct answer to Question E will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 2 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.byte 0x07 ;\n.ascii \"Multiple Choice\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is the puzzle minigame\"\n.byte 0x0A ;\n.ascii \"of Mario Party 6\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Block Star\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Jigsaw Jumble\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Puzzle Pillars\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Stick and Spin\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How many characters are playable in the\"\n.byte 0x0A ;\n.ascii \"Mario Party 4 minigame Beach Volley Folley\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"12\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"14\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"16\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"18\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"As of November 2021 in how many Mario\"\n.byte 0x0A ;\n.ascii \"Party games is Toad playable in boards\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"6\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"8\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"12\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which game has 1v2 Minigames\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party Advance\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 7\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 8\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 9\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which Last 5 Turns event is\"\n.byte 0x0A ;\n.ascii \"exclusive to Mario Party 5\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"5 Star Spaces at Once\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"5 Additional Event Spaces\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"5 Coins Per Star\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"50 Coin Bonus\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is the name of the song that plays\"\n.byte 0x0A ;\n.ascii \"during the Mario Party 5 mingame Coney Island\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Bustling Noisily\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Everybody Party\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Move Happily\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Rolling About\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"As of November 2021 which character is\"\n.byte 0x0A ;\n.ascii \"unlockable in only one Mario Party game\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Donkey Kong\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Diddy Kong\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Shy Guy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Toadette\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How many different types of capsules\"\n.byte 0x0A ;\n.ascii \"start a Coin Event in Mario Party 5\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"3\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"5\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"7\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"9\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which is NOT an NES accessory\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Justifier\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Four Score\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Aladdin Deck Enhancer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Roll n Rocker\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Before Fighter Pack 1 was released\"\n.byte 0x0A ;\n.ascii \"how many Fire Emblem characters\"\n.byte 0x0A ;\n.ascii \"were there in Smash Ultimate\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"7\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"8\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"9\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"10\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Whats Master Chiefs Spartan Number\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"37\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"69\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"117\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"237\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How many colossi are there\"\n.byte 0x0A ; \n.ascii \"in Shadow of the Colossus\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"12\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"14\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"16\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Whats the best selling\"\n.byte 0x0A ;\n.ascii \"Wii game of all time\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Wii Sports\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Wii Fit\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Kart Wii\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mario Party 8\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"James McCloud has been featured\"\n.byte 0x0A ;\n.ascii \"in both Star Fox and what game\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Punch Out\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"F Zero\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Kid Icarus\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pilotwings\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which Pokemon is Number 28\"\n.byte 0x0A ; \n.ascii \"in the National Pokedex\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Arbok\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pikachu\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sandslash\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Jigglypuff\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How many heart containers do you start\"\n.byte 0x0A ;\n.ascii \"with in The Legend of Zelda Skyward Sword\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"3\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"4\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"5\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"6\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"},"TRGTC Brutal Question [18Q 6Ans TEMPLATE]":{"language":0,"code":"; NAME: TRGTC Brutal Question [18Q 6Ans TEMPLATE]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\nJAL PlayMusic\nLI A0 MUSIC_TRACK_INDEX_7 ; Custom music tract 7\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 14\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 28\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 42\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 56\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 70\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 84\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 98\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 126\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 140\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 154\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 168\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 182\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 196\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 210\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionG\nNOP\n\nLI T0 238\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionH\nNOP\n\nJ QuestionI\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 1 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 3 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 4 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 5 ; The correct answer to Question 6 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 0 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 1 ; The correct answer to Question 8 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 2 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 3 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 4 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 5 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 0 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 1 ; The correct answer to Question E will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 2 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionH:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 4 ; The correct answer to Question G will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionI:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 5 ; The correct answer to Question G will be the fourth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.byte 0x03 ;\n.ascii \"Brutal Question\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"First Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Second Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Third Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fourth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fifth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Sixth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Seventh Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Eighth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Ninth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Tenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Eleventh Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Twelfth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Thirteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fourteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Fifteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Sixteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionH_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Seventeenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionI_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Eighteenth Question\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"First Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Second Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Third Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fourth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fifth Answer\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sixth Answer\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"},"Snifit Patrol (Parameters)":{"language":0,"code":"; NAME: Snifit Patrol (Parameters)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Number|Mushroom\n; PARAM: Number|SkeletonKey\n; PARAM: Number|PoisonMushroom\n; PARAM: Number|ReverseMushroom\n; PARAM: Number|CellularShopper\n; PARAM: Number|WarpBlock\n; PARAM: Number|PlunderChest\n; PARAM: Number|BowserPhone\n; PARAM: Number|DuelingGlove\n; PARAM: Number|LuckyLamp\n; PARAM: Number|GoldenMushroom\n; PARAM: Number|BooBell\n; PARAM: Number|BooRepellant\n; PARAM: Number|BowserSuit\n; PARAM: Number|MagicLamp\n; PARAM: Number|KoopaKard\n; PARAM: Number|BarterBox\n; PARAM: Number|LuckyCharm\n; PARAM: Number|WackyWatch\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 byte in the Price\n; Array.\n\n; When using this version of the event, be sure to set all 19\n; parameters. To remove an item, set its parameter to whatever price\n; it will be traded for (0-999 coins is supported). Setting the\n; parameter to -1 will make it so the event will not check for that\n; item (i.e. that item will not be removed). Consequently, negative\n; prices (i.e. losing coins) are not supported.\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\n\nLUI S4 hi(PriceArray)\nADDIU S4 S4 lo(PriceArray) ; Load PriceArray into S4\n\nMOVE A0 S3 ; Pass ItemArray on A0\nJAL BuildArrays\nMOVE A1 S4 ; Pass PriceArray on A1\n\n;===Prepare Arrays===\nLBU T3 0(S3) ; Load illegal item into T3\nLHU T4 0(S4) ; Load item price into T4\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 Build Arrays===\n.align 4\nBuildArrays:\nADDIU SP SP -40\nSW RA 36(SP)\n\n; A0 = Item Array\n; A1 = Price Array\n\nLUI T2 hi(ParameterArray)\nADDIU T2 T2 lo(ParameterArray)\nLI T0 0 ; Start with Mushroom index\nLI T4 0xFFFF ; -1 value\nBuildArraysLoop:\nLHU T1 0(T2) ; Load item price from parameter array\nBEQ T1 T4 BuildNextItem ; If item price = -1, build next item\nNOP\n; else, add to item and price arrays\nSB T0 0(A0) ; Add item to item array\nSH T1 0(A1) ; Add price to price array\nADDIU A0 A0 1 ; Add 1 to store next item in item array\nADDIU A1 A1 2 ; Add 2 to store next price in price array\n\nBuildNextItem:\nLI T3 0x12 ; Final item, Wacky Watch index\nBEQ T0 T3 FinishBuilding ; If at final item, finish building\nNOP\nADDIU T0 T0 1 ; Add 1 to get next item\nJ BuildArraysLoop\nADDIU T2 T2 2 ; Add 2 to check next parameter \n\nFinishBuilding:\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40\n\n;===Mini Func to Call Message===\n.align 4\nCallMessage:\nADDIU SP SP -40\nSW RA 36(SP)\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.align 16\nItemArray:\n.fill 20,0x13\n\n;===Price Array===\n.align 16\nPriceArray:\n.fill 38\n\n;===Parameter Array===\n.align 16\nParameterArray:\n.halfword Mushroom,SkeletonKey,PoisonMushroom,ReverseMushroom\n.halfword CellularShopper,WarpBlock,PlunderChest,BowserPhone\n.halfword DuelingGlove,LuckyLamp,GoldenMushroom,BooBell\n.halfword BooRepellant,BowserSuit,MagicLamp,KoopaKard\n.halfword BarterBox,LuckyCharm,WackyWatch\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"},"TRGTC Brutal Question [18Q 6Ans FIRST SET]":{"language":0,"code":"; NAME: TRGTC Brutal Question [18Q 6Ans FIRST SET]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\nJAL PlayMusic\nLI A0 MUSIC_TRACK_INDEX_7 ; Custom music tract 7\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 14\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 28\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 42\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 56\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 70\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 84\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 98\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 126\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 140\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 154\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 168\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 182\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 196\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 210\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionG\nNOP\n\nLI T0 238\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionH\nNOP\n\nJ QuestionI\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 1 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 3 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 4 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 5 ; The correct answer to Question 6 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 0 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 1 ; The correct answer to Question 8 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 2 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 3 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 4 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 5 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 0 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 1 ; The correct answer to Question E will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 2 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionH:\nLUI A1 hi(QuestionH_Prompt)\nADDIU A1 A1 lo(QuestionH_Prompt)\nLI S4 4 ; The correct answer to Question H will be the fifth answer\nJ FinishPrompt\nNOP\n\nQuestionI:\nLUI A1 hi(QuestionI_Prompt)\nADDIU A1 A1 lo(QuestionI_Prompt)\nLI S4 5 ; The correct answer to Question I will be the sixth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.byte 0x03 ;\n.ascii \"Brutal Question\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is the weakest level that any\"\n.byte 0x0A ;\n.ascii \"legendary Pokemon will attack you at\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"1\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"15\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"30\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"40\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"50\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"In The Legend of Zelda what was\"\n.byte 0x0A ;\n.ascii \"the original name of the Lost Woods\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Forest of Mazes\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Forest of Maze\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Forest of the Maze\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Forest of the Mazes\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Forest of a Maze\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Forest of Many Mazes\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How many times do you have to show\"\n.byte 0x0A ;\n.ascii \"mercy against the first boss in Undertale\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"20\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"22\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"24\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"26\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"28\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"30\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Which is the first Pokemon game to\"\n.byte 0x0A ;\n.ascii \"depict Mr Mime with five fingers\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pokemon Pinball\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pokemon Gold and Silver\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pokemon Ruby and Sapphire\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pokemon FireRed and LeafGreen\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pokemon Diamond and Pearl\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Pokemon Heartgold and Soulsilver\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is SEGA short for\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Super Exciting Games\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Spectacular Games\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Secret Games\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sega Genesis\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Service Games\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Selling Games\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Who is the recurring villain in\"\n.byte 0x0A ;\n.ascii \"the Wario Land series of games\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"King Totomesu\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Hiyoihoi\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Tatanga\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Spiked Koopa\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Zenisuki\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Captain Syrup\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"When Microsoft bought Rare from Nintendo\"\n.byte 0x0A ;\n.ascii \"they partnered with another company to\"\n.byte 0x0A ;\n.ascii \"publish Rare games for the GBA\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"THQ\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Konami\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Square\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Travelers Tales\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mass Media Games\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Activision\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is Capcom short for\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Capture Computers\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Capsule Computers\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Captain Computers\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Capping Computers\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Capable Computers\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Capful Computers\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"When did Sony stop making\"\n.byte 0x0A ;\n.ascii \"PlayStation2 consoles worldwide\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"2011\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"2012\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"2013\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"2014\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"2015\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"2016\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What system was the game Multipurpose\"\n.byte 0x0A ;\n.ascii \"Arcade Combat Simulator made for\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Famicom\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"NES\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Super Famicom\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"SNES\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sega Genesis\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"N64\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"About how many millions of\"\n.byte 0x0A ;\n.ascii \"sytstems did the Wii U sell\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"10 million\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"11 million\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"12 million\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"13 million\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"14 million\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"15 million\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Sonic was not always a hedgehog\"\n.byte 0x85 ;\n.byte 0x0A ;\n.ascii \"What animal did he start off as\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Groundhog\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mouse\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Weasel\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Badger\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Raccoon\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Rabbit\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What was the location of the first\"\n.byte 0x0A ;\n.ascii \"Mario and Sonic at the Olympic games\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Beijing\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"London\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Rio\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sochi\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Tokyo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Vancouver\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"When a box of Super Mario cereal is\"\n.byte 0x0A ;\n.ascii \"scanned in Super Mario Odyssey what does\"\n.byte 0x0A ;\n.ascii \"the game call the amiibo that appears\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Yummy Amiibo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Delicious Amiibo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Tasty Amiibo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Scrumptious Amiibo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Savory Amiibo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Breakfast Amiibo\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How many Pokemon can you start with in\"\n.byte 0x0A ;\n.ascii \"Pokemon Mystery Dungeon Explorers of Sky\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"17\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"18\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"19\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"20\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"21\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"22\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What famous cartoon character was\"\n.byte 0x0A ;\n.ascii \"supposed to star in the original\"\n.byte 0x0A ;\n.ascii \"Donkey Kong instead of Mario\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Felix the Cat\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Jerry Mouse\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Mighty Mouse\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Popeye\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Porky Pig\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Tweety\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionH_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What was the level cap when World of\"\n.byte 0x0A ;\n.ascii \"Warcraft launched and what is it now\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"30 and 50\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"50 and 100\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"50 and 120\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"60 and 100\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"60 and 120\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"100 and 200\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionI_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is widely considered to be\"\n.byte 0x0A ;\n.ascii \"the name of the main character\"\n.byte 0x0A ;\n.ascii \"in the Doom series of games\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Doom Man\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Doom Dude\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Doom Guy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Doomman\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Doomdude\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Doomguy\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"},"TRGTC Brutal Question [18Q 6Ans SECOND SET]":{"language":0,"code":"; NAME: TRGTC Brutal Question [18Q 6Ans SECOND SET]\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: +Number|CorrectAnswer\n; PARAM: +Number|IncorrectAnswer\n\n;====================================================================\n; IMPORTANT: This code is specifically designed to make a quiz for\n; player. If the player answers correctly, they win Coins.\n; If they get it wrong, they lose Coins. There are 8\n; questions total from which the game picks 1 at random.\n;===================================================================\n\nADDIU SP SP -60\nSW RA 56(SP)\nSW S0 52(SP)\nSW S5 48(SP)\nSW S4 44(SP)\nSW S3 40(SP)\nSW S2 36(SP)\nSW S1 32(SP)\n\n\n\nJAL PlaySound\nLI A0 0x4FD ; Lucky 7 Step Sound\n\nJAL PlayMusic\nLI A0 MUSIC_TRACK_INDEX_7 ; Custom music tract 7\n\n;BEGIN INTRODUCTION MESSAGE==========================================\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Introduction)\nADDIU A1 A1 lo(Introduction)\nLI A2 0x0\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INTRODUCTION MESSAGE============================================\n\nJAL GetRandomByte ; Random Int at V0\nNOP\n\n;BEGIN PREPARING BEGINNING OF PROMPT=================================\nSW R0 20(SP) ; A4\nSW R0 24(SP) ; A5\nSW R0 28(SP) ; A6\nLI A0 -1 ; Character image (None)\n;END PREPARING BEGINNING OF PROMPT===================================\n\n;BEGIN CHOOSING PROMPT QUESTION======================================\nLI T0 14\nSLT S0 V0 T0 ; Is the number less than 16?\nNOP\nBNE S0 R0 Question1\nNOP\n\nLI T0 28\nSLT S0 V0 T0 ; Is the number less than 32?\nNOP\nBNE S0 R0 Question2\nNOP\n\nLI T0 42\nSLT S0 V0 T0 ; Is the number less than 48?\nNOP\nBNE S0 R0 Question3\nNOP\n\nLI T0 56\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Question4\nNOP\n\nLI T0 70\nSLT S0 V0 T0 ; Is the number less than 80?\nNOP\nBNE S0 R0 Question5\nNOP\n\nLI T0 84\nSLT S0 V0 T0 ; Is the number less than 96?\nNOP\nBNE S0 R0 Question6\nNOP\n\nLI T0 98\nSLT S0 V0 T0 ; Is the number less than 112?\nNOP\nBNE S0 R0 Question7\nNOP\n\nLI T0 112\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Question8\nNOP\n\nLI T0 126\nSLT S0 V0 T0 ; Is the number less than 144?\nNOP\nBNE S0 R0 Question9\nNOP\n\nLI T0 140\nSLT S0 V0 T0 ; Is the number less than 160?\nNOP\nBNE S0 R0 QuestionA\nNOP\n\nLI T0 154\nSLT S0 V0 T0 ; Is the number less than 176?\nNOP\nBNE S0 R0 QuestionB\nNOP\n\nLI T0 168\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 QuestionC\nNOP\n\nLI T0 182\nSLT S0 V0 T0 ; Is the number less than 208?\nNOP\nBNE S0 R0 QuestionD\nNOP\n\nLI T0 196\nSLT S0 V0 T0 ; Is the number less than 224?\nNOP\nBNE S0 R0 QuestionE\nNOP\n\nLI T0 210\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionF\nNOP\n\nLI T0 224\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionG\nNOP\n\nLI T0 238\nSLT S0 V0 T0 ; Is the number less than 240?\nNOP\nBNE S0 R0 QuestionH\nNOP\n\nJ QuestionI\nNOP\n;END CHOOSING PROMPT QUESTION========================================\n\n;BEGIN LOADING PROMPT QUESTION=======================================\nQuestion1:\nLUI A1 hi(Question1_Prompt)\nADDIU A1 A1 lo(Question1_Prompt)\nLI S4 0 ; The correct answer to Question 1 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion2:\nLUI A1 hi(Question2_Prompt)\nADDIU A1 A1 lo(Question2_Prompt)\nLI S4 1 ; The correct answer to Question 2 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestion3:\nLUI A1 hi(Question3_Prompt)\nADDIU A1 A1 lo(Question3_Prompt)\nLI S4 2 ; The correct answer to Question 3 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion4:\nLUI A1 hi(Question4_Prompt)\nADDIU A1 A1 lo(Question4_Prompt)\nLI S4 3 ; The correct answer to Question 4 will be the second answer\nJ FinishPrompt\nNOP\n\nQuestion5:\nLUI A1 hi(Question5_Prompt)\nADDIU A1 A1 lo(Question5_Prompt)\nLI S4 4 ; The correct answer to Question 5 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion6:\nLUI A1 hi(Question6_Prompt)\nADDIU A1 A1 lo(Question6_Prompt)\nLI S4 5 ; The correct answer to Question 6 will be the third answer\nJ FinishPrompt\nNOP\n\nQuestion7:\nLUI A1 hi(Question7_Prompt)\nADDIU A1 A1 lo(Question7_Prompt)\nLI S4 0 ; The correct answer to Question 7 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion8:\nLUI A1 hi(Question8_Prompt)\nADDIU A1 A1 lo(Question8_Prompt)\nLI S4 1 ; The correct answer to Question 8 will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestion9:\nLUI A1 hi(Question9_Prompt)\nADDIU A1 A1 lo(Question9_Prompt)\nLI S4 2 ; The correct answer to Question 9 will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionA:\nLUI A1 hi(QuestionA_Prompt)\nADDIU A1 A1 lo(QuestionA_Prompt)\nLI S4 3 ; The correct answer to Question A will be the first answer\nJ FinishPrompt\nNOP\n\nQuestionB:\nLUI A1 hi(QuestionB_Prompt)\nADDIU A1 A1 lo(QuestionB_Prompt)\nLI S4 4 ; The correct answer to Question B will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionC:\nLUI A1 hi(QuestionC_Prompt)\nADDIU A1 A1 lo(QuestionC_Prompt)\nLI S4 5 ; The correct answer to Question C will be the second answer\nJ FinishPrompt\nNOP\n\nQuestionD:\nLUI A1 hi(QuestionD_Prompt)\nADDIU A1 A1 lo(QuestionD_Prompt)\nLI S4 0 ; The correct answer to Question D will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionE:\nLUI A1 hi(QuestionE_Prompt)\nADDIU A1 A1 lo(QuestionE_Prompt)\nLI S4 1 ; The correct answer to Question E will be the third answer\nJ FinishPrompt\nNOP\n\nQuestionF:\nLUI A1 hi(QuestionF_Prompt)\nADDIU A1 A1 lo(QuestionF_Prompt)\nLI S4 2 ; The correct answer to Question F will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionG:\nLUI A1 hi(QuestionG_Prompt)\nADDIU A1 A1 lo(QuestionG_Prompt)\nLI S4 3 ; The correct answer to Question G will be the fourth answer\nJ FinishPrompt\nNOP\n\nQuestionH:\nLUI A1 hi(QuestionH_Prompt)\nADDIU A1 A1 lo(QuestionH_Prompt)\nLI S4 4 ; The correct answer to Question H will be the fifth answer\nJ FinishPrompt\nNOP\n\nQuestionI:\nLUI A1 hi(QuestionI_Prompt)\nADDIU A1 A1 lo(QuestionI_Prompt)\nLI S4 5 ; The correct answer to Question I will be the sixth answer\n;END LOADING PROMPT QUESTION=========================================\n\n;BEGIN FINALIZING PROMPT QUESTION====================================\nFinishPrompt:\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\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.\nJ AILogic\nNOP\nAISelect:\nLI A0 2\nJAL GetBasicPromptSelection\nMOVE A1 S5 ; A1 now has the AI's decision\nMOVE S0 V0 ; S0 now has the chosen option index\n\n; Obligatory message box closing/cleanup calls.\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END FINALIZING PROMPT QUESTION======================================\n\nJAL PlaySound\nLI A0 0x3EC ; Drumroll\n\nJAL SleepProcess\nLI A0 25\n\nJAL PlaySound\nLI A0 0x3ED ; Drumroll end\n\nJAL SleepProcess\nLI A0 25\n\n; Change the result based on the choice.\nBEQ S0 S4 correct\nNOP\nJ incorrect\nNOP\n\n;BEGIN CORRECT ANSWER PATH===========================================\ncorrect:\nJAL PlaySound\nLI A0 0x419 ; Fanfare (Curtain Call)\n\n;BEGIN CONGRATULATORY MESSAGE========================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 CorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Congratulations_Message)\nADDIU A1 A1 lo(Congratulations_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END CONGRATULATORY MESSAGE==========================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x2BE ; Mario's Taunt Index\n\nMOVE A0 S4 ; Presumably needs current player's index\nLI A1 5 ; Joy Animation\nJAL 0x800F2304 ; CueAnimation\nLI A2 0\n\nMOVE A0 S4\nJAL AdjustPlayerCoinsGradual\nLI A1 CorrectAnswer\n\nMOVE A0 S4\nJAL ShowPlayerCoinChange\nLI A1 CorrectAnswer\n\nJAL SleepProcess\nLI A0 30\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\nJ exit\nNOP\n;END CORRECT ANSWER PATH=============================================\n\n;BEGIN INCORRECT ANSWER PATH=========================================\nincorrect:\nJAL PlaySound\nLI A0 0x40F ; Buzzer\n\n;BEGIN INCORRECT MESSAGE=============================================\nLUI A0 hi(coin_string_loc)\nADDIU A0 A0 lo(coin_string_loc)\nLUI A1 hi(percent_d)\nADDIU A1 A1 lo(percent_d)\nJAL sprintf\nLI A2 IncorrectAnswer\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI A0 -1 ; Character image (-1 for none)\nLUI A1 hi(Incorrect_Message)\nADDIU A1 A1 lo(Incorrect_Message)\nLUI A2 hi(coin_string_loc)\nADDIU A2 A2 lo(coin_string_loc)\nJAL 0x800EC8EC ; ShowMessage\nLI A3 0x0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n;END INCORRECT MESSAGE===============================================\n\nJAL GetCurrentPlayerIndex ; Index at V0\nNOP\n\nMOVE S4 V0 ; Move Index to S4\nLUI S1 hi(p1_char)\nADDIU S1 S1 lo(p1_char) ; Load Player 1's Character address\nLI S3 0x38 ; Distance between each player's Character address\nMULT S4 S3 ; Multiply Current Player Index by S3\nMFLO S3 ; Move the result to S3\n\nADDU S1 S1 S3 ; Add result to get current Player's Star address\nLBU S2 0(S1) ; Load address value into S2\n\nJAL PlaySound\nADDIU A0 S2 0x287\n\nMOVE A0 S4 ; Presumably needs Current Player Index\nLI A1 3 ; Sad/Despair Animation Index\nJAL 0x800F2304 ; CueAnimation\nLI A2 0 ; ???\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL AdjustPlayerCoinsGradual\nNOP\n\n\nMOVE A0 S4\nLI T0 IncorrectAnswer\nSUBU A1 R0 T0\nJAL ShowPlayerCoinChange\nNOP\n\nJAL SleepProcess\nLI A0 60\n\nJAL GetBoardAudioIndex\nNOP\n\nJAL PlayMusic\nMOVE A0 V0\n\n;END INCORRECT ANSWER PATH===========================================\n\n\n\nexit:\nLW RA 56(SP)\nLW S0 52(SP)\nLW S5 48(SP)\nLW S4 44(SP)\nLW S3 40(SP)\nLW S2 36(SP)\nLW S1 32(SP)\nJR RA\nADDIU SP SP 60\n\n\n\npercent_d:\n.asciiz \"%d\" ; 0x25640000\n\ncoin_string_loc:\n.fill 8\n\n; Here's a list of the most common bytes you'll need\n; .byte 0x01 ; Black Font\n; .byte 0x03 ; Red Font\n; .byte 0x04 ; Purple Font\n; .byte 0x05 ; Green Font\n; .byte 0x06 ; Blue font\n; .byte 0x07 ; Yellow Font\n; .byte 0x08 ; White Font\n; .byte 0x85 ; Period (.)\n; .byte 0xC2 ; Exclamation Mark (!)\n; .byte 0xC3 ; Question Mark (?)\n; .byte 0x82 ; Comma (,)\n; .byte 0x0A ; New Line (Writes Below)\n; .byte 0x5C ; Apostrophe (')\n; .byte 0x29 ; Coin icon\n; .byte 0x3D ; - (minus)\n; .byte 0x3E ; x (multiply)\n; .byte 0xFF,0 ; FF=Pause\n\n.align 16\nIntroduction:\n.byte 0x03 ;\n.ascii \"Brutal Question\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nQuestion1_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What year was Electronic Arts formed\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ;\n.ascii \"What year was EA Sports formed\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"1982 and 1991\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"1983 and 1992\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"1984 and 1993\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"1985 and 1994\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"1986 and 1995\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"1987 and 1996\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion2_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is the X in XBox short for\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"DimensionX\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"DirectX\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"DurableX\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Xciting\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Xtra\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Xtreme\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion3_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"The PlayStation Vita is named because\"\n.byte 0x0A ;\n.ascii \"the word Vita stands for what in Latin\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Alive\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Entity\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Life\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Soul\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Vitality\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Vitamin\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion4_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How many NES games were\"\n.byte 0x0A ;\n.ascii \"developed or ported by Rare\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"26\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"33\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"40\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"47\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"54\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"60\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion5_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How many millions of systems did\"\n.byte 0x0A ;\n.ascii \"the NES and Famicom sell combined\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"100 million\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"200 million\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"300 million\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"400 million\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"500 million\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"600 million\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion6_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What console was developed\"\n.byte 0x0A ;\n.ascii \"under the codename Katana\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sega Master System\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sega Game Gear\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sega Genesis\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sega CD\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sega Saturn\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Sega Dreamcast\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion7_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"The Goldenrod City Gym in Pokemon Gold\"\n.byte 0x0A ;\n.ascii \"features a maze in the shape of a Pokemon\"\n.byte 0x85 ;\n.byte 0x0A ;\n.ascii \"What is the name of that Pokemons\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Clefairy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Clefable\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Jigglypuff\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Wigglytuff\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Chansey\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Blissey\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion8_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"When the XBox One launched in North\"\n.byte 0x0A ;\n.ascii \"America in 2013\"\n.byte 0x82 ;\n.ascii \" it was sold for 500\"\n.byte 0x85 ;\n.byte 0x0A ;\n.ascii \"How much of that amount was actually\"\n.byte 0x0A ;\n.ascii \"earned as a profit per unit sold\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"12 dollars\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"28 dollars\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"44 dollars\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"60 dollars\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"76 dollars\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"92 dollars\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestion9_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What was the first game\"\n.byte 0x0A ;\n.ascii \"the Konami code was put in\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Contra\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Frogger\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Gradius\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Kid Dracula\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Life Force\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Silent Hill\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionA_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Who published the original\"\n.byte 0x0A ;\n.ascii \"Guitar Hero game for PS2\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Aspyr\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Harmonic Music Systems\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Neversoft\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"RedOctane\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Underground Development\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Vicarious Visions\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionB_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How many games were released for\"\n.byte 0x0A ;\n.ascii \"the Virtual Boy in North America\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"11\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"12\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"13\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"14\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"15\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionC_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"How many games did Square\"\n.byte 0x0A ;\n.ascii \"develop and publish before\"\n.byte 0x0A ;\n.ascii \"releasing Final Fantasy\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"1\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"5\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"10\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"15\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"20\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"25\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionD_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is the name of the person who\"\n.byte 0x0A ;\n.ascii \"shouts TOASTIES when an uppercut\"\n.byte 0x0A ;\n.ascii \"is performed in Mortal Kombat\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Dan Forden\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Ed Boon\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"John Tobies\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"John Vogel\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Ken Fedesna\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Neil Nicastro\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionE_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What is the name of the animation\"\n.byte 0x0A ;\n.ascii \"technique Jordan Mechner used to\"\n.byte 0x0A ;\n.ascii \"create bothe Karateka and\"\n.byte 0x0A ;\n.ascii \"Prince of Persia\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Cutout\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Rotoscoping\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Stop Motion\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Morph Target\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Motion Capture\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Drawn on Film\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionF_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"Name the first game the King of\"\n.byte 0x0A ;\n.ascii \"Fighters tournament appears in\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Art of Fighting\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Art of Fighting 2\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fatal Fury King of Fighters\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Real Bout Fatal Fury\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Garou Mark of the Wolves\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"KOF Maximum Impact\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionG_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"In the Mario series of games\"\n.byte 0x0A ;\n.ascii \"Yoshi the dinosaur has a full name\"\n.byte 0x85 ; \n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Yoshisaurus P Munchakoopas\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Yoshisaur P Munchakoopas\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Yoshisaurus T Munchakoopas\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Yoshisaur T Munchakoopas\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Yoshisaurus D Munchakoopas\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Yoshisaur D Munchakoopas\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionH_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What system was the original\"\n.byte 0x0A ;\n.ascii \"Towerfall game released on\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Atari Jaguar\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Virtual Boy\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Neo Geo\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"N Gage\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Ouya\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"PSP\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nQuestionI_Prompt:\n.byte 0x0B ; Start the message\n.ascii \"What RPG won an award from PETA\"\n.byte 0x0A ;\n.ascii \"for most ethical treatment of\"\n.byte 0x0A ;\n.ascii \"animals in a video game\"\n.byte 0xC3 ; Question Mark (?)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Animal Crossing\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Harvest Moon\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Stardew Valley\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Undertale\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fable\"\n.byte 0x0D ; End option\n.byte 0x0A ; New Line (Writes Below)\n.byte 0x1A,0x1A ; Option indent\n.byte 0x0C ; Start option\n.ascii \"Fable 2\"\n.byte 0x0D ; End option\n.byte 0 ; End Prompt\n\n.align 16\nCongratulations_Message:\n.ascii \"Congratulations\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the right answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You win \"\n.byte 0x06 ; Blue Font\n.byte 0x11 ; String #1 (CorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 16\nIncorrect_Message:\n.ascii \"Oh no\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You got the wrong answer\"\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0x0A ; Enter (Writes Below)\n.ascii \"You lose \"\n.byte 0x03 ; Red Font\n.byte 0x11 ; String #1 (IncorrectAnswer)\n.ascii \" Coins\"\n.byte 0x08 ; White Font\n.byte 0xC2 ; Exclamation Mark (!)\n.byte 0xFF,0 ; FF=Pause\n\n.align 4\nAILogic:\nJAL GetRandomByte ; at V0\nNOP\n\nLI T0 0x40\nSLT S0 V0 T0 ; Is the number less than 64?\nNOP\nBNE S0 R0 Choose1st\nNOP\n\nLI T0 0x80\nSLT S0 V0 T0 ; Is the number less than 128?\nNOP\nBNE S0 R0 Choose2nd\nNOP\n\nLI T0 0xC0\nSLT S0 V0 T0 ; Is the number less than 192?\nNOP\nBNE S0 R0 Choose3rd\nNOP\n\nJ Choose4th\nNOP\n\nChoose1st:\nLI S5 0\nJ AISelect\nNOP\n\nChoose2nd:\nLI S5 1\nJ AISelect\nNOP\n\nChoose3rd:\nLI S5 2\nJ AISelect\nNOP\n\nChoose4th:\nLI S5 3\nJ AISelect\nNOP"}},"bg":{"width":1152,"height":864,"src":"data:image/jpeg;base64,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"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","boardlogo":"data:image/png;base64,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acPb0Qh4/N4/EJDhh6EEEJHWboKQU6BDVCWkJ4y6cAB1KUO8vKJLD3jZoEFesBECLLTYDbu0bGxhN0jKB8yNHd9AK5ecBzPlSM0vIjlVe2K9BjOZ6Nykz2x5usf/JhGcgy4uI5dcOUOgItRbhLeZyTm/zLtkr+Ld/P88Vd7+IkeC1/SgbJVK1Zgp5XAT77bvTCFNsKVnXmyqWYGKlHyxE4kryu6Z0tP6PsrFijBMG3/n87Fb8XwFchdC4BoI4zD9pXY/byWa71yFMBMYxYeZpzqZtegO57Man0vfTnmbLf1pCTtllCeZfs1AfYGoGnhaxcPnE41ikr3KeHqBefXSN2aYAoSoHKOFj2aPy88j2VGZHS1JqWkBOV+61pVqQKoDUoe68RSxCtGPbimWE8Rx1E68zFqy88Sz54kmu2xF/5j34oFgHg85c78cqRufTiDBENXUvQXrL/jGvKpIdemIMxHulZQov3pqcmDSK2dAAsK4e0eRgdmaxXQe9KnQoPbqUOdejRozX6Sm/QPKmjyX7O7PvkGetX0OhvRbkmn7EsafIQrE16sAJ7nuFTjfDdxQw+7zMjTYD93e4Brtgzp5w4wVLeao+0DTLK32w4Q2AnaWqQ5ubmYd5ohi/2m+TdPOccJDthizPPIr12UpupDe9Zgc4ys4Gxc1hb+/LsDK8O2nH8yCvRRHAHWO0sWxpyQEZVw9JmvwVKgtIVc6GKMOG99OeTqrTHEENU9JPxZ7vyb4DSeXYO6ZpVG6LWGENGmtFGNpxo30tDpm9nMFmos57fymfbPRXfTLjwznNZuUrgsf2RtTaAIgj3l2KkUYuJehCCz8dUqxzPfeOJnA5TnV4b/95/8lPRGm9C01K88cIlxM9gF/lJGSrkSk/OoYoy4NewCuSfAxTph0IDQGKkgwBLZdQBcid1e7/P2k+pnkARsj2MHoZd78/+v4Jen6JeOhXySnA0FkX+c/qP4KqSCXxU0VKsqfeqQ9yRF/QEzUqPl8yXeaezwJ8P5FN5I3kKsIKhgCwI25/ZiMZIK/N/1yeF1nlTgpNcF2ryOifFQiB06UyjSqiBMDSwuLOzl2Ok0k/L0x/i3meHLc8sd0rnMzYwwpXWGWFz1YaNo4gNDYX4XcvUay/GaG0Yl86ejNEKitFdLECRhtPLQxR4AvAj/4HzAhOibez30p93QlVJekYrnzkjS5WlTtTxAMeRlUsnD0XLsACvzNVGikVN0OCzsuBhCxdLyUAdQDW9HOWIpu4jNOZte9vHJxQJuHpRhtqdejUWu0594WmBJb2/Qbz4ve+QFZ5Rpxw//Nf+YtQnWnGhA/g51QX5qzoIs4wAwwCkLCFDTkDNz9LI2bC08JqQSYEKCioVAUyPT2MucBbeV3pgRjXIrZ5x1oNUrJyift6fukY56hr644gyj0XNvKlrBVB1moqMKuG16cXZ9ZgDk9SrWoEey4RiZ1Lk/eiXedk37koPV1b53WmTDkNJbwH01FV+orN9PPL3psGkJUtU8ktarT6fc+oojCoaX6bp1SEfCIjA1p5xWgqAOL0eCfUGlUCvjLwQ4KoDI2mZuCo4+ryApvRTWMmRXp/oL8QoofSlcydjfuYiUi3AAZTLa41FYS2hI4UKTYXvfs6+EtXC7N5Lf25JH6qPYg3ScNpcKCbykB4RbbW4uBDzC91Ys3lLDGujGLB6LPScQO3yS8NhgXC5EWlfoS6nTCFs/tn46ZUBJjb2MEM4vU6EQsDxGmjoNC7X/daiE9Otajzz5FeiP38tSo1WPPbXfirW7V4XC/x+5vXr0Z1DVkEGl8zp0dlPFpVGMcBBqKyHBPV8tl7U0BAY+fYQ8BzsqIkngLx0SlfWgN+cUWHfnbG4U7r8TVrRKgDb8XDvBZw4RpstQK3oB3cZqNO/XFggPd6j1+d9RlE15d8qc1YR5QaqZfYJ2jowyUfO0unZn4oR5SrXuMRzfeoinS5E6Pa71vLdnrR4JllBYwNqsl+XOpmToQZpCBMHuvvIDEysVbsxe+kk7r2z4Wl4BDT78mCulsrkVActlcCVI3lezlazVMGwEk0xrr8Y89cvIVA9hLAbDfJyhnzZOX/cX3iiWi/owovUGwR1M5f30p9vsv9NUOCEqAh6tDNN7ORjPZpRl4J1Z+LUkddjsslvtKnelRtlKGN6S7Zuyg0GzyM/p+L7i/JSgIjJcvIsaJGcRlLCA0yvC0Nqt/TVC6cj5udS1m7/4Edizb4NcQk5PnmsHVcvEYJDV4/fnNisw9dVwLrFxOGcoL9UzQnOvSXnIRp6GuK/7cElVci4S0HVD52DHLjB4Bd9hYAPRsD5kepHznt14UC5oaqQ4IkjftBqPe3/G9Fry/Ba4ExYX46aCiBcQo/08tLw86jV97n0Jrlg/b3m95V+v5r6qJ6U4Dlgn91NlG8VMlyH3oKL7+Lk9ASTMpADIgiGc/xkjM1ggxfW1obGCspAGrzhDb2FuHz5MoIAmMH4lbTyzEoonN8Lri/fUdwj+yv9Tlw8fTK67fm0yIMlHHaEbtgRVJsUq9enaBbepX6GhhpbRh6E3u+lP9dkn2wBTig14Vnhxdm2tDvNrbEcQXa61y9EY8hnLF6NIyMFFN6uFT9mP6/dJ0ICn2li2h1xVBKVST559Li5+KzM4kXh9jX11Ai33aKlgWd39PAr0WjVYnr95rjxAwfjGgJz8eogTr25EHOd2egBwoLebG8QHVd4dCLa5u0808zdIBvaNNKAn4eRh2Gt9Ak2pUozlpB7+xelNvXHiAew6xOGd5HrYsK/4XIBTgKck6eNnPTs5JvdQwLagHMCp3oCqOYKJ4+sKTpATjIqp+Yk8Kkfxf3FmSO95YjWaDPGxsYol9+4kEApb5f1UXrsinBjBG5/LxUCrED5H41rIywn+JTCaNIaOUKleDsPsI45uXLlSj6/cph83s8rVtrv78xT+DJ5bfba1eh1F7LxnBfmSFUKmB6ljZp3mhQEvtl3YuI3xKb4/F76c0uClaBgu7wFWMUPKStLhHdVQQJlPn7kcEyNT+Sop22vMU1lL3Q7gWQlFfJUjHiuyI7n7HPjULY8il2DAJnqMJqj9Xjtuad5eBATU9PxI//OY1FuNGMeMTnx6pUcnEuQgsReF1DuKceCK/KaovQ2HFh+Ril5jUMgXP7dkNtBDpzc7IOrNep5XpF3QX1FH3r2TQK4xVSXIqUEL4OR9fe5Xqeb9wlwXpdGVCIB9C2ZL56ECihe5kPmQRJILc9+v9GxVowAgupRjmajp4LvMnkYi07y3n7G9+YBLlsT2Sh/csRrWSK10rI8vbcVZnP4XbDUvjW7s9G+cj52b9sTnUVCizrC5W2umxw2sTQNGG7+leja/1B18vMwJgkpWv1hXDv2BOHSfNTx6FwBQtNTIvdVsOquczTmgQ5p0iarJIg/97j2mPj5vfTnmhwScNAjfT4VENFxGaX9Tfb/2hdYhIedmJm7Hrv3746Fuflo0MzjSzVkpZcK2nUgzW6SWiEvS4SbyhkxB/kDrpU64AcIAViG164hHgFI2wuznJdiqnM1Jhevxfk3XkNg6/HBf+cvRezdFC9Aw+uvzselq/1YBMT6lVFocQs3PSP7X/TC9K+IKShPXysnuwBEA+XfkFZXlmteF/Syzh4828d9c9OQUrUZHYEOuXTOYx86V87yQS8265WAR8huXanDsN9VpRLEs5/dfTfJvRiEgRp+xO9IfVPuq8T4JZ6VbvUzPUdK9T5DX8NldWRA6J2rt6CplxGURoNcec5uCnJJr3YZE99Lf9LkXC47ic+eOhUTk6NF/4TMtY9BkIThTv60CVp1h91tUASn146rly8s5/Je+oFNKj+6mmEq7a2XsqJUeioIR3o4rtqxT+zMiTcJWVMds19Y7TaysLM++9DaBKPp+ZkpAIFiO29Q78i+Oz0mt3pybfpcuwsQotCAyOrJsXj11Vdxa5pRXr02th3cQFgbsXh2ProXMbCAZ9FnVoBX5kl57lfoVBUnZDuKnMCGrHo9vcWiCvl7F2+23R/EQte18RyE3B1Axn7DDvLsBg8+A0vS+9Ibs+5ZJrzJ+uEJZpi87BVKh6AkwhVnPWqdjcIT9Jp96eZT5Lec53K/X/KZ7x7ea55teGg05eopr5undXXitXSkI0N6q5//vfQnT/ZVeFy/ci5Kg66TW2KUkKCMdc0GxDo54lTHgg+cDY8M2xHsrhxXL58qMnkv/cCmXHSP3r4dphUq5fQLMcy5ooKZ22I40f3SqTdRyj6RAcqJ9zLQU0RK0jACIMWE30GO6Nr361ZWqfiApff0a9xjGfWRqE+sikmEaU2rEa+99HT0Zy5HaXQk/sr/5S9FaaoSpxaX4urh2QQ++6zryCMBCIAg2BKpAMr9JQc9HPAowM4NHOyDFsycWjOgfnpwfncvPvv87KcWCHt9zoBwt7MU84udGLQBaTLJ+bLcm74Z9wt8Zi44uWem66K95q5ICbIaB+59K+npJt8EwcJbq+oBLwOeG5aYtAd1AL/ZgBcNR5RdjODAzRBvFK7SMFk2ydUq6qF9j4bF8rdBu7wHgH/KpL1EbLAui3H+1NGc0tJHcPQETRWEt4mAdgcLec0+mwZCcfrEEYTy7e3s30s/mMk5bPYDuuefMwVMDly5IkQwBLqyf8pR02ZJkJiN0vwsRlDwKbavikHh2dQbDfReZS9Ac8VTcV99Pzv4pQc4IO9hrY7ij8aaZiOqXbzB0+cVrnjfIw9HZ1Ut3uwM4uRLM4SY5JcAguIjqukl4bF1pRnQ6Q4q6Vnq/XU8kNEO5RjWCl4LyPICHqbeXg83sDsQ/HievPLMMwnifF+qWlcHagrvLWkGdBIEydPR2ly7rGEAoEo8lF4fSTBz2pB7bOaAEMfKb/rUPqO3OOhCV4/8uoAt5QuUdtSnZ+dUoNzmqvCm3Y3prXyWzwMNFYfg7DPvAeCfNiUHYfZgMS6eOxZVrfegvdxgWCK8vp6eIR6hc5lqNNzi7Fx0Fy5FZ/FKZvFe+sFNKrki4MyAfsWVOkgDilUFWNz9xZODBoEBXEIOKu2ZaM9fiWYF7wNPyP60dqnwBBGYqAGUqKq+E3nznes1wMLNOTKkTtewliHddWRrbGkujjz/JGX1Y2LVhthzz464AlC9dKQTC1cxz9UGwFMFCM2xCD37AEkR6BKVVAFiQGeB/PJ1EHhz/R5AyP1tvUHq08bT6/YBSigYCPSVEXKq48nVABqiHJ7LNbu+HwV+kGOCqp6e002KQ6wCdGBQDix6XwKc3OMAPPv81vVp7hPs0Jb0Rvt9p+5QBuDfHnaK7gCZD6i10ScHrx2N910rZdct1xrFZ27JfTWrzexnNRyu2TcJqC9hNJbgn/e8l/4UKS2dLn0sYr2W0gucnJhIK5tuPKGLIU61DEgSbjTq1Zg5fyqt8WgTYX4v/UAnByRMtDCgJwA4Jmwoa4gLlAEM4E928jcBRLQvBvMz2Q0iIKCxPC1A4QIZ2jkggbLnigiUNoGCPD07/SPV2lBCwOrMx+K1C9Fz2WSpEZ/8qU/FQrUWlzvDuPbqXEaSBJgJRA4EZKhpudDnVC9/da5fBy/N4n2Jk95fG8/UFSYCjV6foWMRIrvfYLEJqs87NctC9B6tx5DwHCoBuMJjNfR22ot7Axq+uo2+gxXyxOSouSn78Ljkvn6yRCdND87yM1HeAJTLPj08UKer8XPWRXC0z292fjFmF+aLkFxvlbo6AJMj8Q4+Qq/etfNoBWN5mH2vRQnvpT95sskd/XOftH5cuXghhp3rOR9LAXOkSmFYyi3Dhzkhdn7uGsJB+LC4UGTxXvqBTcNlkFJxV3qUnKuHjqbiommp0G4Tbx9cuTcbizNXo7rUzX5Bt1LLZV886zw8FV+ZQV0RH5R30OPoFBGFQAUoVAGqBh7fCMcrLz8Tnfm5WLVjd8TaiSjVS3HtzTbyZ+CLYcYFdRfmjh6U5UOHo63FUXhhgraeqDMilqQBr8t+Pv0j32qYHhjXjGY6giPnBYw5jlSGrgKrh9Mfcl6gdEOj638F8exzM6wHLwV+eaEjuxLmS0OyiuTnHDXne9oWf0gg1yu0DtDIJQEw5y0a7vKbmNp1XiMeoVNvMlwe8hka5JnT1jQGOW0J1jZxTKTjPQD80yYY6jQC90gzTBmpD+PoG6/F6JjLnBbzFhtao+3SocU5hR8rRAs2sI7vpR/spPJp6nKLp/xWpFRgUEsFVwH13vIVqgDf3NXzRKydXCliiGY/cYqQCp5AhOxwv6DIQ+aG/JSJIgjn+L3GvSPIW2upHQsdp8/U4u5HPhQxWY8zi8NYvEB5oIcrihIEyKIPKIklCTrQZX+ib3QrRn4Lqi07d0UXYDhyvp8kGLOS7IsTdDp4WEv2w/mEACQDSEY6K96dAJubOfBd8HYAx5FovUA9PvnitT8oLUF/grN5kqVAqxdrsh65MQJ5pMGAzsyPfH0Np8/ptfoCs7x/OZ8iLb11b0HDH5G86b30hyWYDoNtZEWptzgbC7OXaZiFaLjleXqCdt0sxZULZ6JZ6Ueda3aOp5S9l36gk/1qwpYpQ14+q2wqaIII50atyY05+URnJgYdDGN3MfsBnfIiQOa9Tmo2Xi7X0wNzsX7u05fKSs4YWIFtku9jw3Z0z5+MAUa0unpTjO1dExfwwE4ddxuuKqGnO06TFfrrKgg9tBVd1hMr3klT0CeAiFtirZ5TztODDo8EQX7L8JmzHpRL2ty4wful3Xw9zMtR6wFh88q1zJg6klM6AZCe3l+VzIpVWOpHcVhHMi74t3zkAApnx5dybz+ezXzJTM57tlw/O01HADcJ8rreA4xObuO1XHYCJversOZV3P2HpLx5Oa18fue195LzkZwF70ie7YdVj15cv3I+mjVDGUIAG7G3EL32THqBfMEiozoIynvpBzvpLdmKQp9pRZ1dI5wJAEk95w5HRFGeqPHbldz5B08FAFEWVEY9sPTI8NZMbq1myOiRa1sBhyq/+Y6Y6UbE3NkjoMlUHHjwgRiMV+Iav7XPFQMrqdwIpPl7dkdnZbG6ovGNWk5lkSZBIbGHy6nbEOw1QTnBZgXMSG8B2/LnPOeTxbMrwOMvuWqK77lChjzTO9QT9T5ucFDQvsEVbyyTHurydTdHyN8yS3ljvx4hOWfr51zADkZC4PO7z/is+XvY9+eyu6KM5fXSHoTl9v/ZUn8kAJpyDzqRP/szqC6fPXu86xONYEOkECm42eHajWuXzqaFL/W64Wan3bnZ3FK/BDiWUYBscBHzvfQDnVTQQplMBeilciIKplxfbhioIjsySUha48creG8NQtgCHIt83EVc/HHk1b47U27jzkdB0GV1eklVQ2oijfL81SiNrI2td+yN6+ji7CVCZYyx4GZYrDdp0Nzg2vp1q2LMlzMRWit7yqujz2q1hynBm+sry9ccmNGDTC/SM3c4fcdzAl2mwlczpUyjA34rfuUTrpufc1SX35R478v85An5FQegB23uNbgCZOYsbXYHGK5nHuhaOhtV7qvVosk5J3jLM2jvDroApKtLinx965zP5MoqTQN0p66ipvXqv8V+gAWiFhV9L72der1i0bfJhqtz6OIvLl6NzsL1GMHaNGjMhZnrMJ2QhkZ11HgIELrd+XvpBzsV3gZAgWn7Pn9Abw3FzPYm5uwNCEnRNj/7nufyoB31IBqo6pW4fTygxTP5bg6S89WyIx8AcEqHa3Z9KVYdo9rEjTt34jgA2o3RA7dGabIeM6hm9/xiDsDo5jnoMbfQSfpQ3Kgjaq4XLlQYb5TrYlgBQgXgGJLmu24oNd/ExrWV5EBOznXUq7OM5YuOBguNK/ggeBcgR4gMUJkMdBy86IOzA+pkmb7rpEr47meTZfFTkQQu6YZ72R9JjtW+v78N1Mkrn+XSEmfvF5ylXfoaGIF6q8nPlWhQUewOjsgg51qO1pvZr2m4/McCQNciJoPewRBTQeS7O1UwJUMsuY3haFm+hR9BaqAN1y+ej3F3/4BP7TkAMIWM5nREjEZ6bzfnH/yk0uZAAKq34hSJD/bVOQJp6KqeYAfxTlC3YS89xpGaqIAXJ8hlGIpX11cdkQ9uVp5c/eEwhZDkdV+96UYK9VY9zp4+EW2M74EHDsQV81gYxPXrxeTk2U4vFji7KiNljhwuXLoQ/UXgIUeVSzEGCDgIl8CDvDqo4ZZVAnFuW7U8lcW+TOkfVouuHVe2OMWkgCForfGcE7MTqOyzc9Cl8Lac+pPhvCCZAES9qJN5QFmCmGW8tWROlvBsr0tOZki+3mc/YId7i11mih21O9RxrtuNAfeWHVyydBqgCHcJ+eHR1NhI0r3I7z2MzQBP0Lr0E/icD6kH/G+RJPad6Xd/fzcmd5ZVSAU0mW+/RW4bxPWZS+fS6vfahL+LC9GA+VpJJ8DKOkOb99IPdkpw4Pj9Uh0ldupKggXK5y4kqZyAQ/TmCVnPxJJz5HJjVDv1kQ2yEghcSeIfsJdem+vNa/UCEH3Xr2F1ozkatXXOPYy4egqYpCw3IFhYdJ0udAHM5dyYF8ABOHzW1RG5wQA0j+JZvpWgL8NagEZ6V5yelTQEvJ0EneEj162zZ/PzvccZZlIHMqBc66pD4NZurit2HiIkA2bFVJ+EKwBIoCvyWVnuZ/6CdEZV1CVfdM5H+w89i73+1oEHLm/LDRRWaM+Et1uvxprVU7Ft23hMTExnN0LVV3nysGuEHUzSI/XzvxUAmt4Dve9PVWSoVMHzw5rYeH0ahVahcbDAnXlc707MX7+Sw/9p1LKPpAiBe0OXq7+XfpBTLttaViN1Y0U/Uh/1fmhtk9dzvp8hJEqrUTx35hiyQ5jH40UgqegIEEAFF/Ppst9FDIEWMACgLlw6H6VGPW67775iA19unD/Xx+vjNm/lP4FDz0nQMYysj4wCjsXKDaiJPuFxdPHouD+9LdPyUr7Mg/I9vDfrhbHWyDuIktu0LddVr8s+QdArgchvJXxFgU0pN2s3dBDwUj+kKYG6OPyc3xPMeNr+PQ7vd99Cn1kxMCt9rfYT1u02cJAEuuSr+/vZ5QDWYSiqHBEj40sxOTkadfdfBPytenqa/C6V+Xzm+G+ZVhr5vVQIbM7oJxVCsdyBi5Xx8uL8TFy/dg3GO4JXhDapNKkhSOx76Qc6rSjnik6kkctPRVr53Wkntr2GUVfG/rj52atqdQKGaVmMMq8hv+sV+bthoGGxedVAoAsXLtjLEh9+/20xiqJ3ruDR4G3p6Qkk+a4RvSLl0EE5koDSwRh7vYJ35uioyz+8XwAyb8HMs/fmqC3flWfcqzwLgIKI+aYcS2fev0wzMr5yvaiT3qB8oQ6cHOH2/hzkAdhc2mYd/dwlnPXwdwHQeic4JkBThow1pBe6zJN6WJbJ78UAit/KMTMzE+fOXYljxzoxM1t0PfmukMyX1O+4PHUpWq1WVKY23Pq4kzipMw3AmX8rqSBmucC8RURfPpY/529/itQbjvK/3pFstLbJzuV8YRw0KRdFmf5mBy2/QJv0Fgw2WXue4xavF984dOV5cuXw/yIVd9gHw0XqWjDd93hoofM5P1uuI1lD35VQzzDA+/TglMJK4P4H17jPPgsJ0N7ZGFV7HmbORbl/lVvnKQ9hTKIoB+taWSJf7sv6Zd35P4GRg3vy3qTPm5Zp1avIW4r7i5Dl3yYV9c63allGZvbuTU7RkAvFzAY44xk+v314rfhsz1EhR1zLdra95aPNoz4kZ/OaHfNEcDHMAlaMpAX4sOUVXSGdmx6LfnsmGsNeDm7k2924baSCVDlbQOAcAFyA1up6LSYIoy8cex1ALMd9n7w/voY3c+X4Uixeb2efm2+jMw9pcrR5CtEcK/WRtYUY9VWcDr5Ul6IJ/VXymmpfjKnl+fglwLJe6kULhtRiERpqka+7IczNOcXIPmTmoN4Ysj0uLxa73Cc2zYLrC3Co0JkSAO6mDfm6T+hJPSm5JA6556hBExqVLkC1YR8qzwpq4IEj4OpezdUa8ElsmI1OLJbaOYWl2agB/ONRy30N7Xd3T0XyRR9avXKMVxrRhuC5WZ6Z4Tcq0azU0UcqgxFwe7qiYQuc+EPTOwHuD/r8p0n5Dt48pEkuK5DFWZEp6KThBDzLFAwycX7rs+lP5k0Vls66WKbMLtx4TZYWI935JEK7iCBxRWF26Zt9KX9U8p0IWrh3Juti+t08zHeHcOvv5rM45UuUuAPhgSaupWFKsPz+vN9ORX1+dxkrSRqs+7s9FS3BuWw/rgZVvigH/rLyq2EffEzQe2f7vFP+/ui00u7vTI68VvnLqSZIV05TIdse313a5fI1pa4KeHW7bbwidxACvDb6kqUqyl+O+QvtwlskwraX0DXp2fzoh6BsKOp2Un1k0UEUjeeg346lzkK8eeTFeOXFp8J9BZ2mklNQONcBEZ+DaLzWLvKmsRC8BNdi/W/SBSh32m724Yg3oD0onKaULzzM5OlyvbPrJ1kGcejPAIJ1HrodBxKtX7FxiMtGXSpaDwBv2I7ZyxeiCS3j7oBjPyH5uv5X79aQ2g0QLMPrLjxwJLui8aBsaXGp3yI06lFWnZRu8dzv/FwcqYI4b367YYvk9++LwTm/857fff+fJFWtpKzUm5LBFJVWGIZkyMg9OXzt7rV8l/laFH2vwvsrFP1tYfSztPob1+R4wfXlVPz+1n1LNC6MUOi833N6Rnp6HlxLy49Q+WKVKC8irDK3AME/Kq2EF+muL9++wk9Tzqynrln2ch9MenmkwhP18zKtCOnAfTB0EqChCFngA3UtDr6TV37Wu+QwLNK7+f5kfit8eHenfKk4XJUbuRcfnxCvgu8amOWjx30axpz4DJ+L6Rn/9sn2SD1abpfSfCcHxwyL8/0YlFuADAAIIfgvAFsjyyrVSrHQvo6t78W6PXtjjp8Wr0J9B5rxgJp4bIqZd/tk9sKRhxOqTTnQYFkA6TSXzh8/FAunXouly2/iTeEZjlA/p5sAlh0q6OYDVWSpjmdWdVBFuqHLXZaL3WLwTkeKV1F2Zxaj2S12r8kpN33nF9Zy9Ns81LMq9cuNQ/jeKzepHwfe3pIUD6AdT9Pt4jburMd9D66NwXTEF37pp+OZr3wmpmiDltOAOCqU71rqXn8BPSBv2q1YhtqKBrxzx/V8z7fGAtodRS9XhVBiMoMweNKsV6IBeGN4BAr4/w6gW0krFfZY+bzizfzue/+kKQGPhlqmgqNQVkQjBa5Y50clEgy4aznk8y7wOz+vPPP288v3/p7k78sgI3jREBUY451akyVfVm2oSxiRi65pLJM+oVZlQBjhhpI2Yp2rdrr+UUk6EvyWP6/wTT7mb8tsLFbMaZG4l/KL74UlLeqSF6C5xjXzAfictsBvbx3UzQmzeb9FkolA6fF2+oM+v0sTxkYuCII0bA4yJAgmz99OKaeAk9cdG9BoqVB/3JTePW27VCm8Incl6btdFuGvyyQrum+kos/O3zTwvigBOUWJNaR1vJ8LZ89gGCN27NsUbQCvOweo8HsOkND4vmWwAbE19xCkbg6E6K0t4l2Z96DTjhH76rqzsXDpJEZ0EKs3rIl6A+lBpnyznDu/CBL2v5FxApgvc3IDUWmv4qGNT9Zi/z1r48bbJmJsohuXCMsvHD+MVzkLXwojnVvUI6+ujpJ3ro02OUewj7fmVldUK8uharF6shp7bxmLLZtH4xvPnI5vfvvlDMmjvQDoEWoD4HqVzXojBx3d49BXYLpksOxoJMmVIo4Y+wa5liMhAOXqqVbsu6kVo6ugRyOhF0m5bgb7lge4YnXemfyuor4T9FaUeeX8p06AToXKFCGsQkWiISzTEdM6JFVlEI3g8H8JqyQdvq+AS8upEOEieS6AY6VuRSquW14mGbs8D29lYbW7OA+GCzzndIEiv8wCOuBO1IdYEe/lkjvktnM+1B+eVngqv1b4l0JkyEJa6V9SYiqO0gGqVUfgElx9RiERgPXo5E9hqKCWAw8Pi5gS5EGr9jEYzhXId9P2HCEsjt+bivq921P21SWg+YYzTS7gw/eB8gHbBLtkKUdO6IVtApBzyQTKP27S09cQVfq0O2JXxePx6LozDOUIRBr5HuU7aXqIl5PPaYjbtvQwX8i/eOEM9y7Fzq3TAfZFbTESECTQPkVHRJWtEbxFe8i6bbeGty4Nnm/kbuUTYMWbrz8XpfaVqI5Ox9Yd+/CMkDuecz6g8w0RmuxrE1g7izPO5aK+7Wj052N6dS12HhyPyWY53njqSHzjN34tzr/+7Tj6yrdxCoio7P9Dtzow0O4ljXXKPKDqdlb9fgc5ha+9brS7c/CkHZvW1+OuW9bExQtz8Xf+ty/HV/71z0b/u79NDToxuWFVDBvV6EBLCRq7PQG+gbfYAh/wLGu6QlBH47hBaw8eOMghMO7aPh4Hb6vFxHglRkfUYqNNgRO/0P7V5DJpBeTemVYUdgXsVgDR9P3g8idPkq5wFbtfFI1u/0taNRrBHSDcKFGC85poyFOF8BUAlsD2VlU8FxY8j+Iiafn3DDN91jPXluuhxTPIcQvwDB70DPLht3/3BdjuWaYScCVB8Y9K8sljJRTOyZfL/CzOy/lnXeC3yqWGeQ0aTO/kf+G5rniBRR1tfA/VxP6fvM+M5Bs0e7yXfv8EliyDk/zV84eHIiJyoqgvN0Wm5DVHrn5QPvTW/5hJD9C0hFduPg4Q9J0dfOUEQDif7ZbeOi3pXoK+ZMhJ1Nn2PovsuLfeEKUuLQJEIyg6+TQBFIHLOYAJziCLNOYaWER8pFlsJW9o3QFo6spCby4unyHspdyRtVsjWpNRbTViYYHfCUGdweB8Vr1in23g/ZXxpBxMWb+1HgcPTgKEw/il33g1XvjMz8Xwwhuo4gKF49UJ4PDMCKpB/GtdS3i7yr7YgRakDhnG+x7stZONOHgTILVrIp743sn4xV/8apRf/lo0F89hGNAV8rr5ljuzbdzx2fBZkM93qHQBfOirl4vrcA21LjzBerMUd+Ch7t7ZihrOwD/9+e/FL/7zX6bYNi4yPKX9csPWvJuUSvO7ktckegXs0itbVsb/o5KMMpQogLCOEBTCmPOh+Fshy3WSICINoZLLWMBC6UzB8ngnXeQJzXmQ2crZ54t7TcVzCk0x7wiGlhqEAOMI1GiGwRZeNKCegT0ajZx35RIfPQBnp/9RaQX4TO88m29+l34Ex19UEpXAPkl/8/NKu7x1PylHEFFQj+L54ijhtSRLzD/v5Uy9Pb4/Wff3kimNCHKx0nean99q1+VryzyUzbC+4DG/2en/x03mm2fyyfbnnN0dc1dibNjJfrviDgrI8jX4UoCXRxgkyDlIUK6PRG3tZoDGcJD7OphrwU/wJr9FPvfbgBxeli9fcmBAZVd3fS+N5Vw8eRyvazH3rGys3RHt6gjZOMDhNBoiMoDHCCff6EYR+bY7PLEtewklt43E2dPX49/89NfjyhO/Tkjdi9GxSUB0KrYfvC0GtQloI/xeqa9vHMZzy9Uc8E1w9L0gUepEa6IfNx5oxdbV9fj7P/NsfO5XvhBx8pmYHG/Gwb37ATrAqzkR49NryBN9I7KRxnzhkfmpm9D2ll6gmx2AenJdNe66dTpWE9bPXV2M//a/+ddx+Uu/GhtG0fPufAzxiNWnCnjzVgj8B6UVBTS9Uwn/D0t6VDSeQSYIkJdEfVlnWr5UCKJWwEpzr8JT3LeSCu/x9ySBYfmjefzuJKCXEIwBYNIXAFvTNOZ09CtNwM5pLzyT1ocG5bP9JJYvJK7sk/aHpRV+rfBRQdQLFBjTuHDNvFaSdSrwqgCpt/iPMOskZ/3zmvX18L7i3kxqKen3qeo70tvlvduTQOb0InnqOQEuG6CQLw8BbyXJOQ/bNY3qnyBpTItuD6PsYfbJuWJIaSoMlzKhbDhVpYdHCjhWBnH16lVkbiluvfeumAdJZvD2hoTH3fZi0iPdg/YwFt11Gi9O2S7eL4Lc6k0CtKXefJw69jry14vx8cloTq8DmGq5G7SaondVcd9BhE1JrwKkqyYqceudG2LdRCu++dyZ+NyvfjkGR78b01MjceDAQcobRrfUivU7DgDQvnbTaS7oRxcQX+bdQD3ncw+9ldbptc244c51MUHF/7t/8q049/S3onT5VDz40UfjgQc/FFdnZvFYBzE2vRbGjADkeHqlGtBazV3V81WkALiRo3QaETZrgzh443jccGA6l59+/TvH4+/+V38/GudeA/zxasvdGG2h1+ieTo9tnYMgErSikKmUfPfstT/r5Gairj90qQ2OeupvghIfPOsb2cEp81wDmH1cKSowUvKWLU0hlr9PUrD9CQDTegiieS/nnFzJdUe0BLwlrNft9z8SD//wT8b0xr2BdOS7VHOxm/zgb6my7FlySC+XlhXm90+GECbvl9d+Ty/ayxzFbrzwHy5owT2ka+VY2c9MkPNcWl56p9doo68AYNFBD5OWtTY/+wyfPX5vkil/AM/eRcn965S89MbwepxxYCe6clgM0MlfEr+hFAlQxSFcLP/2hyTbfSWtfC4phxypb7hFtkLSwc/F9Coo4hg6CgsRDZS3QXtfunBGdzDWblibW9dfBew6C73Ms2noh35YhiO5Tk+x70+ZayDjRn0tzlcvnIju7GXC2pHYtvtgVBw1Iewtc3+92UxAcfOFJULtOvK2YT0h722rgZ1B/OwXXo7nf+eJiPOvx96bb4ib77kf+XREeBBTazcil4TbGSeRX4eQuQ5ouemv01QAYHfDcYv9tTsm4uDN62NxPuJv/8+fi9mXvx1j0PHJn/grCcjlkck4efEK3mwpNm/fHZVaEwAboT00HXq1bfLqoTvdHEUWXFevrsYdt0/E1jW1aGIA/vE//mx89V/8i2i1r0RlgOdMgzrqKz+6gD0tmLxKD/CthuHHlUMlLYCo+P5nlRQC3w5l47ubaw2vS7ddmvzNlGv2oCW3+oEFjh65yPr3o+t3XzMfX/Zin437hmVIKhu5Lhi5PKhfrkevPBI33P5AjKzfGh2Yffv9D8W+W++LXmUsBoQIbUhxV11DBNdkJr64JnO5jFSgP0nSACAY2WXtVB+OMp6o6JjLluyT4k/gLsCzaMScA9WnIblFoQXq8shEY3vPCvj+QWml3d/NydF9DYVgpui8JfMofKqJF0XD35UEqDRkf0jy2RUee/7dn/W23LKq2GCU3+yUt3z0wQ58l086tWW03kwvsb+4CKm0K2imbujl2Obm5cwEwcHnXTUi8DTwdvTk7AcsE/rVYz6OHXohR3qbE2ticv3OaDR8YZCDHsibAyASiFwThcaWXc3YtW+SKH0h/snPfTeuP/31qHWuxY233xtrNu/Ac6zEiZNHeWAptm7fFc3RiQRz65J77qFrvS58QH41KsBg7Lt5NPbtbsa1Swvxj//FN2J4/LlYtXoi7nnwoWhb9xr6hqz3APEhXtqGrTuQ7zq6J5gLfvCo1M+pLg5oWN76TbW44YbxGEfcZy/Nxf/43//zOPvst+GrbYpBwFipC2NjY3nWGzbpBcKvoiHfqSzvbKyVlILwZ5BaEGhFWjWqQhm9Xjvfk5BeCy6uI0rofPhWK8FHOmq1ZZC24X5PKiq94gFZV+8VS9IRSoHzF+rI9flBPbrlsdh7y52xaf/+6PC9DRgOxtfEul23xCN4g4PmFOFwK5AqLCZgubiAix8xWi2A9J2C/s70x+PZSNSr4zTOmhijzNGx1TEysiaazVUUN0EerZwS4btbXe5UqKLgRjBQEyiL9sutgmhQvuRZmLeT15q+nd7+XHQHKD7v7rSy9lavOv1wvW0NiD18gId9xHridoGUACy0L4au2JC/eOcrfXq/X/K6erUiB57ty7O9TIKYn/TsR/jQovkc6XW5m9NYvK9RGwGUqhlSlhbnKG+YI7kjVfIlxLQPXeMo/TUEvFJ2YAD94ajV8ZrweqLTjnHs6/mjrwKiM3iW/di462DMl1vFezQ61J9qC1wD9G9sbCl23zweuzaNxgsvnYuf+9knovQGXlqrHHtvuj1Wrd9M/nhzS0RH5CfPJqbHUtc0G6ld1MdR23zvMJ7oWtDp4C3N2LO6HKeOXI1/8g9+NcovP4HOHYzbHvhQlFrjMSg3U68chvf1mEOcgRKera/TLIEJGQ1V7A2k7nh1TQq8+eBI7N/ZijGcpieffCP+/t/+/8blE4eiOTYa2/fujx/6sZ+IiTUbokuYPza5Bp5TR4BZ5yGnwaQbzrES7q6AocdKQ5n+oEb+0yZjeYPAfLeBAjMyCrFAItZlCA02DD5ROke5PRAXHOKWXof4FarvBxppLoApEy2x8msugkZgnWbgKJK/DeqTUR6dju37b+SGVrTrvnqvlO53H+Grjq+Nhx/7y3nfTJdn+gAoVlPC2p357+PR71aGPw4AWg/7TAQ4tymKpRZ5oAB4nq3mRLQQjCaheQUAHg4b3Od0DQERzxXFcHN9O6sFNNvRVxpyylQYNY3ECo1+9se3aX63Jwe48liWIwdAbIZir0bkUc9bA0SzDvGQ0ufnLETmFKbfI39vp8wPeXinTKzom9ey7QcLeGl4Mv3ZmKy6b187WpRdXpqPGgrfXpiJbmeRMA6Qcm0d4aQeXruzFM1eIes5d1Gi+VmgrLj5pwRLJd5cFVCsU875E29A+2K+PH31uo3RI7KxmnVAZhSvskVYvm5DI264ZXWM4Xh86cmT8dTnvhBx4plYu35d7L/ptlizYQv8sY+wTkh+MfvIW+NjUa+Nwrsm+oB8ImbaY99jYkS3eqoWN982HhvHG/HcKxfjV//1r0T1/Etx7z13xZ4bbwf1R2IJgKvgBIkDPecsIuOjhMJQFx343e4ucg91ImNXe0xSh9vvWB1b19VjlDr/7z/91fj8v/43PNuO6em18ZGP/VDcce8D6PxIzC32clBndGwKXYFHGDKX2dk+5RWw0zKZbBjR0cZZAcU/y5RWo9IAscdxqcZh4mgs1cejQ0UXu9ACoc44d/Qm36GgpV7qYNmwEAiCyq5AvZWcWkDDC0weblelgGQCZDo8P8CTFDR8W1aptTo++qkfy0boYSUNZXNFAOXmBFIBpzEaH/v0X4rWxNpYyHei1tLyNqqjWcaKEqwIu/SsXP+jUnVlGQ+CaiiUtEdLXwRiEKgKZRAWVOFJozlG4zlKPcF9eKR4q6gon4uzACm2Oa9Rtz/nfznvMec+wqM8FyD4tpf8Lk+2nW2F4uaKCeTOVUgGgxpKJyL7EvGwW8Jtn6KBUo0SSKC0leV5ocjV75dW5MGkjikP6taKfHit1r0e1blLMTls57GqQvgZC7G62o/Rsv1wyrvL5ciH8G/YJZwbacYkYezCLHk5nQSHQDlvQV251AHscBCIPXUQyvzeil5cOXc8egvXoowcHTh4C+DXisUeUoP8KQaTY63Yh4e2dz8gsdCOf/6z34rDn/uFaHWvxeadOwGqW6M5uRqdqwMeLaUtZi6fw8trxPrNe9IpMGz3hepoHvqlkejFuo3VuPl2Ihk4+dO/82J8/ud+OXpXzsS9j3wiVpNvtTGFzivvw+ig16OI85tvHFKIY+3GzQnkbm7aArRSz/CQx1c144Zbp6IFaNe7g/hv/ut/Eief+nq21x13fTA++MiPRBla52mzPp5fbsIKF4wYJyYmYnoKrFEH4Nnv8QBNK41lI62kP44y/0nSoiNZoOAcxI+v2RKP/vi/F3tuuTeGDdzVxgTAUMkJj2WY0MXlL7a90eux87cAvmJgYznlPL/CA0xgQXScA5Uz4qkj9gMmujBbD7caDzz6cR4hzABc7K+wf8TBkoGuu+ERTOsDTNWx6fjoD/1lGmwCEK2lgiwqlKQV3mQDLfNtRfD/qOTqkm53AbACmrHOOTqFsMAUgFovQQWjPQyJELwqylevA4StiajjITpBOvsKV6bE0OB84I962JUg4KnApuRN+jDL6R2G492a7A9BJlRAB9mICIvoI+XE+ZZ4OxihemMsmo3JaCEHeuZ+r9otQvrDdGNFh5QH71O33rpG26Ke8cLT34mnvv3NeOmZ78bhF74Xx557MnoXj8aa6nw0hnMxosS5iF95c+oLBr3tqx8XBcCiPe3ndjdop+a40ww/oNwupBNA23H4xecoD6kdGYn12/ZkWAmyRAXQ2QBI7ThQjXWTzTh6+FL863/xuYiXvpL3r92yPTbt2o/XOB41PCinqjkY2G/P5yTuPsZ5zcbt6GMzp7k4oCn02X95w/41cXDvqAyN/+nfPBknfvvzMZy7Fh999LGYXrcJGz6F3zGNg1LL/f2aODQLhOvnT5/MF0Rt2bIl5yXqxTpJXN5t2D0d+w6uzgUSF88uxON/63+N7sVzgQcVH/vUp2LnTXfgKY7SjgAyben0tk57efASHZJ39uUL+jUHVqY23fr4iuKaStyworwrjbby+c8iLSFcAyzA1Kbdcf9HH4vqyKoYnd4Y67ZtARAIM+dmc94OMBauF1ZlK+gxXjFgQIUAbwU4ld7+kLzDluBMLa1P7mprWVwqY8Xt+6tjsXbt3hNTN96H5fFeQ0uaDoFylA8Iy+F289BAyDxHpvfuPRCXLl6NxcV2KkCJUGWFfzZQFlTI91v8Wzl+v1TBnac20Oj0awxRzpHiEnVxCy0ehD/kax6CGeecWQ9QCpajhAI1+MDtXNdzQTFsKzzhos2sm8+a/L5yzkLy27s52b8n37PF9f443DyzgtGtYnDqRAb5om+U1OkhdlV4Vl4KIzVbZPQHsHJFBvT8TFXaLOWJ601kcKGxMaORKnK5uNiJJeSq3JuPuZOvxoXDr0V79nqsGSHMi26cPPYGyt2Iex66O65T4KVzszHXNpwz0iE/DJ79ca6HHQBeFWSqNpiNKyePxOzJQ8hLxN6b7k4gKzXHgcal2LRvNNZtGY1VfP7lz78Qh774pahePh6rALWtu/fF2JqNUZtYjYQ28BiRQIATTYmrp47H+VPHorZqXWzasY9gZQxsqeMtd6I1Wst5eNOEvnPX2/H3/+FvxdIb30o+PPbYj0d9dBoAbsUC3mwfEMo1/YbqnKdxPl545ll+j7jr3rsx+gCZ4et0I7bfNBWjE/UM1V9++mz89N/7p7liZtPWbfHgww/jGU/FIg5T2F1EfRxaHMxei+NHDsXE6tXpybaN/Ph1iPc7NOqa2HDz4zbGSkPZkFqoFaUtlOjPLvUAvzUbNscHPvJJGmUSKwZA2SfRbMXa1ati3fR4XDh7Kl8lWMcbs6FV/B6hgYzRo3tneuubEE9KCAADKoS0SwhFjpgixNOrVsWHPvShuFBfBQgh4N5M48rQ3LuPC45i5fZUWNdcdA022VWwY/OWuH71Uu7zVxsWLzdP8Fs+F3D7tvCvpHd+XklLhD1FH5SjvpTDM9Jb5AGtgiCfUc3sLzXcEjJNAp6hhY0mXdm3gRIo6OVERO8q7l6BwLeTP/5eet5tSaDQmMi7BqDnLsvVegNQacLTRspL9jsBejk1CXYW05MI2YhIqra/bPwDWKkM2DYrbW+7CIAjzZHYtGlTbLv1Q7H3wIHYvmNX7N69N/bu2xu7t26Ms8dfjSAy8K1nF8+ejT6eU7tDlABNNz1wRwxGKnHtUicW+oSk0L607CE5aUtnYQnZraHgI2D14Refyvl/0rD/1nuiiudVnqjFptsIaWuluHhxMX7l574a7Re+E01C3i2bN8e6rTvSS6uPTwEa1BcdMaytII+G5YfI0wGVKbzJcUCwXGkkn1prWrH35kloKcc3XrgUv/rTvxbl86/G1PRUfOxjn8CjI/wsAWryEzoH1EcZdXuv6qATFep79NDrlNWPffClTFts3j0Rq3c7giseleIzv/5cfO1nfyGB+JZbbyPEvs1xk1iqj8BbIjb1gvLd1uv4qy/ElYvnY+N2PNmdu3GwxuAV5dp1gAqUNt7+V4vdnmwgfUbtwqBHhQaAAI2F62gMrTJaOHzOe3PLHe8ud2jlcs7RcfZ34gXPJUFU0Oe85pA9bCQ//oehPVdbYEX3PPyXY/PGDYWQcI+N6AuN7Yz2syM/C6D41778hejPXolaF8+rv0hEj6fGbwPok7rKQCEgLK4jADBzsYsl55damWsAiy+JGdrHVp+IuWErPvFT/2dCWL8XfYVUzng0BVbXX0FPnlhX6HAKzUpo63Wn5nz3u9+N8aOf4THtDd4o5blrhkP0g/4MLrZ+JGAtWxs0zMC+CA6KitCD5EOvZdckiobHZkVcquQJS2Unu32Edji79tH5kHophjqSq9eyNGwUdGb7eJ2Dr46mSa/rLqGGdnM7oC51w8uAT0UfIO2JVc96LXuOKqffZYnprek91NH0zuk+3t+tF/PQTCu8sT5FHf/oVLXHPFMhT5mWZcukd2CJgv9Ksoy3+i+7xfP6cCt8MIFPRYJfmfSiPcF/+VN4e+TTwAAir2XlyGfgU1FXxxp5Jj+br/nL22JLqv5gkXYnLOVs2OfghLwzlNNACwg5qEUI5+snu6VatIl2YnxrNNbviT33vj8WkNnTLl2jnKFbQql/rSUUV9ktxzQycfjzv4hsX43q/AkAmvCzvjr+0n/5H8cFPP8Tr8/F0YtO6oVS9KeJnJYAzTEar4mfM0r4PHvylXjt6SfhXy02bAZkAYx9N2+N+lg9BxvOv/R6fOPL3475mfkYOvuAkHd646YYn5jKqTRuweVSM7071xpXg9D30rF47eu/EROlTkz86P8Qo5Td6s7Hnt3NOLCdiK7Xj7/7M1+PmZeeQucqsW3fzbFx/0HAdE3qoSu5yvCqRGRnf3oVYR2Br6OE+rMn34yv/Pbnok94/hd/6idj601bCc0xTgDPzPlr8Y//0b+MMydPwtfpuO2u+6Jy4DboK0WDdhrgvFTtLqNF6oT/9f58PP3VX48zZ87FXR/9Czl1p9qqxwLhe09sSw3i1HF9HO7NUMVAcvWABLucRrFU+FgOvyvUCo3q8s5+N8VDEDTlesY8+OISL/J1+opreV143u8DCOUmYV09Hn70h2Pbtm3RHHH2+PcrgICY3hQMm5peFZ/4xGOxfdfBpMkheJuiRDiQy7/4pvT6/gO9tC4glB3T0PTWu3cR0P4QIUU43/fAg9mP6D052APj+hzZD0o9s44JAkVHtbR5rPST+tndZO+5555Ys2lnhvE63COjhBUUZ4kVaFMJ5VO9iSdBPRrQN8DCyXPfA+GE1SUHbVx4L0+5x7WpZcHPgki5R1qvk22kMHYBNPtEtFrOh3I3jJVtszyk2b4ijZZ0qoyGbLV8Cc4YtBQjds41zA0WBAHK5MnkR4Z6lJ6hIfTI79zGnPYz2bZvTa5eFgGKfetsmRnVmxI8/vBUyEqRdxLy+yQ3KZAWafCcbcGtnPJ7Ahoya7tZn1wdgIz4hjXluAyva3gazcZo1PEARhxZ53MDjyH3oFTOsVKugV2iAZNvWT35SXvwpVRG7gCV7KvFkCgLypp70cnrPvIjLY6oCqj9LoYGL6aDkjtw0IMGDfBd938g9t54EzJcGDQHqtynT1kVhH1vhUZfGtyV5Y6PPhIjk2tyLqorLpSvkQb3cm7UqCcC4zsvHHG1LoKBfX/2nbkby5njb5K3L+Mfxq4dW+Le+7fHxHQzXn/jYvzWbzwdv/1bn4sZHIvVO3bGLXffE3v2HoiJydV4lY3oAcp1+GYdkDDyKeiamZnjjNfsKG1vDudnAVAdj03bx+KZY9fi//Mvn4jrT30j+fPRRz4Z+2+8JUbHpjOPYlNUAJtD+XGuovLi9vRtZP2IAyDWAV7eeceWWDvGvTT2yy+cjv/u//kP4syp07R9Je65/32xa89u7gON+C5d6ZkrH8q/hzxEtJxG1hwdy2V47cUO2VdjbLQS+wmpK5ObbnpcQOtj1VrNGo2BVUOIxA9ONCpn/nRWlIZisT2fKbgEoAxRXhePu8DZfPTqUqlwxRMoIccdWPt4fu4BG83xGNTG4uFP/6WYXLc1Fofcbxk8U0NglxAAqzACwWMT46lDhimu89u6dQN51uLqlSsIDt6M4LJ0TdUFTPQ3AUYVAVoMa43x9awGKHVngOeEdRhfvTVuuv19uRdZeqh250ivAE/9DFHy+3L9fcubgp0CRrW1tMVCePtc6rFt40ZY0Ypzly+iBFhjaHI3GettfhCQnetlBNKda1t1eVzMTKd9ENICwN2/TJtkKTZqLs8S5GG8gmNI0NViakgQREEq76UKnnPDVDNMoOI6aKQiSqf1SW8kbRRtiOJVHfipjUSTNq9kH6K/02I8N/RMHpBQCKqMoCBHx12or2HL1zZqeGjX3Cw0SzULC0mhye/mm8WaRXH6vsPJ7yZbXQ7kC8Vtc2hXMCwly+fu5G3ebYI+/7fLxN+kj+fdask+O8PXWr0VzdYYvHc0vQkBgI6DRkNHFO0hcuWC6xfInzKSpxpA6mX7aVxyfbYeH0a8h7L3+u1sCzcccFTRNrNrxRBZhrk8zjAx3+cLiDhVaZa7qqu2xS0ffDQ6zem4jhMwO6dxqcdsZ5HKGohYP+UYZ0F0t3LKL8C6FSfh9MkTADRACZDe+v67YqlRj6sXO4AGecMXyMhVJK7/te/PTQ9mLpyJE4efyb3+Nq6eilvuvCHm8bif+MbhOPzlL0f72IuxODYZB/FG128/GEN1s+p0K7xq9LCae+hBSuq3Mm1zE6K++lL056/H2jXrYy1h6h13romp8Ur8019/OZ564tvROfxibNp7QzzwkUejV8cpqIwQEWooyAdjY7iuLLhJ6xIg26Au8roO75/6xldwwmcwUtX48Ifw8DpL8S//xW/FZ3/pl2wdgGtNPPSJH4lVazfRZo2cy6imKCtDgH9odwC8VJ/UhUOHXojuYjd23fY+DJGTviuxZbuj3RMxUue+8Y13P079iNAqMbcwFzWI0cLl5pyphKqXwq8iqVwKJmBH/gpnNReKWR2snuDBN0HHJx2BcmAhOzkThAgTEYBHf+QvRnNqQ7RpuFzaRmMl8BgyohApTFWAA+Y42TTfaKXAUdqG9Wtj3dr1ceTIMejEda4gXgAnmpYepgZdKp0ukO8dRTbs9Ozj/QzKo/HQx38EvumpFXAjAJosV6CTjsLL4Bp1LF5WjVABXFoVvwsKgqDWu0njriVkWLd6DUJ6LDqE5zWAEdGl3HJafneo8O1YAqHeWeGdkC/0D6uAoYJh3slXP/NNtlAicAXf5TRej2calRzSS+jhDeZrOJV+BEisqiQiwgHyyn4h+QL9DhDp8aVhoG19c10aMcqpAAbS2MBTcdlRjXZRJvgp6+H2S5xkMSdpW6YRfmefJD/bBZJe4/JnK+Bnw3ifqVDX9CK43+9vnQVM87MwDqUGYorvnDPJF705uOGUFaf95OoZnitXWlFptCC/gTcxkkprt0FObREwARefNxT2mrxLWZavHO5y4vfcQFNwp8YZ6kK8Jnt+8So89v26bZ7NzOCX7WEdoAg59Y+KQh084MzN6REuouwdDE2vPh03PfBQLFYm0YFWdGmH7ALCKKZxpLI1vDm7TMDW9C6VThuhGNgrxd4dO+Lk6VNZ5oMAQ6dejbmLvbjkS8wpR8fA7e4bGCT7xlz+deLwS9G9ejaqgOrkxGhcunQ1vvnimbhy9AUA7ArAujXW3vXhaIyvjgW9KAyGL0IS/p1tAeJm9w5kpnzUkIP2tctx6vCr8G0QP/VX/yIh9aY4emE+/tnPPxnto6/G8MqZeOChR2P7gVujCzj1oGspu4Lgtu2xzGt5pDHXQNag2Q4k+y9f+953MAZ2ART68C/+yU8D5JfR3Wps230gPvCRj2MDRtBbwJlrbY0dzyoW6qfjB5blDFk8jTh++BB60oudN94ao+OjsftAM9avq8ckZV49147Klns+/fjCQo/Y3HlokIFCuW10CiDCa5+dH3NEUm/NH3J7GwURtfSEQEi+oLjigXlNeHR0a+C7NGoT0Vy1Ph770b8cbr/TJZ8+/rwgpdAqqSqSltMidFd7hIvpccGQlfBTCz85MRW79u6LM+cvx7B9KRvMHXHla6fcTUGq11TMbs4a6JdHMP5Tces9H4zVG7Yn+OHbo6C9qI4UUxkEwPT88puJBrAuCKAAKHHWT+BzcMSRVxgWNUDdlzZ3ulfj2DGYjae5gAVeu2lrPPLYD8e+G+6OoycuUB/f0G9fHqLdXURgqa9l0PQ5wJLKQ6lWfpmKwgtEIxAaldJnIYd79QKhQyqpQwCGgqQM8F3D6TnSRk6KLTa39CcNi/cXSjWQDq7LW0fUFRonCWlEvFYhRKsSNhsKVcuACu3oYEFuyZ/5C0CG1y3yJZxG0D3roeQBqNoPVsXzyvmNeGQVLHaJa993tp4ohveX+L4E0FXglXPsVJh6cwpeE7LzvV6fhI4W51FCWudE4t1BhyslyuT/FtjRvvY96QnmllU2XDIr/4MvqIxABc+chKyydWkzpyF1+/OEfHN8X0AVFqEJM0b46+gq6gutMMvnSdleAJAd/r760Yn7djc4UX/oPdBbGVsfd37oE3G5jcLWMLx1QkvqPtPpUBYm3UbhX9aB+uaqFHRRr84WFtqKzT6HhKoz2Q/+yoVO7N67PS6cmo/zXe8C8qiHMuSa4TpA1YINx19+jvsvRRNgWezMx6nT57KujQ1b4+Dtt8X63TdFt7YO3ZgAlAunxa6EKqDeJxy1rRHBdFIqyJP7dg5mTufGp1u3bolPf+Ke+O9+6Zl4/jsvR+nCoRgfqcUHH/501KdW46GuwgCgt1aONvBZ3zliTaxy0U9CvhV0iTIrRjqzc3EI77JEW2h0D712hHLr0cYB+ihe3859N5PvZMxBj3rgDtlOWRKD7ArITYJpd7GvitzX4OXrLz2T8n/7HXfGzbdNxkSrHFM8/Eu//N34+f/tX0Xlh//633/8xdePwPjl4XkbFsSEcgRIG8l1G3rlSDYpZN6pEPgMKM9v7lSR2+AoXBJDQYKNKyt2Hrw1PvjRHyIMRRAQ1jbei1NScrNPrS1UGj4JBZDBNZoTgbKjVhA0LDBsUfF9t2gDq79jz964culMzMwvQi75wNQy4U2lgUB0EFrcYSfQdACZjTtujN0Hb4c2lCK9LwQbq9sYG0/9sO6ZEkQEPhRI4OX6ShiYQMjZ7XysopYblw9ljDjxxqtx/uwpPD7c9Km18dCjj+UI96A+EXsO3Bzrt2yL48dPRMfRbJWAVqrZf8S52DrIoxC4wkPhg9y2QTlLlxNi/QgR8BBLKqtlPHkM8CQc8FCBlgRFpAL/mTJsh+U6ZdtYXlY465DeIdezvgIaZ8s2YrZR0xun/ipnRRATmGhDPa4KANlMMCLcpD3qXK8bdhJG2efYcsKsAMqR93C887OHi/A1uN4vyDoSWyWPus/hPRVsEGhp+6w59ChbyS9AXFmBR/b1CdDWtfiNevGj0UimBK7iyG0z08OLaOMJLWKQwtA2vTx+A/DKKHwZpS1XVFzzRCk5K/uCoTwyf1VBmVB2/dXumhw5xqjPQee6vbfFlcFI1KbWxyJeXwfLLkC2obXUwAAAnDqeUmX+qQM8b9+5I6N202hyRPdtmzbEuSOvRPvi2Zia2stzlbjAb/JFD7AMWDt7oeHyUaKTE6+/GmgaOSAbNOg4kdPH/k//fnzw4/fE0uTquHQdualMIDuAJySry3I2vU5owc3Lic1pnhsYGozCG888DauuxebVk/HZr70aVy6eiThzJO687+44ePM9GH/0fQn5pu72HWqYq1X0FR1RXovpWeSo8MlteKwC+vKnOrxsz1wltKdWGEL77nSQHvsLPxnN1WtjFoMxj4fqKD0ioRsAzdyjPINVesfZquiArxnwZVKHnn+aOvXiffffGVs2jMZ3Xzof//Dv/fN489lnCuA98Om/9fi+m2ika7O4+53MTMVUCBIUQGa9EkOHDHEk3O+AjX0/EskFrvN/KpjVgkCuu7mkE4jvfOBD8b4PPxrXiOedT9dFQZs0PmaG/InhZXgyXrGiPIqwL0QN9Tcv9Hr97D+Dm7QLAiI3EZbNW3dFdXRVnD53BqY1wSNAAIGqoEy6yIPqeIys2hL3vu+hGMHV71qnFLAlaHAjBO5BAAxn86Uq5FmAoWXnrWkIcs81hLAKoAAHhcBDV91RQMLes2++HrMzs+DrdDz02I/GxKoNOLprso/Tbbbqo1OxddeeaM/NxWKvi3C0ERLU2coiLCqmvC32QyyUKc/ZroqlgGy53C5fsKYOLMk5boFWlYcPpFQm6LI+fRQ7+0ZQgoreYbYb9ePeYp9D248EHebj0/yC0umZE05obeF3EWJZOGflYAmF02jKJJRLSJBYz7LPc94HOCkXuWaVXFbORd3IVz1ATrI7QkNqhfUANetc0+j5u3n5XSo1CgkSfM8dfhLAeUzApl3NKuuqrPLd+qYXp8ostWPQte9sNjrt2TSE2a8NxYKeYOHb/bLPyzwxtskPaLILprxs5NM3I+8uctZGVodJh4bDvrOR6CLX/dG1Mb3r5qis2hxX+/WYJ69Z8u1iUFxO5nQsw9UynpZToCyw1tIw4A1Tjsvj3Qk9t3+HxhFi0YX5q9DdjrUbtlH3elyvTpAHsgHTHfmvQ4f9mLimceXcqWi6EgqFqIxMxL5bH4h7PnowKuP1OH52KS5eDX63PeARgOI52Qd/9QI1ju452VzuFmtCz6Envwq/+nHhyqVoLxCBNUbjw5/8dLTQMQGqNxyDN7YXZZKnLzcq8xmo5Tr/IysaET1zo5+O/dkYt74gjA7u2r09NmzbFtNEUOLGnhvvivLIeCxgOLrwxcUARo/2Y9syEqy8VW0TdQkloHQiDxyT4SIA+E2clMWYvTIXv/7Z78bLX/tWDPGGa6Pj8dDHHovK/h/5249Xsd5rsQ41AObkiVPkKXJr9YUjBW9ZmM0fYZRRgKdfaJzCa1m5M4GSo2coQOjzvo88HJ/40R+P8dXjcfrCvBE2Deea1jaP67YTgqp8KazkALMUvLSEXFr+LztK2zDI7ay9oquuspRrozG9Zl3cePMtceiwniytBDN0210APUrY/cEPfyKaY07mVGEM/8ifXAyxdfz7MN+h+xUvdOXQ80svVEtGeSu/9wcqkjSXomV3AMJx9fzpuHzlWmzYvCfWb95dLO1TOfBw59vOZKdMDMuWrVtj285d8crrx6KDMLSUOPLRkq1w0JSsQMkFBsHaOiGefFbZbfoVniFl+czykb8hcPDUUFluKYz259gl4MCQIKfSZ9hg8X4XNDiyHX3WkMgGN0uesCjB0lLSAPCnKEt70ScoR/NO/hXfPVuRvP77nPMzz5tzcZijZ7P1+kriCb6+dQhCgjfYraxmPZJTAL6+da/YBr7TnkvF7WOgulwbdPHyNAgonbyrkIcDfumCpafImRysX2GUpa8I97N9uLXwG3kOMpWl+fRg4AwK2UPmajlaW41ua1XcgNHtjQMMGED33Otm1wCP6/35mXwEBxoj+7kdTc4dXJRR6DQ8lreO5jbrPAPdWzeui5NHjkaH0HvdqlVxrTZJ8XANOuwiqVIvl7+5BVYJIztJLHz1yuU0wh/5Cx+PqU3jyGPEU9+7ksa/WF5qGM8Z2uxicDDPUX5Nfa3RRG7gF/nVkZmTRw/FYHGeKKoOUO2LOz70EA9RZ2TZWRb21SYg0TYakxpAaju9pVdctf3dyblBhLaQ4w2+y8TgmAQNrbGpaOI8DHFonC+4iA65+bARhwsFzGcAL1JUKCxfX8tHTZTG0WlorhSpIe+v6wHSWNevQzNAaF/+Y5/+C7H/5tujNjYRle2P/qePU/skfHpiMnbs2hFnTl+I+d4CQoAAIPEJNMK5FfMayi8INAlT3LbG3SecY+aODbl+EqLLrcl44MOP5LyjNVsnk0HnLswmc3LOFXk44ODi/kLYVdxC4VZWRaSgwXgtrSGwHfp5A7cv62YKTXqFCOiOXXvJvxYXLs5gSUcIe/fE/Q8+FDUsyAAa7QT3XQU+aejYJARb0F0k5SgvdEiX1AjuRejL3YY1/Ml4k/cVU4WwusO5aNTLcerY0bgyMx8jkxtj0/bdqUALc/PZB2e4KxTpQXYB6FJzNPbdcDt8Go25K6cpvA4f7YPFs7ExqZzqlyEvRQpmqSTLZeehcKqY/KblkzW+VzW54nfpTT6hoJRbnLWWAoKjmu3odtrkRd3wElaUf+Wwqv6Wo8lklB6moEmeXvO3PCBQL84mNHgW0HKe1/IhL/+ww/oVdTJPP3tYU/OXDs8rtDn9BBAbuHxwPo9eZw5Dxhl5HXQX+A3PF1lMkDP/fK7IT97IRadY+JchLAZM3mX9rIf+lKBn/5UDA3wXWrPbJHOzTaA3w1O9QBQOb87px+X6GApdjTZRx4EHHgH8NsXlpWYsBCCCrAkpTtNoEMIN8OIaRkmuRyXv5CQyWmviebscU2DEs1QubVbnthqx1KHz7LnTMX/5YhzYuyvOlDG06KIDFU0bh2ect+dGqJMjI3Hq6GtEdjM5B++ej91HGF6PM2c7MX/dlyxZL2qUjoj80TPDw+d5eWIfINkWXj5J3bjh4IHYc/Dm2LCHY/cNUcEDdOfmdq9oPOnUoDSbdlsg86lfcD0dBvNUcu33E6AoG9kX/FLUqauaJtAtOhgDHV2az/eA2F2lQW9RUQ1B4o3tRx6ZJ8/aPvYdKpN6k73uYpw4cdwMwKbxePgTj8WBm++OEs5JtzqK79AiBP7Rv/149gHARDtxxwCLLdu3xhtvvAGYaRvUPTK0ILLOIIfGUVldbF1rEcJScp+G1a11iYth3wcf+WRs2HEweyCuLZTj8tVOzGF60jXmfq2nrnYfIVM4UyDhkP0QORIqz9VC8tX7obZeyOcz/OGSFdNyOUVBq6r1Xbd2U9xw0y2x96Ybs9/NNb6OILl7s6tHOEGRysw1rK5j2AKDeRYWqmhscTXPHBkK8NsK+LwzlfBkHUC5cuEClnYGj3NDbNq6gwYquhAIyNN6mqGvOXTxuZNSl0r1WL1+SxzYszleO/KGXA2X/jk1IL1NacoSUEGedzpGApySQl727TlnLTfXTLqgJc9SvHJWqVX6332QNz97zjXVhIE5/YIjF9HjOfTxIoqpH4TqhIy9gV0LAwS6EL7cZEIvkTrmyLQAy/echsP5rWt/xDHAPPhuCMHEKRI535DnNRsKeu4CIg2WL3DLb+hVYkA82lF+8GwKPjKCMqeMJnBS12SidS54kjIsn6w/5yXCXX+FWBmCXMFXjKNBG+YtFc9w3TwG8N+PPoFqcJ/RTyP6RDSLlZGY6+IFNidjYtOemN57W1zsVGImGnh+AAolK7TqEygdY4BZg4+L1DMXHJCfqQBDSof3Rd84Zapb1FNAQRJivNmMS6fejBZgMz+9JWdwCGZSWez8jAdUsyNqEG+8+lws0X433P+B2HrLjhjiGh09jPFrqzOQkvUnf/RQb9ed0dOorhgh2ld95f+Uyzp64NLMfnUMBBvDYx1FJsq5rVbN9frQ3WwRMitP0K8RFD8aeMg5X5F8DeV9s5zt7vrhGvf07YelHSeIRp2rp0eNuKF30AQN/gkHvuw9gY97dSsKp4g6eI17kXh+K+ReXdq5Z28cuPHW2L7vhmiMTUfXcQF1n2Memit7PvafPC5qFw1DlghBrTkS+w7cHNdnZ2Lu2lwirOU4YqaC2D9iP0WOMlJkzlVDuZewBOX6VDz8wz8R0xt3xgAP0SH/ufnOWy8y1vXNN8CD8nqWuW2P1oHaKdRpnaFBpU9nOfWd64YglCtoJmBBbnoiSwvQp1hTMTy1GuBSrtcBYgQHy6HIG366bY+DJ65V1Bo5696h/q6aQDLMMFOVhNosf1bc5KeGgJzIzxBeYaVkaHajBpUCQbx2NU6dPZtu9eZtO7yBDHge4XDgQ+TV43W00D3Ocifs5EM5tu65IVat3pjTFEqGDNDcQ4CqNLJ9OfZfqTQqRRVPXY8bmyVF8IYWgB/Z/0F6G/BI+TmrQptBZ16jIflgn1EakdQ8f7Esykhg8rMelJPE7fxXmAEdQskCADvQgyw4cNDH88L78pyf33H+4xxdPDYtdY+8BTpXV5hfTvHhu+GXxjkH6DTS1jPp02QICsgC/ElZ4bu1zHpmI6mAnJJTfvAXvpFHIV3chgeYDyhfyjBXyZ3vGFdAxInn6BXyBIdoux7lOnMw+7K5p9rcEAtDvInWmthw8J648f4Px9iOm+IcniBxCACDR4dSK3uusHKitCOso3h5TqxawO1UvrNMaO5Tf+f7GWGp+Mqg/dlUFDnXE6zFxGgjTr3yXMzMXI7JG+6ORkOdov5k4sYaOihN5LJVGcTR558i31J85NOPRmNDM64u4EG+uQh0ALO0v1vUa5BxH+BLHT0BC2SdnjMZigxFKA59XodWd2pCe9AlngcwFpFNu6aUNx2bLvVUN4qZIs5xhHcd5xcTNVJf3+k7bM8ngBshleGr7yoZqyH7yFSNdnPBwEgOEiHNhtc6ABShzg7t5+ce93zw3TzZLQbdJslQArKnnoarYJhceFFpTURbmcD7du2/PWX2l1YOPvZfPN7r9GBgPeZd25iDFCXc9Fas37A5JtdOx5tvvklhnfQ2VHhl0KTHZ9jbwf01Rm/36/Hhx36UMHATzHUkiNAuiZNzNnFSl2CZqzBSiKGEfHMainnyl5ZZCsnTSY3aT11bHXK9tpzPBRFarBp0afscbc5RRfJyblzOCeRZBy/yGnT4Rq5RRzBpyRqear4wBquVgzmUnw0tuHKvM9NdjSKjVT53VknPgbL8nu9M4P4+vNOqXb92KU6dORn1sVV4gFuSdjvlVRyBMN+Rag2X83W0UCAeuOVRczz3VNt9YH/s3XdjHHnzRHpbOafMMNedPxAWR481GEsInR5pzuUTHFeSrQ+9JmnNkF0+cfCVJE8RUujK6U3Zjv5HnamT7ZRztDgX8oTQUQS38rwW2IsYQMS/pzygJBohX+noNRXG8zsPw+a3wuXf57DXrvDWeF5XAwAWDpJtlJvTr5JQoUkasiLka/0Ucz0+kjTzIUdqi1s4L9+LbDiHUhOb667JKVey8C+9amWUqxYzoGDDYGnIDQUAqmxH5A5hx6i7CFPwa0HvWMwOp2PrzbfHzjs+GOXJNTFbnYir3N+uEPqiuKNTk7Szni0GhLZMFEvjS30pr63HCrNpzeIMLdKqnDl5PvthpVnPEBLst6zQxv2FmZi5eC7Gt+6J0ZFGVPsY8zQeS4BsKVoYjhb3vvHyC9S5FHd+9H3RnG7FtZlhXL7QxWsFxGCPU9GU9xxoo1xBrQ9AuYOS7o2jynpZ4HHys4/OiiNLeJ16faEjRF416lEbtOGM5HaF0wS8Ol769Qtn4/DLz+X8wVdefj4OP8/x0vPxyvPPQNOGWDs5QaGL8cYrL8XXv/TFOHH0aPSJLtdNTyYQlqvIUkY8tCHyYdfNiHMBaSdjCN/po4FIPLL85KP6hfOhAHBfB6JxJeApGIaDVMHION+wsueRv/F49o0ZzlhlbhRN7dAdovQT45Oxe8/uePP0WTJawj1FASjFd+gKVjmZWSAaWR/vf/TjsWrNTtzjYrKnTE2lJC+TyqR4aQmde5ZvZVKo1WFoUMRXJs5CAs8Pok7eWhM9QG/jA/epLI4OwnRVgEZ0uZG6b79CTihNLwnLohBxu1NuwvfkQor9CirKUA8RmnKyJwVKJnekYLiltwrPrQl02Qns3D/oUxCslozIyZww+PLp43H+3LlojmM4Nm+NyZHJ9EIFXrt3dd0TOBEW1xF7TWDpKnQoiLPUDSVK7lKz6wAu+4E4df5ydPC0yoQ8g64NDF7beb6sxNmfmeDGcwkU/MSfOuOX1B3+5K3wK8DJ377eAnc4cokkZ739rMEumqKoY/aBZkncDwAnONEO5lOH/5ZrIcVdlsVXjpXk9/zhD0sCES1KiRhZAWo5F+vGtaIf0QjAOkiotPuZeor1K4bVBuEoaOZKlsu9gGufI98Fa9Y841zV4tdh7ipsmfbl9QVTEHApFa6a8pq8pX1LOARRm4BXI9Euj8b4uh2x9eBtceCTfzEq05tiBkGZX6rFZUDBCcBt6BufaMXYeD2uX7+WUzdGRpo55aaMR0hQmOuGnQZiNXKakfIGb5VBu6NyaSfXnBNYr6NjeKRe11CvWT2da2K7c73YPL0Wr8sIQXnsEW46qLCU+/+dOnKEzBtx6/vvi9YUHuDlXly7TInI23AJ/Rs2aMsGjgGRE38aLUeAa6Vi+hniucxa9JQ2L0J0nRHv7aVX1cDTHAH8muVuNIgOulevxLFXXojnv/O1OPbCd+LMsVdi/vKZWFy4GjUiihZGpdSeT6+vCR/Xr14FIC3Et7/2pXwJVL/bjovn34zXXnkxLp49EevXrMW5wUQgozoehraG4c5D7SC/0u3/SWy2qp4rnwTBVD5k1ugQOXBpnNNf4DC6gFzs+vjfeBwJ4G4FwPk6jcKDohnyNh523teuvbvMKS5duZyAZh9RFYu2iBVcoJSPfPLTMbV+V859cl5gD0FIxREsaBxiLhoY9x+Aci5eDfdUZXQMUyTIaQD8cxMF5RkSEAp+VTiL6nAo9HpG2ku+OV2HSugvuCzJjl8tkTogcAlO7ln2za89EWvXrIlRQge3u2oCTL7eMunhHgd27MPMJV38U+mEwiyTfwJEA3dcAFQhBLIcxOFmGavFO/LqC7E4NxNrNm2L6TWrc4NIwwn7KOcX5+O3f/2XaeipGJkYp2G0QoUX2K1iJbm35sRsBL2HJR86Bw4Lt2XnHsLpvXHx8kLM5dpSwgsFkfu68h+QL0Z1SZK8fFrxfEzCRY7qoliZcqpHAQYZLiMMBWQUIJM4mod54J/5rL96L+3hXLP0wM0vPT4/e5iHmUpDcfaTRs0f8/7fc5a35MGzehy5BE9UIz+pyulHWbryUdzn5+JMe1F/S8iMKLC4/nYq6iA15AM9WU/ao/Ba/U6efEjHUxrMTeNC5GJ9c4o0QLFUHY05jOfcsEkYuS323fGB2H7zXbl/5Yx7z1GO4d6ANuwGnp/9EzgIucsQsj+7MB9lJ7nVm4CSXRo1PBMHoDS2RBDcp4zLzdbQ/mE+axjINycPwwen9bhiR6PXtS2Qv4vX5wLLGzu2bw5fHwmJPGJEAygtLcaF48fj2vkz0ZxcFbc/eHsMm6X0/mZBa73RHLDKWtLS0JFrfWUZOpH98MmX9LvhWQHGJuXXkVb1RSPv4EtzuBBH8O6e++53cvup65cvRoN6bN2wOubmrsbOnTvjkYceiX0Hboqd2zEea1fH8cOvxdr9d8SaVVNx7eKpOH7sWGzbuiseeuih1JO52euxOHs5jr7yDLhzJbZt3hxN9NzVKigY/IK/ohbCbCSRUCjRgjZ/etAO4GSXF3LVcJ6q3X3oTna1cb2y59N/6/E+sFgYRZTS8Swsj309hmAdgciGA5nWb9wae3bujStXruMJzhMeEDbXVscnf/gvRWN6Iy6/4AejYIogVLx53YZEmCDE2d/OA8qdXyRSBwbAKoSeB5KpVJBn0qOhejkA458SywM5j8xry42hdcv+DP7XZZ+9eBIguhat6SmxMz7/a78Y1y+ejkOvvxJ33HZLjOAJGoL3ERQFN6chkOxzNKk0GepRfIbZfoAWrY4ds1bHpUf+Jp3VCgJN6PHSk9/NQaHNO/bE9OoN5IFQOxegvhTrN9Ti2VeOxYnuRHzy0b0xc4U2IpRNMG1GbNyyKaZw969cvprl+Q6FnEtJ3RojE7F+67Y4eONdUWmNxsIC/EqgwCMFOBUDPQfdQxvUJP0rIFhsXMAH68O9KpcDTfmddlGYbWcBwNpaK/2xfHN+kQN5FfeqGI6GFlfzF8oENszDKxTkWYUxJ7/b/+pHzaGFfP8ZwqQ970d4ua5SJuUCvYqe9wn6xecMqS2B7ynsfs48pNO6SL9UQAfP2W1Drd+ur09YAJ89W5r9UP6gh1OvjpAvIEQUU2qMxbC1KmqrN8emW+6NAw98JLbffn9g5aJNKLxYHyUI6UQJ43TiyKuxdnp1jl5iYskLx2DB6TgYHJ0L5L7bcdAG2V8u1wn79glqWB0BVoErRiy0UT89U0VvmB5TA4ehigeolPu+D52R1uSGmHnxCa5FjGzYSD2RGXmFTDeQySN4UANkcgOAs/+eAzgr7uLcjYWZHqF8uh44IjxtFwZtK0/0LmvoZ422KTgOscqTPIZHmk+vpRMAbxvkWQfOn3vyG3HmjdcBbnBi85a45/4H4+Zbbo11a9fFoUPHY/PO/TG1dlvS6BSxmWsX4vSpYzGy9YaYnhyJQ3iMV86dj/d99NGojk3F9PqNsWPn9jj8wtM5aNK9fjmOvPZyjI+NxOjERC6u6ADizo90kjrQkqJUOC/KAl9Sz6kH5ya/K0dUMPlqVKnmlx04cIQ0J0LYuc09i/MLiZ4JDTBjvg28YAnnCcPKral4/4cejgc++DDFVOLBhz8ZtbHpaOO5OCewA2H2DbipQq1u35egRj5acJpY8FPQ7X8zBs8+Dho1EZGz4afEF4cmrUBx1coctNamXKTO1Xzjm94kYHMNJn3uM78en/2tX4/FxVnK7QGG12k17DKR4yKhiKOd6o3AkO8IgWs5389Gphz+z/PKoZLYB5SbpdLoubZZYFQ5/R3B8bzYaQNEVazZmpiaQmkQbrf52b9vMvbvXxuxbR/PtGPVOAJPeELFaKx6VFtOOYBPYOvIyBgsgDiUTyHvIyzzGJ6l6gSeYj1233BbfPjRT8Sjn/rR+MjHH421hNoT43iVI25sYEgqo99O0riSci5gpsJj9HtxTVoQZpiSAiQ/PMPPHL0G/GmuIu9sL+///pSAAudWzlZh5XuCE/nYIf37nTNzjhVe5/ffL6WgC5tvH45EpyESwEgr9TWv4kCGl+ldabPffay0v533ylYf783VKtu27o4773p/PPzYX4j7kXF3Gq5OrYurhJlGOYuAZH9DOTbubsZhjOvciWPx8je/HuOjLYxiJQf9KmW8RxyruquPnCbSlc/Lst+yK6OQcXkh5dbKqU2uFTfUU1Gl0TmqLu3U0DiJ3qkjblzQwtBOTzTj7PFD0E4O6gTVreIdORrc7WJIeW71mnXRQZV0Hvpd+8ShIweUuBmPUhl28ClnaAhoAgvyBlf4TeZRNteyZ1ajRd31+pXfXMnCTftv2BObdu2Kxz71w3HXvQ/EqnXruc2dZCiDZ90DcMlDjxmj6VJX+8OVsXl059r8LIwiMqRevQFOEHVQrzW6E41yfPRD9+ec26e/8/X40pe/EIsYHZNyIK+oLnQgq8ttqrgqF+18cTx6SwTqdXfbwa2Hj1zDGFU2PPJ/fxyeAF4AGF5LWwsGoQ5eeM2Y2S2krEeHBp2vtHD7p6K/ZldM3/T+6OOhzMocKpLbXdkQCL+Lkn2Xgl3morDhlUDin0zVi3HEuc3haFeda44W2Rfn3Kha1ZAZwgDi3B8Qpuuw8y1HiXybXJ3woGdfIFLWHHbi+W9+NWYvn4oqjbt/69ZYh6V57ntPYKW8ZSk2bt8d5dEN0NqMJmA/ivXuUr7Cb0if9g4aDLeKPie+c9jx7NlR2FwmyO+F+zqI8e71uHbudBw98jIMrsQjH304Nq6ZjA0bx2L/Hl8EU4saQvLFX/n1KI004qE79/PYMK5dbWe/UJ24ZdgexhyWubuAh5t9p9XwNZw5IleHj+Tbwwufh/9XK6MxW18VM62N0dhxa9RueCjGb30kGnsfiIWJ3XH6Go0+ti5n5Q8wVnN4I51yCxvdok2di4bLGaNwcRTRGUep3Ciz8DoQHdqIdkxvEoHiu/6TX3KzCK6XCNFcul5a4iBUbMJ7R+N82ZSDVAqe/7mxgCZqUKW9Mxef1fvhPuQi5xSSn4MxTrtQubkl8zELZShXHil7DvygbL4e0RdXlfCMk08oSqcxiXI3qSeyWxuJGUNQeHS9NEJ0Qhg15Kiujbn6eo6tMTdxIOZH9sb8qltiYc0dcX3/B2NmzwNx/ZZHo33vp6P68F+Ozv0fj4s33Renth6M41Pr4/TI6jhbHour8HB2iciBetZWlWP6QDNuPn4hnv3il6Oz2Ivdt94R3QYA6SglMiNoVQEbF+PzIZeT+UrLAcJebSFzMK4/Wo6R6UbMDq9HBTdlgdC1PkLdvAcAceOKWmss5uHXjHJnuGx/HfkMKWt/qxQnzlyImevXY/emdYBtB9leiBHa78ThQ/CtG3fefVvs3bs2dfqN44uxQLu10R3fuGjzKvROzC72/dThcHQX4EAXch6u0RjhsXrgOuM6z+Wel7R9DzwY9PFkkcn1Ww7GPMDZR06NrgS4dm8+jh59Iya34hisXkMeRZ/47PVLcZwQfee+vbFmvBWnj70eC9fbGJrb8Lzx8rjmCptXXj0cYxu2x5aD9+MA3BWnT5+M7rXzceHwd+OuHchwbVXKGzCIjOM0IJdkQH3s4tIBg351N2VSLaZe4Itd2nZ9EWW8bQ1lRo6eotj2wYmg+RJhfgM/ydh5YwME0t2Y7Sy1MMSbR903TutTWF49puJ5eep3R2ShKL8nn0lZJvk6taNDgxjyzRMm5Liv/U1UYgkErwKCjuooTBk+I0wd8nThfG7fpVtrGdCtVTL/Q28czWVxKrXKZwIHsRR8s1zp0RulvvlbeoHS6l2evU4Z1MEj939b4dM7kouuX3j6uznY4iaS99y5IW7aNxLb1jUobxhXrrTjF37ha1G6cDxKTitq93Djy9HKgQ0XxPdyYMkXP/XSXAgieoc2VsHDDJG4Lg1aW8HI797j9ueO4PqW/3179sbHfuzH4pFPfDJuvef+aIxPZyfxYk9DpFVtRh8F6iGYA3inkLpCQAPnaz/ducO5iqUqAmRfMARo9XOLM624FpvfVZCVduwJzvl8kV96GTxnH7ICJ/3KiF6DXmZOfcKqd8jEJU3eX3j5thPtypMaYd852+ZwYKiCQkijRwleOKnd/SSXADw9ZFdZDKujucGtyjcoj3Af3nTF80REcxT3eiJueuCDcd9HH4r3wZ+7P/zRuOv9D8T2W26P7c4T27snVm9aQ3gGf1Hw3FcO2u0i6NJmdRRepRltVmLjhlrsOwgd1/vxzz7z3ZjXe8Hg6/VYT19HaTiNuSQPDDsPtpA1hBU5LpaUqTMuWWvgDfk6yxF0SU+wVQfgkW9fBGSUU0OubAW9NUfKlVflIif8coytWZORzOyVizmdyMEPd4RJXfUZyq84wEaZDWyfEZb9iObvG9sKb0nd0Qip+8Z13GQZthUytzKnNeWPe/PgOZ/VWQCjoYEC4Ju/WYZ6rT46TmCo7JZ5LiNVfrp42QuzC2pX5uHuSWZSJkxz/04uFUmicRWNjOoN9InjkU9+OtZt3wOwluM3f/trqd/ZVUK5Appt5OyC4ky5GdlYNrIDnyGKQ830I3Vd//DffNwv9kkZYqp2WoIi1KMmif7gJkTLUH3Nfk4JQNBhyhLhbu6Lln0bWDQzSzWWAA5utTQBRstf/GopMt3ssBjcMzo6EdfnCFvtV6nhKjvVA2Y5gVK6fSIJxiu0PzG3s3KwoKyLW+yzd+rUibh2+SxyNohRwGgPQn306CFAHGChjJHJ8Vi3dS+RiEBDHcnTPhUHIzSE6V/SyAKvZSl8Mth7/bMe9k0qvCvXpvuz8fKzz0Sl344H7rk97rh5b3zhG8fj/Pmr8cTnn4yf/6f/LM4efRWl4CEAZnTz7rhtz5o4dRrPS4XnsnS4dEt+SKgNpckZ4gXLU5Nv4NckG6JYF6nXtgmzTg/web4ikNwHeE2uXhWbd+yNG26+I9Zv3olw+Q4IQBOe2Y/Xpww3i3AkcBGjoVej6DtfUvBybFuPQRod5c/VAXiQ8h6qKEvjVoo2QNRD6Z2aLFDalaLxWAFBeZkDDdZJgUAYO9ynXHUBiQRE7h8qB+Rjx7bbvjsNydUTi9Q1ARpZ6KFEbRrKfrYlRzGpS390Xb7Zr9sci9E1m+LmD30sbufYf/9HYs+9D8bOe++PrbfcFztuvTvGNm6OpcZolMcm0nhWW6MxD7j2kN82dZqFjwuUMdftIyNwQz5Dcg2+DpGhamc+tq0tx95d0DvTjS/8y6ejc+xpBKcVH/yhH4shnuKFdgf68bBQ6HrTDVcHGLsKvmMJ72Y0NtzejKlt5Vi1Fn0ZqaDYyF4H40+M2sRANQj9lrr2vdu5P8jVH7A4KjXABJ44O6FWIUxvDACGSqyDd63RkTh/5GicfOP12LN7Fwxzm7YaHtZJjEU51mzdEev3r4q1k9V49c0O3upSjkg7yGQ4nuChs0F5Rjcd6pqzJNQKhFIZhA2pwxn5qAgprGB6FbNFczoVRtBxFDsBhzbnJyR+KQ6/fjhWr10bU+Or+cbN6NvFs4fjyoUzcdMdD+M81ONNIqjZq3Nx09134flBE2J84fTpOHn0aOzfdyDGVq1CHpXLavazx9hq2qsW23ZtS09PfXVSfO7FKH1IpBLovE1fpaHeWr10xLjuXFzBuLL+o//p4ymYfMn+NywoHyES4TU0FAh9SJeOs2Ah8DnFJC2kYk7F7cRNwIRVTl7Vg0zrApPzLAFZuACbKpTJYXuHpd0dZhQvxvlOdfJydngDTcfH43eUnfvGaHCkg/JUNGhDcZ3p4y4kLrnpddrx5omjFBwxjTXevGNX7NixM15+7QhUluOG2++J0ekpKEDJaFzXTjofysZ0crFWzT5JF7SXNAgiM9estwKR9YBmG1svyL6HF772xbhG+OHo8nka7POf/2Yce/H5eOnpZ+LMm8fBCbhOPQ7uvxmAfjNmRrfFfTdvwgIu5RrhfBs+Zab3KlhQb8uQs+7Lp+i5Usd+pQwbEQIuJr/rAIaThZ2i4lQaF663bUvy6dGYOWOfcKcxNhbrNm6J7bv3xLa9++PgrbfHtp37Y3LVGkItwgg8KLcu6lPPRZdyYQQMux0pzJ2M8RL1qpx06sur9dx8Sc4AIZpJ4MKqcxbIlrjfmZl6aF0Ewxlh9ln5NjFBrk1ZKuUCCqrHb9jixgCL1MdNahOMKWOxPMq5BX0NniGMpyyv9wGbYWs8auOrYmLDlth42z2x7467Ywde3Kod+2Jy/Q7CMEJK6rM0Nh7zlIdZjQXKud5BbpstAK4HaI7EdaKb69TTLqAOAtuT37DXvkA3qcjpEt1uNJDrVm8x9mweD8QpxvFK/vn/8jsRRwA/+PfgYz8c/cZ4XHMHopFx+MdzrQbtbv/UIMbrzVg9Wo8NmyM2jQ5ida0aRHixbXXEmnXVWLOBYyee0BRHC9MzTvsDejG2FBvX1vFKkXaihpGJQayaasbGjbXYvaMWt+wux13bm7Fzz9Z44gQeOvK/inxHR/F+0bFDr72SsrBl3/5Yv2t1dBDl148tIk+YXI4m8uJb2LSxOls+42CN3VDqdYM2ylkCGCzB0pU6yqdgIxCmo8BzLorIFSLoSM6zRE6VTfuLBaNXn38hxqamYufe3VF2mtGwkytUOgszsfOW+8lnGEffOAQGLMaOvTfiLDSQ5VIcPXQ4rl26ELffcRvOACEuOlnDaLlqZXx6TWzctC2dL42103MScxD/IkKCRnUhT+qwH7iBPNw0xXp4rXTT3zk/VLGLDlHdUQSUm5wekoivAquQehaYxFx/qivMMzkggffl8yaH6/UEVXrn3GgschUJhWlFgBgsr1YBZnFdVxuVyA7/SsNvMJT8dM3t35u5dBErcSxeeem5uOZeaCp1DxDAFf7op34yJtaugWbKp7wKod7p40fiG1/4JQxgL27/wENx2x13wRRCS6zy3PVrsXpqdfTwADqEIjWYIIDrCdjJLOdcHaEHJMzZyLrN9iFoJQWkXBNMPfLM7z7/3c/+EpbrKkzFQ6C+g671LhNObYyZmRl41Y2PPPThnCj+xS9/NZY23xx/9//2qTh3pRuvvHwdxdSPo0xAXV5BSHqhZJ389ux7PJqERk4tslENf62X7K/XfaVBF3ASZLDAOWyPQCIW0mnIluJMRjk9Amvbb6MEeJQO1OibLPYX4Ae0k+fF8yfCie9zly+iKPiF0KIXnEpB27p0ToHT1lEC5EAH1iB3UpagVBh4pmaYyFjZsXVNdmekAtFmGsKpdVsyf62u/cKGjyN47xOTk3g5zRidnMK7d6SfMmmncqPInxLSazmLVNWdpZB84apGAUIWF20zgBqPScWw/ia7eGAwv5XT0M5LCu5qL8Ne8qcdXPZZh54RKBsnbCP3WL92GDfuqsT8hUH84//1d6J86CnC2mFs/9RfjVpzEkUcBQAjrtHeTuWyw9/trEbw4qfQhdee+FqUrpyP+p5N8SOP3hrrN05guIZxHjrGqdP1HrSWMcvwWFqvIZKFZ4YH4xQpDLYe8BgysYb717XIm3B3/Uw5zl/rxutHrsfP/G+/GY3yQnzgQx/NPu8vP/ENeN2ODwHQNzy8LWbhy+vPLMZCGxkF9d3r0V2JLM/6pp5CqzJIA2b76FWp0+p6dg/hiIglej2JG8idsuF+f/lqg3Ro6ny3X5972/PxxBd/K6oYng996CPwhji8sxi/9Sv/ew5qfOAn/jO8xUE8/cTnco3zo3/pJ8inwW/N+J3PfjYWrp6PH/2JH4/q9FgOtHbm8exotxFkw2WSc2CFHqDhuX2LviPZ1VRvd2UtAzbJCM93yQv+qW/Uq3TD3znNr6mCyw8pRGSCUAtalSZCj8XUPc45NDTFyoRE+/3qZJ47qZCxAumkTXOzkxS4oyAKlrHkJTEidNGw3MeP5fIs7nojCXNbcOP4+avX47WXXo43XnkuSp0ZlK0fiwo/YGXI7SLm8fXb4+FHPx3VCawFFWnAlGtXLsSXfvMXaNhq3Hb3/bFj94FUglRAGcM3ldaXMnWc0A2eDMcnskFlUg/lXvlcgBINu8JABIJfijpYKVLmN3MtNm/Dw5rGyo+14r//f//LuHbyRNxz34PxnWef5dlyfODBD0QJgH/iq79DCDYWn/jJvxD33bI+vv7NczSq+ZIf+SpUGim/2zgaIHd+9r0ggrHrK+vUPXd14XfDnE7vMu1VWD9DxcUlRxDx5vjuioBBdw7vEW8aK23bDRB8p14o/G6IsAR4DJyegTK5WkUQ7DuinVbcsEaosKbQR12MBgSjwiwSaJQWUznUGwWsmK5CWVRJLsLR5J+HEKi1F4iBP64RbgkU8DP38vN+MnZWQvbxcaWSdcQgdxcybCM4hqZ+jAoKVPpV8s0J6nxuwtsB9xpWu9V8Tqmirh3KkR9dzhrZVp1QehGZ4DcnEJsUfZdckVFUuHkC4BshWls/Wo2DuyO2TlHXq/34b//+b8fI0afyXb0PfehD8era26KCcVpEOWf1/DAwi/BD8KhiYMrI3oQDQRfP4zB+N8rXTiLDAAVhcmlsKjbfeWc8+uFdMTEFcCsG1FlPfA49XwRQB4S7vuQItIa2IeWWYrRmdGD3E5HT6cX4xV99Ms6++BJhdCdue//7YnrVupwM/fnP/KYZxn0ffygOPnQQz7kch5/rxuys00Y0RKVY6M3BcMkREJTrwjHxRf22uwJZrM1XTm2/PGVEIgaYcqoa/Nc4Vhy8SaeH36lnDfn75hO/E1fx5H7oRz4drcbqWJy7HF/8tZ+NDavH48Aj/z4mrB8vP/vtOP768/G+Rx4hXF4fg/YgPvebn8nND37oR34kRtasjsvX57Lvr2o7YQiU4wu0d4FbREkAOaKT2GJfbKYEciVW2jXM+rYFoOf8yqmH/sbj3leMkCB43JzrFvNPhYA71NNdKhQYPUUXPU+vmY6pVbjaxoIKN8Lm9uD5PgOthkIN0wS8ZB15yNB0qQ3nEDDd1uxfQbl9wYtlXTx1Mr7ylS/HyTeOQuQwNq+djMmxkZjFok9MrIrdO3elYM/NL8b05His2rqNcsgEJoygzHv27Io9+2+IqdXEG3p5MMI+srGWUxEcuKnF/Oz1+Myv/nqcOn4iprdsoV6Gv9QRzylfKwmdsqkY/SoaXgaacu4ZPHBlgSOX7t920y3r8FoICan7E989Gm28p8279sb84lLMALRb9+xN4F23em0ce/mZONYei/ffvSM9nuuzXTJX9TlgneUmxxQ82tFw3OVHVDppsNcSmxS33DRB3Rvxxc9/I57/+hNx/cq1eP9Hboxms4QhmM+wWNX2XMWrd2PLBBcn9sI/9b7E56sEqT3dP/hXargHYJ3wrXgBu68kXGqg6vC1UyP8RNH9PmyOxrDm4Xfyw6s2FPR9L9HAG+Ls7htDwkLfARvNiRg0JmKJc781xuF9hDKtieiNFH1y1fHpGI6MxIAyu4SwC/B+nnj0CkT3NXyEy/ZDC37RbseANmxgEC6Mj1gpQAPQB3WpWo6gOxuh5KJ8eNCjvZwr2kdZtPxdlEtg7ZOfYZX933YfKMq+RNDRaXdWXkXYuWH7ICbx1F588Ur8y//lc9E4/CRKPQ9I9uLCyaOxsHor7QJww78OTHUwKPUT2dYTIeIjEfaumYydyG59cjSuXrsIzQjcYjtmDh+KZ77+THznS8/Fs29ci2vXI64AtFcvdmPmwkLMnL8e1y8uohfzcfHNmbh45GK8+p1j8ZVf/W78zq9+PZ784ndi7uLlGAP07n/ooaiOrE1PsQYNJ96066cdW3fvjA03bIzr7Yj5i0hiF/CDao1CtY4M12tEGG5Aix7AK50dpS371hIF5BtNRp00XbAYvFBGeb6KiXO2hgqksUxXkerpQIEn6tPU+FicOPwKoNaLnVu3xMkjR+LyqTfjjptujuEqwlgAdv3UZLz+8itwcjG2bVgb1y+di2Ovv4Yu74mtO3dHm3sWiG4qS7RpqojAZrvqVOH9qZNcxjZQvk6LVItf/C9J0JTT2fhg+2rss296/cf+JgCoV6NHRlP5AJXRfbdORQIaASyV0hfzuCZ1aqoR6AvuZCXfV+qwuSM+5uGojm67hcIKCDR/CsTDkakJgDBGpM5JuFRbr0y0/vKXvkT4dS3XUH6MBh3Fih46cjRGJtfGjbfdHXdgMRcp7xwWZePmDTG1aStlWGGFrlD2GspKnJxNZ4MKru6R1l2cizeOHIpvfO0bsTgzF63Rsdiwa1e+4a0A0cwqmWt97Q4QpLV20p170C0zRdGQL+OrGrF6HaDBM3ML/fj6l7+NS78Uq9ZtjktXZ2OG8HvL9h3UF7oa5XjzjUOEoN148KN3xZqpepw8t5B0FvO+aBwbFp4oPvlCJujJuY6UpVe9ZdNI3HjzZCrtP/qll+Py668i1YTa8H5864647+a1ABPCMkPoT2gsnbmTj7yhHiuVbOI12UYd8nSBuaFpA6+wzDVr16UOHUSqC2AofIuAkSPJjiLnJrLQ67rRNp63HdMqvsbGaSvYZjx6QAEvziVhizzvxNV52nee+jn+tziscQ1DRqjW5Zx54Q3r6XeQ8L6gRv3dhdqJ+jWe37CtEvsOjMZLz78ZL37xC/HAg7dE+fbVrm+Ppau0RnotyDBnvQObKEcxfT8MdXTUXY+8mDOpksJ5jboc4UIN8KtT7xEMztaN5bjrpmq8dGQ2PvPZV+LoZ78QjQuH8/26jfSK+9DVjbNzHXRhIupjY3i7euDk4d6VTpnCaPXgvYZFhdRRaU2Oxba9e2PHnhti+/6DsRZAvHD+bCzNX4oB50tHT8bp59+IU88cilPPvxynnn4uTj77Ypx+9hDHK3HylZfiwhtvxCKhoQBa27AtDt55T2zee8De8Bz1tx+9vNQGAN8gIp2N8shYbLljL4SV4/I5QnRc1AIc7Aog7IZHhdgrK/BE5sCU1Fvv5OzgAhcKvgku8Mn73dJeHTEiETByyhjPDh2ZV555XpF649CL6PX52Ld9e3zvm98AoIdx7513xfXqKF4h98Kvw4dejS6yfCOg94XP/lYa8A9++GFkrY4zYVeWAEuEQ3l2LbkjkrvKGCsI+DWAUD2hYf2XDpV6lLIP4fbjU2VbG33FCFLvyoZH/vPHrXzTBdUAl66vMb2NZSWX6022Msa32YN6CMD1mfm4fGU2FufneIaMUKBcigZwNlCuBrW2c1RLQfmU6RkGuXMFGXq44mSRZ+wDdBdqfkUpW7H3wA1x930PJOO/hvu8iADvu+O+uPN9H0jFWrN1U+yESVt2bkNxqByWy9BDGtxuSsAQqGRQo9KLFselM2/GV774uXj55ZepVyke/uQPxU233RGNqemo6/WJDTSoNc0BB75bb7/X+Y7OFOVwTeuReE2dNm0cjdEWjcKj//iXn4krrz4X+246EHW8nVOXLqbybtuzO9yJukImbiV17cKZOF/bEnftXxNdrO/cFQQPmrNhUf4WQOS9GiWjJUfDV03X47Zb8boJlV549Ur8s599IoZvPBvbVk3EQx9+MN589Zk4cfpy3HhwR9y0YzIaeIJzswAfjV700SCotH4VD7+OxRa2KiVHwxUc53fxQa9T4HJKDjwqN9zNR6+qhUHkgC6vu5Z2AeUvGZbVRmjXoq31slT4nNKD9zPf6wByeJ7c1qZc++Z8axfSkuDqdkTdLvkhlD0EXA+h0kdg4UEF76xB246hWOMo2dYdgB+G5oUXrsarX/xWVK+fiTfeuBrr7rgxtoxVY7pF2VcAQJ4tA5x6AhV4Puz2osbZ9eEN6lbDQ1FZ3EjV+WyG6DZ9FSImkN1RIHvvrkpsX1+JZ168GM9/5lsRL341SjN4bYNOypThe28JICGfLqH21bNnYsu+vXie1KU+AqiXcHCL6Vht+3HhbcU5gfILng4brRg08VwBplUTI3hv03Hu9OnYc8vtseOGu7N7Z83O/bFq23YM9PbYuGd/rNuCJ4Sx3rplQ5w6fZzwuhZ/67//67Hxw7fExUsABAq/aPnWBr2tlbtxEZnvzV+LHmC75eDWuATBQ26suvwIee51MU+CA3Kt7GdfIDo0NtqMESIb9dP6qQPqYhHVIY+pGMX9iNYyIAKVHBV1j/u4K2Ur1xXTfts2TMabgODhF56lredj25atcf7ChXjh5KnYtm1zPnPp/Dm83tNx5Mjr8HcYu4nk1m3bTf5gDoYwu9fsdtM5cxOUUj/GejNRX6JdwC1lvGa4Cw1iEKe36uZAY4FHgqF9hsgatFW2f+pvPe5NdQSzGC6mEtAvQfk+VAEA0BsdbRFGIuzc43pct+tJpfV+vSVAzDxyGyuuCXyOXqLTaSG8LkPNU65lOTzXAwDrdmRCnBsjTkxOx7p166MJqJw6dTxee+6pmJ5eFfd96JG0BCVXTlDWxCpCLe5fKjvBwCy1VmI7hk4wtgzApjd3IZ59klDhG1+P2ZkZBKQUj/3Ij8QmvLLW6GT2t2QIbMPym7u+yA/pTY8MGlfmPMEK/vHnmf+0kDt3j8d4i3tR5p/5xS9jXa/Htt0HAYpKXCAs9WU0B2+6RQuD97wUazcgwGfOYDgW48H7D0QTYHN9pu9gdW2r/OyiwAKwXt706nrs2j0SO3a2sk/ql750NJ770hPROP96fOieW2Pnnn3pJe/btTVOvPDtePX45fjAXftjipAcHYnrF+ayk7mJsCgcnivORUP1/W47Oqnc5VzDnrsQ06bw0LZIq6/gc7jecmVPOtux0+mS/0i0CKEGKPywz7OAn7sxjxOWOhLo6yjtxzNikZcyzj+ta2cBoVWuuAyZ0aLeLT6PUm+3TBrHyI7xzCS03X17Kzbg5T35/IX43m98KTYPrsbNu7fElWMvx6GTg3jwju0BXsWFo5djhOcayKclj2sQiRacd+dGoh5Nro1gnH23rng0IIJx15IR7p+o9ePGG+uxf105vv3dM/Hil74XpVe/k532OVMCGe3QMP1KM6fwdI00AEJf2HTx2kxs3LE7nI/oVKAahfbgQU+vhPoIGgKic/AMz/XN7SdtEi8vwstzb56KifWbojy6miAQPRppxda9m2LrnnXwaSLm5lBYBwcB7ZPHX0+n4/4P3BVvAKBXzgxiHkNpd7Ja4CCg495uKzZ3/nwM1u2MvbdsiR4gPAYR3bYrVRaRfUCBeujoqKvKuO2beSCD+Z5keCn4rQBgvpgL3ciIDh3TE86lkICf2sGl5QOd4kqvs4BcLcbJ156LMrIxP389seL8letxyddwcG3zTqKwyanYsnlLvPbCc1m22+Df/6GHMRYTBaijXy11EbBrz12OU8dfi5fdaOHl5+KFZ56Jl197NV5+6eU4+eaJ9DzdXcndrIvdrcUn6Iaw7KKTUh0CCCzd9w8v0rYKOYUQsrgvmy/sto8uO+KRzvSGqHhuz0QG7mKhVDs0zs00jPvi6cbqXxqLC2oyRCXuUTCyI/MQvmKERouh+4yXw3fYnu8mWFmmo0Jcv3I+vvaF34j5s0dj7ZoN8bGf+CtRnViH50DS3cJCWNYirrMvOZep7g3nsrdxrOy5U6fj7LE34tmnn8gRYCQTb7ESn/qxn8Si7oGfDsdjoaWNhnNrLi9Yb3sB7esoZWdD4RWltRP5uEdPWJiYmi7H3r0jgEop3jgxE//D3/6HMT49He978KGYnZ2L5555Phv8Iw99LNeOuuywBbq88sLTcYnw5K//jb8WW/dPx6VL3Tj0arGvYXYFUGatvhR79o/l+1EVstlr3fhH/+aLMf/KM3Hznm1xxw0Hksrz1/C43BrpEg2P4B86fDgqq3fG+pvujvmrV+P8a88mv9M3QABsePx/yqB9kACVLdtZPuiFI7hr1q5HYW7CW8FTsV3t9xuZyOVDvoJSGbI9Z1HcSZ7vta/Hhk2VGCXff/0P/mXc+Ngj8dBH9sMTvKPLhLBYbGcWuPzKMrvw1ZfbOwF8PQCqNzbo4I04CEWeFUEFhXTDzKOHXolL9XGMF+He+VcIdc+TBV4A4OKrCBYaGyGmhsc1kfK14IuvoXl6zdrYuHlrjGI8q62xcImmb2RrTY3jtI5St1JcI4qZ6QF9KOjW7bXYswkvdr4Xv/xrh2Phe1+LypXTOZfPsHLnrbfF+l378GwrOeVIPsrX53/2fwZd8eZaa+KuR3445qc3xzVHM/DA3emlU/e+iDHkxdVNThdxYwNXtfAxNs0EEcG5eOYrv4ks3Brlqc0xDyA1R2ux/8C6uOlAOc6cJIR8bT5KHZ7vXoqnn/hC9K5div8E+fn83jUx8z0C2euLsdTuxgR6p0c0XetEYzAfT/zSz0dsuzP+g//qh+IK5S52ynHiKQqFV0Z9q8YbsTDP9bk2gAnvpA+5MjmoZVRniKxMOtigQ2O9vaZOjGM87A5xLqh9nzQe9VNHeBY5GRIhPvnbn4nF04ejUR3E1BjRycSqWLN9d6zbvD1Kq1fxkPN6nZrCcwmYOFfUI7fn1ynQcixei1Po87FDz6LPVzFKhPbgwHR2zdRjBK95Ad1Rh0YnV8Wd970/29zBNOskr5XzlF3u6S3NJ32VbZ/4LwiBRXeUDxc/XyqOIDsdxVDX8FB1zz38ETT7iMR2Z6nDi8y82fRtYBQEmOUUmWQXuQMWxYiQgFp4V3aKZl8DN+U0C69zr8rp+GIfb8LJvouzV0D4p6LcnovxkWbs3HsTwug6Qq0SDAfoZPIYoW/OAEdp3HtsEaU/9srL8b0nvhzHX38xFq5fQMHIF6rvuffDsf/Ou8gfbwwapFTcVykFbS2b/UNVwlLhW0sCHkBvthFn6kd9c5svGn/7lmbgFBMmDON//EdfiM61y7H1wM0Agxa1FKfOnaGSvdh18CAhIFaXPDpktmHj+jh15LW4fHEupjcTzq+pA3BzMVj0JdGluOGmkdi9e5S6wf92P5773tH4Z//rP43h8VdjzUgld/h4/dVX4tCh1+LQ0Tfj4qlTcQFLf+3yZfhNcDt/Ja6ceD1mLwKK8Gm4tEhT6rEDLNA9gFe4fpDm6D78XJzLEd/ewjzXOzFDPY69/goCdySOvfFazF69FGunxmBTD68MQecZ+xfdqmzTdD/uvrUV18nvZ79yKErQ5isJTlWn42FC9lWrAV1EqT3bS++LwDCBsg5f3FlvpHOJPLkBgT7x8gvx8jPfijdpt7N4dydef4nw8mgsnTtKvq9zz1Xaepgjg91u8X4Hl8MJnNG5Dv/m8DJUoBnC4asAx5E4f/RIHD/0epx582hMAkqrxybSI3SvvBHaotKqxC234GWvwjNE8f7Jv/pudJ/9WsSl08grfjIe3f2f/GQ0N+3MEcd5wPhypxQztOdipRXb0YmLZy8hO+Sx/0aUcTTnGRr6OdXLNagZQRAGOj1Eo2V04pZk6sA4ec3NXImLJy/E2Nq1sTQ6lVvMGae74erpM/04eXY25lzMy9Mqcrm/EPPnzqHoa+Li/k3RIErtzSOr6J5eTQMeOdppPd98+SWipsm47/0HqY9R3lIsdAjh8QLzHSY4Hvbh6zVmF4+0ggXpwZOPMKiHVwC+OmD/GrrN71ZA3bVrw885RYx7xBNwkFvKMU4brZ6azD3+EMBojY3Ghz76EN7yvhjDOLnyyL7TeYyKiFLF87MfueyIPk6Lu7y7/PRLv/3FOHviCN7rbExPtKhrD9lejKlmC52sx/sf/VTs8O2LRFjbdu6mHWhbwmbIgCYMPAYY0imrT5nUt438c6Gy+aH/9PEWIDIJYe6J1sMairh6RGN2ist2JRi4MBTyio1AlglAQyyAnqC/6QECERy6/IJj4kYCjJN6c6hdCwVYKhQlPA7BSQOTVgfl6tsvxXNz1y/FsZeeQ7BnUmhaCG6L0Kramsjw1I6VOje6gGuUr5X5hXjt2afiC7/2M3Hi1ReiN3uVSl4HnGswsR4bt+6P2x94ELd4OubwROowOTeWTDopgTqsTM0RuCXcUF4gsw7awFzLrCDwe2uqElsJS93ZTYT8pX/1GzGcm42tN9zJvYAownAJADSM2InH6QRcR10NCUH5mL+k0B+PF148Gl966lTcu3dtdK9dj43rm7GesHiEBnvxhZPxr/5//zxe+OrnYnxxJmpYreHCXA6UuKuwnRxDXGINii3t+1h8cZRmOt/GJmnyinosOToHf12jqo+bfjZWuwGoNQih3elb5Um0MoRCwBW2PuHG/Jk3MSYvwdeX8canY4y23rnb98dUY/eaSjx3bD5++fOHo3zuRNx72764fPp0XCGsn1+1JnbjVY1Ol1BQvDzC3v61i/DpSjRpm+e/8sV4+aufiUNPfjOOP/dkXL1wykWitBvldt36nrCadvH9Hi41dCNXIw3Db5d3RS6ap91ok3yHMoq55JxGhZ96LbV9f0gbz7NNvlfi0okTceyZ78bhZ74Xw9mZuGH76th5YCKAnSgTYv69//FXIl76VpSuXIwSnkqMTMdDf+Evx0J1Mi7Bsw7KOEc5fTyTKgq6hOe3C8PQhY++EXDTlu3RQ7Z9n3K1qWfiQBC6hAT53hDn9NkP6Np4mi7FbBpF7rTn4xxh7cSajTFoTOWrJfvDWly9Sug9rMfCAgZkibCbNrZPWVA599pThMXD2PzR22OyhZqcEz70TGlE5EGjoPqfwlA622B6+87YMo2XVcNhGavG5fPwDODowGeRwW4go0CBG2lITym7uJRYwY6UwKf8+r+/Uw5+ZwKJWp/dWiID+eomqfMOQk5PTuLN7o7L12fjwmUcmyNvxOhYC4eG6GBkdfb39QbFxHqnZ7neOTAieqA6Yg1ou3TpbEyMT8TDj34sDu4/QN1n4/r16xjPBvo8jN23P4gX2ora+GR2MdSqmldo53fIyD5716fnwBrRHyTGNG1c2fXY33zc0M6VBT1cYMHCAYzcd19ET3dfr4wKoVRW1P4CR4vlkn0azgHK10qCZPYh+L4QY27BRBDR5bThZZDIYr+CfWt2ahbbhBuOEv6okwiKM/A7uPgnjr6G4lyn0Tu5H9ihI4exXIQteHmzV89gEd6IN55/Op759jfi6W98OU4feTm32s63/SM1DbzNCmXNoyD3PfhITG3cGV0EwK2tnKrTcRY8NNmkjuK6wgV8kG3QhdfIs+7oku86EQapk/ChB7ptRz37v8a5+6tPnYmXv/lkvslqzbbdsdAdxgRCehKL5Wj2mu3bc9meKyhcceCLrjetW5tTfRqXX0kr9vqLL8XZI6/HxTPn4otffDq++JmvAA6/E0uzF7JfbAj41ZfsakAkbS8a1s1WfRm0ndC+dMrpJw5rOCXDXYXdJLYPQDhC7GYC+SpG32HhZ3jg9x6eiUMijtg6pcC975yyY4ijgDcJX+WI2yUNO4uAyOk4efx4vO9Dt8ZGFOk3vnk+vvylp6N06lA8eO/dsdqto3btjGMvPx/nXjwS2/fsiF2TzZg/Px+vPvtMPPPN34lTL7/I8SxW7kpU21dQFAANgK4Awjn51hahbBVugLDan+TaYd8y6LrfpRiJnl0KfaAOWTFqSNrhr0qnjLlc0/WjTqKuw4fccIEIZ4js1pCnxWsX4tSlQRxbbMaNIMg/+m//YcQZQBxAWNIwE/Lf8fBjMVsdi2s4CPO0uTs8O3iTr8AcbcTkXeXYNTISF04vxvVzJ2P1pvXQNRJtfq+13FndgZ9Cbtx+3W3qZaeXsh+QD5O5a0zAj0Pg7ZqoEB4u1Vu0SS3nF+Z7tWn3HLbqA0h4cOP1MgD4AvI7E7se/UCsHYuY9x2/YJmzMYQjV1Ih5cjvMK6dORYnllbHB29en2DmtBe3EuwuGo7btwiP+SvmvCr96C+fiy4ZZa0YuDSSy5VStEuu+KCl8A8yGfYaiflSe7tRvM88HTPNqXREies2bo6RibE4hyHy7ZNjoyPRWrcNo1V0r8Ed3JlizioXyU8zTXn9Nl7dntiwdSsgLciW4vzpk0Q8l+ApvxPRbdh/S/TryC5t7JiDLoszQlzNBRySl4sfNAnQjFfuggH7YEsf/gfn8W7tmzFb/TAYgqAZINrxm31fy2BWTDgU8a11AWb9in18BXN07TPkFRsBNhmaBwTVAAv7mASbHA1GGHxGKy1zc7dWfnQvNmPzuVPH4yu/+YvRuXICqvqxiAC6LbydzNIgWPvqP+djpXODYNsIuXU+dKwM53d5Vsv9o//B34ixTVvDfWilrUxoOELrOHImvVlP7nf6j/kV/R6FlUN78jc7Uf3ukrQ778Sj46dRQtS/+V//fHTOHI/dhOn91UWf1MLlM3H8tddj5x23xcY9e3O3EjfX9Hn7wqZwyw+98moMn/np3BDB/AfpgRefnRRuckcRvTF3acn1C5VmKoX9I94/uX5ttCZWR3V8TVQRqA0Ima8izMnqtE+begngzg3TE9DNq3FdsBD0fSeGotenjgPuc7mTo959DMmrzz0Vs+fPRIVwc37uOtcJVRbRMmSlX0Z4N2+Odrsbq9dujLs++BBxJeEKNLlteXVhNr74W7+KV3sWA6kvRJm9eTwQjBJC2sIoOTrr+0ZUmDTTyJ1gTa1jSPjphPfR6bVRaY7GxKpVsW7zjpQbd8iem5vHQ7pKG2DskIX5azPZLzgApNszM9QdSSacV07satHrdpDHroDsa0RenLZ1dnI13uHlGKuq9nCCcgdja+Kuj/94zDRWxfXyaFxy5QRy4XxCyAeYmrE4QuB2azUenI94+hdeizPPfCV23XJrtHYdzF17Au/GTVCvUE/7rNWLEdrSvnGqHQvwW55vX+hGozeIb//Cr0RjenVsuOm+uIycuURQ9PDdyzBGe4Cswzd4t67ajte+9PMxvH4xRn7qP4xHP7gJx3kpTr+2lFtLGbE1qfI4ujmyNBtP/OYvRWnnffFf/rX7otNoxUV4dgXwO/cq+uJ+lpSQ78SB1Ax1oSvllDONl/Jo8uw8VM9pULyOQcKqUEXywZFxJ5bcKkteAjpOU7GP3jDUJq7D9wWcmu888aWYIuq8/ZEfibnZBXiFXvKUSwjzxUrIjO/vHaG93SCh74R90HYK8B7OX42nvvirceHkG7F6HDDHe3zfj/9HsYixctOKsjvi6NhA4xDdz41a8JxNTrKvVjQsbgjRiMruT/yXOQ9QDjvET60yvHJis8xIgZM5NH4CBeAnBouByFsO4QlwwqdhMDdCqFXRWulWAxw0ul6g9xV9DEIv9wEyLZTKZ9wR2SkguU0+DbE0P5vv9OwTDg2I9Z2zpuA4FWEJhWyUYTjxn0vm8p2o5OdL3X1BToIvebqlvkrvovqtB2+J1qp1CQgukCaiSu/TbYCSUcsNKp0ZnlOUyWvp2qcV9HoFhS/HqkkVthQXTy3EE5/7SlTx7Hbtv4GQAOcfLfH9qb6L9vYH7sPLquUATK6VlRcoSA+0X7N2cwxOP42AFDyzr8N+GwEWXYFFXkO48NYc1Vq7fiuh5964/30fjH033RI33HBjrCe02bp7X4ysWR9jq9YjYS1k0tFCO3wRWFeOlFxDi2BmOFDPrgc1eUh7+8Js5+kZfuRaWATRtb2Oym/dvDV2bdsWB/ftjx2bNhLSn4+h+7DBc0dUB1fPx8S6zfG+D3w4ShOEbihrB7PqO5wrtNkYxZx54yXaBRAaFLt/lAxREfAGhrbOocfRQhANbzat3xT74eFNN98ae7HouwCTVRu3xVqAb5K6u/uLk7FnO3jvtGkLb2l8YjRGx6di1fp1sX7Nhli3bmNsIJ+t23bENkLSHTt3xd4dHLu2xbqp6WjZryqvuwvZbzyPPFSUI+TKAbSxicl44KMfj+7o6ri61IhzHUJ3+KW3YLvmBhnIQXk17bmqFBsWSnH0uVPRu3I+Nu3cHoPWaI4U59p47iNKT52qVpW5wklA1DDMeGt8mMLDraDgpw4fjv7MQqy/ARlCzt1QIY0B96t3WmUn7tr3Nd7A61+8kv3kvXYt7rx/F95jJa4SBi8ug1cT+Sk2aFmIN48cQsXKMb5xe0yupp0TaCoxdxlvUYxT0Pkfic7kRrISqe7mTIDvS8gUP6+8K0dZtktGHUS0aWFND8/giFBdHBuucX+JNhYsdaqUzd3bd8QOIiPfH54zUDic3bEAyJtvAy+oTpSWsxLQ/VlXfCAxuTcigPbys9/KOjaNYJCLbbfdG43RKWRdANf54gztOaMi0QkjZl3FNdvFiqvbD/9PZ3GWRBZoxhIXzNAYLLMlAYrvFJZAoYfHg/YteaatKaC45nrQBE2y87pDCQKbk1KN5b0nly2RcloBaVAj5OD+Om6sLvQCFrzFvZffeCW++plfjvL85RzVoiVhssy0QtCJIDpI6wvWzTeVkkL1e+BC9mnYt2Afnwv4b77nA3Hf+x+JwchkzHQHMB7l47GRpZH4DiH0/t3rUJ51MXTvNRTExfNuXd4gvLKgYTnHnwHeVtx0IyHNKEI7P4zP/t1/E0defCFKaw/EHqy3znSj3o/vfu9L3L0UD3/6JwHgVnTIxt1XcpcRaBtZ1Ys1m1ux8eTl+NlffCL2jQ8BnG3xq7/2G9SvHxOVxei0FwiJJuPRn/ircaWxOuYAMtfHOqJaxhL2AUdDEVPRgpCqcgpoySs4hQLZQoYCySfaz3b05TD2qznFamGhjdVtZ/+LIaR5lQxL4KmHCuh2Tq7rbGKQvvjL/zqGMydiHDCpTe6IRz/5GODk4Agy0KvG3NUZPJKz8eR3vkp98RyhsQ8tfV8kNL6Z8HJNjK/bGlN4jhf3uJsHkjJwI1DAABqVOKMgy2139FIN8VFWPUXy6sJk7sz6rKWuOYkaojOCUOEAFKOGpgbX6Sgo63zouSKn3F8HzVo8dPns+Rj/7N8pdjJftSHGt98c6+/+UMzVxqI9bGMQqA+eHLoUbo5g6gCUpVYp1txaj8lGKe5/9Vr88//9M/n2xDt/6FPRXrMmLnUIfTEk7kTsSGUTXst6GcsjOS/yanUx1x8fWGhFk7Z57nO/GYsXr8eN9z0aC6VRvEjkkOp2a4bRaKNyT8jfQH6mAMP1xBTPPfH5qF47EX/9f/i/xuL6Zrz2Rjcun8EDzMCxlu/fqC5cjiNPfyuuvvl6xK774//xn38Y0K+kBzpYGMQLx+zqkW945gIXzzhBOMNPwAPJh267GNBt2hCpkI3UBx5zrDgO4gO3pU7JKXJPXdeoq//O+PBwKz3be8H5mbTPqpmT0bY/d3pjRmN68wb8Jdrb5MR7624UMUHj+uKli6dOxNfwIPfv2Z3vPXZ/w0f/3f8oahjzwXAOWYIC9BbRza4QHTG7hOxeyYFN6eAWPXC1I5MVKQRepCwaW6b4fWXIOxMP5WfuMZS18upgusvLvwuebiCggto/uJJnUUaRn+8J8fc6ltw1rbkuD2pWjQAWs7Nx7jShFwQ7euwP+f4MnsWu6IRHu0vD8Tw/Yi2wQnhyhnAYBxTRPlQEnpTrO6HplWdfiJNvvhl9lL2FJS92o464cuVyPD9fid98/VqcOnMqwbuuV9jr4jb7Im5oJYucFkRjjLb64QpAW/vYmYU48eYpGm4ptu3anW/rz5fwOBCB5zC5eh08xOIrFBiGerMf23ZW49Z7anHXjWOxmWh+w6pm7NwwGa+88lpMTE3GT/2Vf8/M020vQG4QTz/9NOU2YrxFWIiFdJ6j/Ndqag4gLoXLLoo0Qmn15AxtscxnvWFfLWjrYAQzKSfSpkDKP92cLhfddMINM323hU1tst3GxsZSmBTsmjvEUM35hV784i//Wvzsz/1i/NzP/3L83K/8Unzuy78dT3zzOwkgVUELagS3dXiRP/xjPxwPfvgjGKMPxLY9e2J0dJT2wGNtANa0tUupBL9GHeAAL11lp4BZrpOJla0VWXWC9yL0u5olFZRK2wNmP5d9ZtQ0gUcjUHMjVepbQ/lHCWfHkSkVSo9BZsmXvTcejMaI/USAAOFrq+myOddFD2LU8JVyRkbKseamWmzDoVkPHYdePp/TrErTk0AsQI1il6iPKZ0Bqk/VAQ2BwmuFnrRQ2vFhMwdxBLhd+29KcD6FchtS5n5QMp88munRY5ygwVrpAXU7mOim3SG9+JnPfk/cgll5O3Wi3uomMlsj5N134KBIAOqejOeOzJHHMEYhcXy6FqOr9OLgC7SZpE++ZfcX8qckSXGSDV+lMdfTQpob1Wpc0vAgbSZ5rOfo+zeKvf10JJArokojM2cbSKxzT/sLc/GZz3wmPvebvxGdhfn0JO0qyC4Ru8tgnLhincd5zK3wDJ+//eR3kIVm3HLnvRBGW0G/b49zk5MlogNps2dbw5n9gNRNyU+nDTrtZvKgKMASBUnCZZotZD2oqMl1wSvgtZKSQTwjYVqMXEBtxghHWgVyFczMCjZlpRVWk8zxu/0yfUIpd1juXwdonH2xADM5OlhPG+vYoZcIf+di2HG0E+BD4WKIcNZGEJrCXRaUaqWRnIYSA0I7hbyCNeG3Wnkk6bOfawgY6RV863e+FJfPn8FdIKS2IdudWAOa/YefJOxo9+Ozz8zEi999Nrqz8yiJIKkQoXQopesQewDc6lV4SFiV3lw/fuaXn4lZeDG6fmeukXU3j263HceOHUWi6nHnXfdEgxBtbD0u/x2jcdOtEzE1Cd0z/fjWN8/E3/s7vxX/zX/1D+KFb30jvZvPfP4LsWr1GEAJmCNS7Z5zLpfi5ZdewlrPYf17MQJdMDCF2F1i3E8xjxQ0O5+x0rYl7eYmsnYJlPB2c/4lbaQVdENK53Lan3fl+mJ6T74Lw52Wh3gZDi70aFe9f18eld4k/9nutndZiYIux/oqlbEYGV+boXZ9coJwdUts2bcnl3mNT61HKMvYAmCLPC5duhRdaBhdMwmvAOt6k5C/gldLO6KBFfe5g858jwnILDjrbrg3XpeQyDDUolWoBoo0UkNeAMkugNmp9DCQvrcYA4QVEwKNAHCiaTfywQVv9RoxjRBOY7zWATrzx19HXhA3R4rhnYN/ODk5CT93GSK8GsXTL8PnWm0Qe/aU416M171jyMXVQbz5levxxS/9TvbpfuCxT0Z1elXM9vWWMD1UuDVCHR2Ntk/HkNBfaBtIjdE29LfLcXVuIWa7SzGyDh6Oj+f81zrluvPycLCYMmzYN4SPONwcAGKly7lNSI8lrnbi4ne/GVfPLkT7LOU4ssozbvbhqhtDzCaeURn5LF0+FV/55uvhCyUXkWXvm97QpKr2A8J79QU+yBS7TXJ3cD4X2ksVVDPp0nCIA9BTPOnAm+0nYNnX2YqJ0cncwch3xiwiYPYDapwd0Kggx3Uw4M1XXopF5HpiApm3r1B5RsbewgyrQ3ljtNnoEM/7+qX4PIDZW1yMm++6n7LRdf7PneM18IvgiuCH3mjlc7dxdFdZ0HDyMbHNthEKlaPKjkf+s8dFR5VGQPG1gFQVwguQs7LZb4Eg+qB/Tjnw4eI6SiYg6lrKBK47WqzgOmjgaJCCnGf+uIWDvPwMaVW8CTupc6Isj41Q7pULp+LFJ78ZrczG55uEOVhjFGaJ8ED19+UrbpMfJb0HX1fo2lH1UmZbcWe2q/RVFKwOpmIh+G1hYTHGJwArPMRf/NlfiDddikM49qMf2hFfev5snD53Pnavn44GoaZ1cGsq3wnbwjNYMz2MfVvLMUojf+67F+LQk0/FAEHbddNteIFYPGrUQlFP4pZPb14Xn/qRewGDkZgANO38Pnm5E7/6+VfiW7/xjXgTL6l04c3Ysm1P7t5cHWvFG8eP04jt+PAH7o+XX3g2PS0bFO7Elq07Y3JiOpvS7b5rTcJGBVJLCejZl2ZaMUryzXblBz4j1IAF3OBpPCcE1U5v5221EUS7Kpw/SESWk0fz5d98H8J/WErb9XK3nfoQxesuxMkjL8TS3BXq1I/Gppving8+GAdvuz227Nobm3bsju079seWHTv5viNOHKJO8FCvRi++DF/XbtlOe+IVABZXpIVylK2Sbghl5EYGHD3nfZDcZYQLnK2BVcHDQFhGaf5ZDbQ0+oeMmJRPBU0lhVnww/zgC0rVgk/T9i/NXonjz343qu3TKG8j1u04GGNbdsQQL3cW49zCCDUgzL0A9+xuxP4DZaKTpWgCpPXFpTj6nTPx/Be/HsO5+dj+/gejuXFbXKVOc9CRe0xSRqe/mA6Fq5/wsf2AXunYCZLSiWwDnvnCI+rRQzYXLlyM1evX4c2NFSF/nXqhE64/bnnuLcQ4EtG/ciGOvfIcmZATDsH4+oPRrYzkqpIcO0XeEtBoSyHKQb9rV89GFVau37UtpqewHLCpQ6MLyu0ZZxPYRvAKOnNrNvs+aTvlLOUr2WoL8F0d9rPMFwvgk7pmn6Eh7yiNgyaiZ9KDJ6abSTvWMN5OXRvOXMnXZvrq3Y89/LEYd5NagN7BUMNmAcpZFiPkO1y4Eidefzm+8/WvAOyzsf/WO+KWW+6OGZyWEy9+Df1uxY69t8YQwDVgtNtLiDMScPFBvlMZutTPEoDsdJ/EL75Xdn3ibz4ucifA0QhLNFy+zwGCnUuWFYcZNhZXeQSXtEGDkYHbZunm055c96CiMKXYKUWghDfcn29uT1XiGs8ZslFcgqHWN0UYeHYD1E57Jp771tfi+qXzCAfPVsdw7pqx48Bdcd+Dn4pb3//hOHjX++Pm2++LG267N266+87Ye/stMOTOfOfAwtwMns1sKoiWd7E/F4uOKMFoJ0+fvXQuXnvttXj+2WJpzgwuxaat22L3zvVx8MCG+M5Tx+LIC9+Mu+6/IxknudZztDGMO/c3ES2EpV2K/9dP03gnX0DwbyWM2EA+uBlUuN6dzV1CPvSBe2P9utXxxecuxy8+cSye/I0n47UvfC16Z87EVLMcBwm3zp49F3NT07Hrllti7da9MTYxFU/+4s/E6PREzFy8SHYOHrTxRMpx5NgrsWP/3miNTuWUEJPTiNoqgOESdCLB8NWgBX6n8i9Fg7BZunzPrU85UKRs58R27xzTiwMsaB4naQtWtpSj577CVCNoOzlQ4MDF0uLVOH3o5Sh3CfsQ7tKmW2Lrrn0xnBiPpREHKUYISX3nbQ3LviYmqIsTtb3XqU/nLp6PDXiJzfFJQvhGvEkbK1V6dobubsRaQhEcTbYvytHwFmA/dII8nqRW3P64Fori/otX8GYFlxb3YwrIhHbnrNWn9QrPVd3Fq3Ay7OrRSkwudeLMK0/F1aOHAFnCj+ZEfPLH/2oMmlMxP4BPhH7j0DE9PoxbbgieKcXFC5345d85E899/vl47ud+K87kziWd2PLgJ2P19t1xASZdg97FMgpv1MBRAUR1ILKrSO5rqKgPsQ9yxRXumaDirs9uwbc6enXx9dei0qJlxmhn6uD9duqP8fw0/B8dzMW1k4fjje99DT4sxZYHPhrrdt+afaoagLLzTR0Y0Ngou/w1yGN6VStOvnky+udPxcsXS/HBO3dyfRjzRA+TE7W4dh5QxSANYXDmQ/11cJwgnQYRAUkjRT091OMEQ2QQO0R79aKpQ5QyY8SGw0LbuC5fgBXEXa+LK4P7ief8mz8fvdkL8cGP/2isWrsm5udmMQI8OyC096CNLr/5Zrz07LcAyifj9LGXo99ZjHUbtsadd98bpcZ4RibHn/9yerc7brgL4YZv0CVu9DSYyEc6ZshdjkSnsVQYZAxyAd8rOz7+Nx9PS0nKDkLijFzHx83cqUhlA4Jh3EBl+NzA4qBBOXqVb7FPxdPS6nmYf3F25NQc/Mt1xd6D4jnanMteYIwjkfbzidyOICxevhAvPvVUtGGIu8r4gvD7P/hQ7L3hzqiuWpVb3Tdxryv244zhqY06raUaZy5ciDcOH+d8GgbgNQl+CGRu3wSAtu2Et2/G0TX7Q6Bl0+btcftHHoo169f//8n6E2hJ0/MgE3zjxh5x93tz3yorMytrValKUqlU2iwZ2bKxDcaMYRp6mgYOprGbBtMNPWdgTvU5A8wwhwNDN7tpA6bNYmNsy7Ys2bIlWdauKqkklWrfq7Jyu3nX2G/EPM/73VvWnPlvRsYf//8t7/fu77dGa74SF8414+OffSb2r78Q73nkfQiOKp9wBeX58P0tjDGMPdyPf/RLT8UbKNHmeDfO3PM9sYen4jy7Rby4px/7Igw0ieeefj5+/2vPxetf/3bgBoFwQpbTZ+LinfdEp71E2+biyptvRu3kHbF28lz2ZXVRIrVOK578xtfi1Ikj0IgQb9QnlMNLaDTj2rUbcfLs7Si1DqhytGySOytryxLvkkgiSyzok9uN4UWq/HJeYKYABeDAow9zbibKdTqGLWiogye53BH4tWpaUPvwFDT7nfQ82ijkp7/+ZZRUn/IncaN5Ks5cvID3Bh3m7IZwMESDmmO8yRsvPP98TqrO/iva8dprr2Ox70IB1uJKqmHDVYRWxsT6w2Wp+Fx3Ku90WvAjAi2MbnbhhHW9YENlzzepAreK3TARBJCjGGenOljkbDjIUesj7UasNlAIk514/JO/Aq/vgifqXzwSp+Gvcd0DpPCy4K02OLzzbCXmodPjz/TjM//+qxHf/npUXn0FhVmP85fviAfcmej4+dhAuToZeoTDJr7GGMMmYX3ZzaaMfCpX8mUPD3ffLgmMjqugOuDHfmoXCHRo06vPfif2dvbiOErV3XGaeO5LlLUKXE6BeeU7j8W1l59P+fyeD31vNM/fHXVlAqXp9KiZ4T+wd1wI7tJFcKgBVGbdGmsbYzTbuxnN4xfj8nonrtM+RJCrEr1tlCa0S7Wp7KB4M+IAtzxJ+VeRy0U6RH6nowOtqihC/lEfhlR8QE9pCmdmDvtRCcjj6svPxe/99m/EaPdGvO/hdxAx3BnXcQR+7zOfja8//pV45onH4ulvPxHf+fo34+WXno2tqzgC0OPyxctxa/MWsr8Yt124jLFoZXT01OO/i5fcigt3PoiT44wH8Kmcwsb6CfKBl0Zdj9Rtz2AQ2qaBBN5zP/DTj9qSogJpGI0hPzcIAMykAlO4aCn/qQAlnLbVX1ZWhMTOS8MqCWny7My0IJBvfvNZtvfl23oMggtjzI205PtYoqvx4nPPxolTp+KjP/wjcf7Ou6KzshpVZ45Tr17dbNLL6Rj9rY14DE/u937v9+KJb3wnNvH+5prdqM8vxeLJ83Hyjnvjwj3vjnve+YG4510fjDvxEh946H3x9ne/P+5/xyNx9o67Ywnr41K+e+9y/lHE7/zOY7FPePHgww+BeAQCgbz3rnYsen4D0H7xya341U99K7q7V+Luy/fGdqyhSJq5O0oeVI7FHPYG0Vk/HuvHT8aZu+6NtfN3xNKJEzgaR2JnKMMQtoOzq6+9Gfvr63Hi7LlcAoRWjGP8dgOF51EaEz3XNByEpaMRgrGLQuvGccrVz3GUc2/OjQegBtznShWF33lYSr7M0GiZUlral8cdii9n3svU8EYF4SuhJelhtBrv9Ni16i0EysOtF2jXkkoBA7X5KkbmRWDTo4OhBrX1uIgCbHT1ND2nYopBqcfqKYTOZYLjFqBM4yZ5pL1hzqg3BLekwfvd9UjPfAEMALQ/V0eZlZ1b0prDqAV2Qxhq1FKWzpwUeBWJgqnQ5+R12pF7VvPYvjnnGi6gaJfge2cuNfuEXr/zyRhtGA7uxf7xc/HeH/mxmHVX8Rp4357FPGUO8cA//etfiM998jvx+peeSK/l6IWL8dBHPxpn77k3lgiXx61uuJ1wBWWj0e/QDj21BQzt1OVw0MfVSrq3ygoBGe3LHkLahgfOp2OnowodaVZ29nd2YufK9Vg5eSYW3JcRz2oZHqjvbcWTX/187LyBgYdRP/hH/1h0jpyKHTz8pnMOwYgGyQULNj5P10s5Veipn7YvEd5fvebWW5tx/epOfPgdd8RVYee902s3r7jAQXyrNFB8ohpnIc9Xtkw+PErFkZIL3icwSj4jXHXEG/aBlLaJNnJvF5mbtzYtYzSI3/n1j8UEr9sNT+xv/NynPxNPP/WtHF1Xc8y3a/BcxHy3G/chr49870fizvtRlGfPxzPPvQpPLcTZc+ehu9PmRvHkE19C2XTj/D3vCM+UycP0gctdizLUETgueT3xQBvcFis1Hu+r5wmBSwItrKJCQyCmrmMudTtofJYjEnzHd15UpB3QVc6JtxKSxzmVgXR6e8ZWpi8nQpV86VGSN3/L8BDevhCFb9rvYwG+Hct4excuX0ZpLGb8npthIoTOjbv2xmvx9S99Kb72pS/GCwjkcDiNYydPxb0PvCPe/tDDcfGe++NY9kHdFSsw+MLqqWjkUrpVBHU+ustr0Z7H22rCrtR7Cc9vaRkPcTCNX/v5j6GEjsb9b38oPZgTJ2tx4mgjV2Ns7kzjb/69X4q5jZfi5LHjhHfH4sZQuwYqEDL7GY8eOxJrZ07nvLX6/FpsDic5h6k/HOfed05IXkOhnzu2Hs98/etRv3AhjqAcnfclA7jsS+K7q4VKb2mJ0BJhcnJrDQ9l4+YWoeVirK+vUuk0dquLiXOJiv6WRDAd+LQskW3fKLGAq3dS0HincnQXGPtE2txPyatClEuck+inAbO49KyLB9klTwdvc4oQfvrjeE54n57WpsKYtlfjoYfviwv3Lsb5C804faJOmD6LF7cn8cRGP9p9BG9pKc98mA7duIJ6EIjtnW28lFosnCYUA2gFVf5R8erTOuLqMioblKP/0J4fshyKD0+K/xztHLj2l4el3xmvCwWLZFCCxlrvqRYrDXDO97FmxMtPfC2uPvvtqAy3Mk3jvkdi9cRJZGhBtNDuYcx62/G5X/t4jG4S5u/txEMf/lCcuuee6B49EuNuB6PTiC3wM6h4VKk0dS5jrUx30ZujHBW1W8PZ30cSYCvPk+WRFddRKyMVeEMDkAoUGXEe6OuvvBL9wThOri7F6nw9WnjdX9Rr2r4JcSMe+r7vx+tby41jdyZ4t+BujFPg2ThuyppdN+CqKCzqzSFeZLBRizPH1uKlZ5+JOZeKVleie+FUKiqVw/xyNXobB/mIArLfHnoVp8iSLEVaIcPJPWQ0ZKaA3EhYORXvpC0rNjAoyiy85qosZfzaxvUY7PVitz/m/lY0913uN40//if+VNz34ANx6fxt8Speqobykfd/IOp4fK32Quzs7uVMCT3Zuy5fjFdeeSl++7c+gWzY5YACvPcdZfQdZGv4Dds9L6Ts6qQfWhwBecro0z8e4AF+9Kcfzf4iGyd1+JcvuWyohCmKC43PVz4jfbq+JtIDpJGJANKVDueCFLMd7gaj4sypDCpFs/HQeg277aTRu3OgYGdjM55/5hlc3fm4/cLteJsibhr9bSzjrc147Gtfiq/8/udjA9e4hdK4eN9d8d4PvC/OX7oUJ8+di2U8ugoeWWdlBYWAdcMtdlqHgyYDvBawAunwTDJciLhrbRaXz87F9a1p/I9/+xfjBMJy8bY74ujZ22IBl+GOC6Xfz516/9Y//WzsPfPl3Ez0JMq1P5pFr+3hPbOcYD2k7W677qiqxzX2nV+GsCiOnsSGbSVcn8TKQiuW5jy5/+uxf/5CrKI03c9QhacXubq4GiePHI/XX3099ra348yJU4QneH8wlTuoPP/8s7GKAlzBg9pyJAwUGtI6tcilUG46MUPhKXDJjNKDNP5WGeY2ZHaQaLSAVaufC99TcRgG4YnxTI/eJVGLzmbt3cqlhi89/W3a4F54+AB4cVPa+GN/8oOUOZebVv7nz74Rv/yr34jnHn8pNr72nWgTnrkc8PbbLsSrr78U473d6BCKemD9lRefxfNdjBPLy3g6WH6YdA7B74LDDiFTrkcWn4C2qydCu5xyAfi0xbXgGJb9nnovGh2YH5hUKvhAGU62gfNYl7AX8CubV+OpL30uXoV/XETfgUecRnTvj/7JWFhYzgGPBrgbb74Zn/7F/wSfVOOud7wLZfN9UVlbiR5h7wbl30JR3AKGPbT/EFrVUABuoDEYTFBaKAB4rIWiqfAcKqBA4DmUtfMr3cdORd0hvbR08j4kK7KAnOBEwWvTeA3hHt+6ERdPHYnqYCN+j3B9ur2Rbf7wD/5wdFaPxtA1xSjdRTzuRhNOb1Ef3mtjATlE0fd7DkakjeQCDm+gqUtUL124I5795tOEmK/F5Xc9EOsdZAEYIBPhOyFsD+Pm4BiwZrSn56TMwh2lH00jCYo0nhUVpT6tHh/hvnrBYxmQCeU5lQ18VbGfGh49jlxduv9duWnI2rk7YvLqU2ng7n7wYTzpFiDOUHRPxnAwiDsv302eRuzu7qJnp/Gtr38txv1efJPvl196ASU5yKV0H8GDbywg78BkaJvnGSHn0tClvbYDsErXl9/qHXgrN345+/1/9dGi4HiXgnKg7X321r1WINVd+c2tHfNpGfIb/cpDFZwa13eirHiUpUx9QxEmIr0O60IPJdO4I7GjR6PeXjzz9LOxs7MVr+Puv4Y1eOPVV+O5Z5+N7zz5rXjpJUIA6r1M+Oo0kzN33RMrq3h0C1APi+gOHFCNT5l4mVtzw3wiQYugRXO3Y/liF4/knpNz8fO/dyX+6c9/IcbPfisWF+bjbe98MI6cXCLE9djNWZ7B8MufuxaP/dYnIeZ+3HHf22OwX89NKAeN+fTqRL4sP8UCeYykJ625osJg0lnnemVixUGKJszVJxS59ebrUX/7u2IRRWZIIRPWyTtGYFqENs6Ufw5jsHH9WqytLeXms7k0DpjeeO2NWCSkWThxBg02hEHEJ8YIJeE8RBk3cUw7cxUON4aIHrvoIUrOxs+Rft0pfUeYw5UDDjAYnqsQZfKO/YSD3ehvvBlf/LQWd0Db9qO7fjqntziq9pkvPhNfeH6DcPHLceOLX3BmdZxCqd/59gdj8cix9EzF+5H1I4TPT+ek6wUVFgy8cWOb0GgSF87cFg0Mncq2NkRJzsET0zF0JQKAUZ3pNKA+zyhxffdi045tt5zaDze/lMZp3TEiC/DHIuH4mp5fA1jx6r74qV+PrddeQrp3km/Voh/9oz8aPQTI9up5tVCAH/93Pwsu9uMDP/RH4IFzMUBZ7UG7PdrQA74e34ejuEgBtEBBOyeV+hWseZSSNFoG4XdfnIuTF6pxBA28vAiFB5F7HhrpKE1OGXGqhrRxfpx7KXqKXBccXMfIOeD0NCHeDPyraP/U/+VPxIMPnY/jt2NAz9Vj/VQVj64Rx47W4wju7coqimelEs0lw37KuDJABoqcSkt3AXJjAdfaTqe1uPH61Twx8UPvux/eJYJAPtfXa5BvHKMdeAcg7XuViYqy44Z0OjkK8hy0UH5TjuH9yVQ+hBZp8ovusKsks9G+9CZrrYxkqq0OItqJrSc/h+EYxb3veCjlX4fp6Se/SYZJ3I1sb+L4fOXLX4ovfv5z4BqlTxTiAMuRU2fjB3/kj8S5O98V7aW1GGAE9Xw9pEsnA58HGPX7wLG6X4FHkRd3XGnzAvd6gLbH9FZgwwC9eHD88JMKTgFW4WU6+UdlRwEQW89Py2Kntu+0No4Oww+8y5pSUWb9lPPditbzR0oflrP+hzG/0AUhu/Emyq+H27W1uRnXrl7L9YLN9lLc/+6H4uEPfE9cuPueWDh6FITOIwR6WhCAMpRnlc0YpDoj3L4kpz+455xdR65zVYAN4bZ3duKf/av/FE89+UpUr74QD7zzHfG+D35P3HbxJOE3SqC2H6tY7S8+1Yuf+Re/GbNr1+Li295RlmPhsbhofbjfTIEw1NwHZ3BcwmD3b1WLCAOld0Y7DXs8a2IJ0/zS1x8nDBtE9wMfCTcGNXQqm0xAHOCba7Zz66ATZ0/EzZs34tbG1Viax0KO9lLQJ4Mh3tgzMYKgZ44cydPf7LR2txfDL/vEHCiwMztdXX43Kw4C4VnJGBIKwc26oEfXydBuizTsx6S/k+fRusnp3KgX+/3t+Ph/+NcZbmhVPWz8Iz/6Y7GzX8OT26YOwhAnDHc68cD7vy/O3fv23BRiQht2wYWeolsxLa8txtLacmxdvw5ttxHSVoy2bsX2lSvR29mNk4tdBP/b8eVP/Vq88FW8taeeIgq4I/Zoq+tvbYs9fG4q0AJPHhDUAG5HgYVtkTpW4KkjHeoi3dJsEFtvvBC/9yv/MSYbr8Fge7nWVB/m/X/kR/BAbovrCGwe30CI9Wu/9B9TgZ6/921x4Z4Hok/ZPcob2kVAHvNBdcI5wlXqXNDrhXcdZTTKMNJs87yLAXr8l3811paPxLmVVlxYjFhbqsTZk3yvITM11A001NCp/NzFOqfo4Bn7+8T6Sjz1e7+DwbsRk+EmymsaP/mTfy7e9uC5FGxQGm1gasLfLSdHjvHY4TPnp3pEhV0Xb7zixGPYUl7R0CnH8mlAK7z21sJaXNslzauPxee+dS3e/957wO0cXm2Fd9XY2cajxaOHQbJCc+rJKdO5vZRyhGzlRrdpfOzbJFaqWldxPe3ndBI3QpERSRMHBQaH/5AFaYnCv/7kZ7Lr6B7kue/83MowXn/5xdiCL77xzSdyvbynK7Y6rVhZWYoHP/ihePCRD8TZO++N2vxa9OZc64s+gRb2B3vQlxs4V+B1p4ep6ZRBqiz6B+hybrPtsV3v/wev2nf+1pXKjkQm9FIR+kzvwuxuWOpmCU6w1eM7XCpX+gFVRGCdf0XwRGmxlZZWyimK7/CjavZ4O61CA6GbDhwCn8b2rWtRS00yCM8JreFpOS2n2cHT07d3lJPyJKYz0gPNz4MCJw0CH1gfR7+0TA7UlPrKqgHtyyx2Cbe2XngCRhvEux98D8razUBrceE2imq5W0w1Nm6N46//w0/H+ImvRHVlOS7f/0DcGuwTjrWi55K6KtyNMjk8P9lBJhFcnbWzTs9HrWPVxI1D/A2Ecrk+iW/97m/F6eMnov8jP57tWMfTcsDBPfoUggX45ujiLM4Rojtr/u/8/V+I9gtfTG90hIdVq3WSwYdLK7G4tBqP/KHvi+4q5cGEqKJYWV+Mm1u0UloY2jpa7PQmlNZoNi5CIb5gvvRKMBhbV1+Px776VQzEpOzicvvtsY33+eUvfCb319OoVWrdeOeHPhSnLt2HMOLl7tyMKt7qLgZosz+LztISMoMnD8XFcY7swoW5EQC0qQ+2otrfik/9/M8RRw5juTnA8FFuhzC03Y7+LUI9FTjKfIRy6t5xf9z/oR+KnXYnthEi5QkRT96oYumHhFvuvmx7DCsXqKNNexu9rfjWVz4XLz//LZRaH7nHd6uSGUX6jvd9KC6885057WejtpKeZ2XjWvzWL/57CF+JP/zjfypGbVQoBt15fbAJfGO3ACEy9bq1lbGNjsNNcOlsBUhO3Lkfy9C/2R/Es7/wC0peTNfm4773Pxg//Ic0CChHPFJVxTaZaX68tgWetsHQHnRHmanIx2++GZ/9uX8b1cku4PAbj7S+jqd/6u2EiY50wid1+A2a2SeQDsxgJ3GmA/HgAw/HuNnMycmkyMuuDg/TqiMryoOnwu3u9uLxX/x70LUaq+/+aPy5/+o9MUV5uCHrFE37nce3Y9RXkZUychCNMhsYgArGIafGjfdAq4pNsRtFew5cKOz8nkMJyQWun879+KDNzvU348WXno/R7k72DW4+/SlkvxN1FLKj5srUDFl2azfD33MX74oHHngHEVE7BzbcKdrBMM+73qf+cb2ZtJ+jDpWfRruFXnLMORd58E8ZkHfdaIVKyaejBIeCg8r7//4rs5ynw0dBLA1F6eE0ePGYzDAbAuzr/EYJ1lxxQYNImXntB/Sd4YPKwN8uiu/tGDz8gfL77gGQrBPPwW2LdoeeZKYXUzpMDUk8XMiuAxvSbM2jsBBtytQOu57S/Hb8Gha5nhWqldBOi4SgW88+xEqFxLcDKW6i6TQRPS618rChUqoScjVzbev9d9CWBopM5u5N4if/7m/H7Jknot5tx7lLD4QHe3sGr31+eq7bKjxwkHOmLBJudKhdK+hyMdsDFBleNghBPLvipe98K0YbG/E973sknr79rph3oAHctesohPUGSgRmRSutgN8VrfxwGl//2vPxsZ/5F1jNHcIsQsJdvCI05XAKk6HcZIS73/5wnLvnbdFaXSf0XM1tufZQ1u7k7HQUPdEhAqvA6LGIlyVCTZXgS499NedfTieoUPSE/ZXuluF6ZM+YdekRSIjL73p3XLjvXdEnlHZbrUYDLwIj48lwt3YHMRzpHWB0YDpto1Z3hkId0vb5FrACx7y0xaP/3G9/KhrPfzL7Pz0bpAPDT6e7UZ+bxBhlst9YiFn3VLznh3409ldPxjbehYMhsAeej16tRqOKI5vDUNFpVmL32pvRu/lmjvROUSAAnwbTjvAg/PqeH/zDcfT2C7kedtZpgqN6Lon77Z//t9F77ZV4+0c/Gqfvvi+2wLtbmA1QiH15EKS5jts+Mn2cEfjT65p4LKhTaeRrDF2TtMfsg8ZI7bz8Qjz5JXC6c4tMaLtzF+O+9z4UH3r37THfRWAR5BvYzxmFLipDtGIBPprDkPzf/7cvxOrmldh79ssYVvioeyQNOpKkwwXN7Pwnx6SXUdd+HzkD1pi2MCbz8d4f/a/w5qSR3U7IA0qlDY+5TX4dvNl/7eyFM3vfiV/59U+gXOZi5eHvjb/wxx/ISAbVi9c0B6/SDgzpd/flOwXFOYw5ybjfz2c6OnabKMsKT57Lw3PiDgw6CpvweB6G+PXf+A8xuHEN2iDL6CNP2HMQzv0dnf7cXerEybOX4na88DkiLLtsqsiHEcseCt9zhZ3tZHRXrWMwlXH1CbIgX9ThM4ojmoIvULBO7XLHoQkymV0f6ixkoOxSwU89QBVJ/uDbjwC/daExy7cNRKhRDnqAKkH7XXKiI4jNEdqD/JbmKgZDiy08h8zOJ72ggzT5jO8G+S3b/iSgBVDqAXFtwhmXsOnJ2aK6y2oExaFuFECODKcdLp6gux4r2PNYSJeDudTHPfKm9gnouVD3RA8CQU44CBfMt1Pr5ZKdJcp7O8qv28RLwVre3J3G3/53j8XLn/oN6mvFQx/4vrgxmsbGpvPLUNAtQjJYa/MAXpWtl9vtoLdR3s3sFnD+k8MfrlnswCTt2W4898Rj0ZhfjY9+5PvijQtH8Qqmce5EJVbbc7n+1lE94etvj+M3f+mxuP6d78To2muEwHUU3w1Cud0yETjpqVBSd3M+BljN1sp6rJ85E5fufSA3kc0daEinIhqglZoYrv5kGAvzy2k0nFjbBLbf/pX/Ej3C7CYefK7MoV2O0Lubxj553HNt7dylePf3/xBhRyN2KVQvYADN7GvV49tFqNwyS4n0vGgttjKaZ++SbiA9wb3hdt1VEij2/pd+PsMcVwigH6Mx7oM/vCqNjF5A81icvPy2uPSud8aYMGhUVbhQyChfV4SUYIBQfGc3nsKwvPz0kzHFu5hzgrPCIKuBozmMwvf+0B+LpVNn8I5QuBhbhWceAzIjjP/1//2fJf3+2j/8acLiuXjyqUkuxLdPeQ+a5BRD6hsBE+KG12H7aNZ0L9qtbvFwVBrjETjEe8e4LJJvbvPN+PwnfjP2tqGb4QGCPmug9VZPx7GTR6Ly9rNx1+2L8c4TREAA2wTvbcqt7kzjm09eiZ/9R/84Lr/tnXH88jtRwPZJEzHZr4ZCd4qWG8u6cexydRi/9anfwiY049ID748zdz8Y23hJttMR1TJNDRjhAfsqU3Zp78nha8mnv/Z//LuouMHrR34g/s8/eHcajT3INkBhXH11HFdfRFFxr4Oh4XXnoJH8BL00wGixVCx2gxkZpsQbIeh0wINGQhXCW7sYxqONWJx34w084FdejZW19eg6t1WHB/gNwyc4D/aluybbs6xzGSaGpgdMwu4Ai0s97Z/VdHjIvLif0xtEcbtlWr+Hk4D8pQcIDOqbXLwBdHaHAXRUPvgPXsvbQ6WUWlslBbL4h+jq2/u+KDo9Q5XdYbrD3Ra+e4QX9ZIWwmc7Dp9ypZJAyRimeGUd1gmz2Tg33nTeW2pt0joh06bNCDkUKueSiXgPzJnDU4C1KdSpCFoHYR+kAvSIS689MGXsnxOAwYAw21eQ5pOsub0/9YzwNhbJcs8dNSwkdcHkOq3/6395Mr71G7+W3sqZu++Jy+9+Xzz17Btx5SoWFyam2vTuYIFULk76PFxu4xK9GlbWybwuF2tDHI9T7KBcnv7CpzDzi/GTf/O/zQOPXqRdTRi/pb5BiG7dHMQXvvRMvPj5L8XsxpuJ03kE5tydl+PSpUtUOoyvfe53Y+uVF1EarqLBVkOUyQHDOQ3CbZTsc3VaQG+Ixc/VAQ28OSwfhqWCEK+ePA3eK7F95ZmYjZwo7FZchmDFs5yTEWHAWht3dOFIPPDBj0ZlcT1icSU2Bv1cY2md09pCjBGwHHwCz9Ox67CNJuANSY0s9CizhmcApbNu9+RbbtqHPIuzu2/Grddfjyc++5mY29mM0eB6esr26YxzWA/DB77dTGuCAM3cIUHGxBOvjOWpLd6gVHzWt4/Svk7MokYIRWfIu45H8a4PfSRhH8KTuzDKrAXvoEBO2M2Ct/aL//D/FZUT5+Jv/ZOfiKvk/8a3Jni0tTzGoIdC1stQyc9NFG5gw2Br9E52HVQAF0TY2bekq49i6MJrawDRuLkRn/3NT+QhUO985H0YuGncuHojtq68QZ4BxpQgG2Xj6KorUGTiGXSqQ2e393eRQPvIqbj74R+MIe2062mE9+ICRpfNr052okXo+cTv/2psX38jzr3tgXjbuz8cm/t45JDb/RdHlDVzaSgw5SoJFIoHBiEeKOrNVNgd4Pj0r/9K7BGXH33f98ef/SP3xwR4RsoI+fqDWbzx5FZM3OkGWmsYaUp668opnANERS9o5Pz20kFR+ThY5AYELdoDSpELeAdeLSO0wAXN7QvfHeMp42CNMboOWu7D44kbaOLaeCc7G/VNh+AN2Zkh7266IO692si3vzXOnsniwWjWp2yoB4xOk79lIeqtnv+Bv/bWKPBbQPO7uIuGglqL8tvvor+8L+m8N/xzDpfM5zMVgsPR7gDhrjAlnY5BUZpeWRafCYCWbc49yZ/C83PgWQI00pxweQ6FmxPQZp5NQAaWBUT3eK9Ow0aQjhvKHIMoEeJUDqdnpKKCiSWU7zUB7oprSNxFEO67izdWC+DPXZ/EP/uVZ+MprLZTP+6FoZxO8zqKfIOwczZp5jphlbVhdQ1LJZHNnx5AwoC7TVm2x+VSruN0cucL3ykTav/Qj/3h6J5ejRew8k/fGMdnv3A1vvBbT8aXf/Ur8c1PfjY2n3065gabqZiOLC3FRz/6g7Fy7HQOjMh0jg7XBoPYunETnA+j0+kAu8w9SjrUscSqRBVN01UHeHxV3s3s97AAadMfRH9zg5BtG7wK+SBP3bKT3JFovYTl5aPxrg98mHDkwZhbPBojQtIhnv0uZYwtC2beHuOvguMt6Kex6hMSObpp2O2GC1vDIQI0jt5e313Oo9muwwfQHRgdVlgG0mUU0x2n8YiWF3KPu35vD3qN8MY7sehhR9RjX5ODbRMEvoIAB4JiVwnxJR+MHyGhcwxxoqHWLJYW5+NOVxF98HvjzMW7or1yItfobgHbhPIG4KPZbsayHgVezLcf+2rMltbjfT/0QNyAdm7WIHpHlOdmDAMEB0zyB6/wHvTASrNYRXvUKVNvxhUdDojlvn/wY5sQc7bbi1eeexm4UVYnzlJGLRZo0+Xzt8XZU6fi4oWzsb68TFsjV3ysUdCJxU4s82B+vhNHTp6IO+57EI9bz3Ee2QIXWN/NYTXPCenQVqcqvfD4F5O3v+f7vx+lbT9wl1C2ofjkoMAIHLlO3sOYPHrW3cTds1A+EY9zhKQXT52IF596InZeeyU+92Y3PvjASfBQevHtl109gVIhCurvEHtRl/6EI8FFlq2e/8BbrrVVkRt5qVP4dgTYrfGyDxVj7LxTJ7fjPmHgwBY8KX49erWH4ati6HSY9KksooTJddpjiA1AM6fpQBvDLZyc1F3wpZED1cWIZ+mJyqckd2s7EqaXKSwJK2VWvvf/U0Jg8uRDtb3eUXpNZCheW1FW5KNAG6lw85Zn7oCiIlKrphcIorzc0SE1u5zClWXxbXjqZSrzTyf2/ekel3z2O6SQclmvfQd6jZbvtyEdd3gegAH5pnO9RKjC4XQT/Ir0frRuansbDE+SuFhX+y0M2RTaxflZ3HXBmfu8H1fid75+Iz72W0/EzW9/LU6euT2666dicwAzURkiRrkohvQo7dcrfSLOAcsdl/FsDHazHTCxgZLz6Wz3IkRcQlCewvtzAq7z9eaPnIzY3sRDo824+blhQWc+2qsnYnV9PVYbk3jiS1+OxrELcf8HH4l+dy5uuQKmNsXLXYKRWvHG69ej9cv/GxZvFGvri/H+D3woXqfMNzaH8Wb3DB4fjPDMV1ByfaDNlaW0E6bEu24tr9AO57J1dZWwrABJiFZbWsi5WktHj0JblIWGCHwZZqrYcsSf9jmAYP7jPbxULPtrT387brz6Ro7Y6dG4K3MgwNanQQiEPrpLsXLpjjhzx+WotOooSZiz42id9JEG0AwtOUOJvvStb8fs9dcwGJSzh3tFKCP/Jd7xCMWxfFiZc3cgYD9+Mub5LJ5yWSP1kkRvo4EX5vGYhsvGrHafjFFU9jfLmxfdGn5vJ/7d//p38ZLq8T/9k/9bDI804onhLL71tXGeaOfV4dvQa3sPRYJrmzwP3dso6haxu0cnjIb7sYvRF7QljJXzD/c3+/Hlj38yzxW++90fjKf3UDmtlWhhRPWI9vFovJzv6mYELdo4hMZTXVjwqEx5SprfGnUXFBh1pYygmd47eDw+/6UvxXB3Evc+9J644/53xg5l3OSzi+LewQBJp24FBTocxxKh5mB/SHg7yi4RV5l08KLcIbuOUZ3r78UXPvlrOWIeZ++NP/8nH4xzRxdij3rdGciBlZtvjuONl/eiOsKJgK/FxRgDmH31eMAqI6OADFu519sC5fk8FV5yYsGr66APZd9y0plQ6dknCH7UR6lnMKbmcymkdDuMFOs4ANKFKnhOmXPqJeTJB/CrMKgxUkFy2X0yQTdZms8qH/5HZUNUK59opshphe6XJ5g+d6cH+cdRH6eYyIgu58pT4AidXNJyGBb7LHciQaPL2BnXc+OAgUAJnPnTZeX5FE2egFCGWj6RoaABOFlAhy2xbvt9SkMc5BCB6Z22xsCKAHOvx+W38KD6shNVRDnVRmHxHS9zZPjciVncfpoKePX6rUn83O++Fs9948mYvPxcnL39PKHfQmypQHDFHWjIOsGJBLVsM2q/3DcvR8XtJwPaHEDiuYrS+VJ6By2UdxMVqjBP9jYJabGqhF2LrQ4KZw0+dyTLEcZaTqvYh2nXOrN4/KuPR/PY2bj/e74nxrg2m3hBjQU3M4ImlGjf/53Pfzk+8YlfwQnqEe014j0f+nA88O4H4thpfCto1++N4htPvJnMPkQ42wim3lkaGtrUp50Tfmu5+yrHpvMXCWYoy0PNnZqk4lcBanDEIVhPXhEDi7deQlF8LcZvvJ70NIzrrB9JIe0utTNUHEhXDJCbza6dO09Iegbh5jf07OEJejVQPg4qSMMOZBlv7ZTF8yh3z+Wd0L69Hbw/+OvIsfVodjsZhilQemtBO0YoiQl4cuQTMsFsbh82l/hXAbaB1w1m+IcguSN3JR7pptmKv/i/fDziyrfjz/+NvxTLd3bjBWj3jWfxaDf1gPAsMaoqqAzLwRu6JPvTutIYA6bA28XiBgDy6QK4d9tIN179wsc/EaMrL8V9j3woXhy0Y1hfKryE5zWM0sGvoazgpc0vNfCi96Kvg4FxVeXXdBBQgs1WNUek7XyoYXBhsXjHxufjs5/H+6u146M/9mNRn1+PPcreIj0cl/yIKMLI4BbYXZ1iZDbGEGzv7sQ6Hrn99VX4waM7o78RVer/3V/9T2QeROeeh+Jtb7stPvLQ+dhvgl+5GxQ4iLZzfRQ3dyrQBa8QI5I7DFEfejuVV6dNqIqcH8q+O9Sk/JJGXhGPul4+M91hBAf1Ut7gUpwYFaRypeNR9JEaQedGRwfGyPIzDd95hKa8ahXyh+WqcBwEoURp6TM3S9AZq57+iFvio5VJYwyulXAOWNl1V6LzggLT9abyopIAEM8PKfInQKOb5Qu+7f8q8/q0ziQBMIefUzkKGGWoRGh5NqosCZLQFqR1IJ2NEVEkEticuc1HOlqoC+7LBUMLBiDa76CL34RpUgnBNLruThnQxVa5rq/V4uLJWtx9W8SJBfv6ZvHk8zvxT3/pW/H8F78aTQo7eu4SFtQwDyFHKBWWjAx1qRM6IEXBSiw9UUOJJoq21VpMReayKENrCaBX55b7zsnTA623lqIxvxRz3VUKXcITWEU5EI5SyVCvBIGwX81R2dasF1defyXmT5yKI+duy5PIxJ/C0BEuO91dAljD+ztzW1ztQdj+Tjz7ne/Et7/xXFy4/VKsHe8iF9VYOU7o5FSiLt6eK2OmeB2eZavirXdzMq5zKe2nc3WDYZNLzcS/I7qGMU6whizpedn5rUV2cOmFxx5LRXzPhz8cl9713jhz39vimGe+3n4xN3k4gTE5Ssh+/Pbb4/T522MZ79YlWS70B0XJV4aUh8ZP4faFg7y1VjPqwFyZn4/OkdVYOnE0PDpyjmdT5ymiROfmu1HtzhMyQR1gUz+NlAF5ERoZ3tsHtQ9fO2dteRmv71Qlzp2OODpPWEdjt3r78VuPvRpzmzfiyG0n4/Rtq0np1jLezjXgoX0qwK4MrTZBuTsXENSAK4C1PnCkPKpgXFWSk51J66zDGri6+fzT2dk/bS7myhY3EnX+IFaaNOAXQT5+vBXveQgFQrt3duCLnt0Y+/ZwJs3r8Ije9xgt6Lkqzst77mP/GqU1iEf+8A/FwrGT0afNbvtmFCeHdsHTPOIi7x8/3ohjx8HxQJmbSyenMUZN0p6c3E2+CYq1i0d48fzp2Nu6GZvPPRG3cAY//8JuvPfOY7DxHLwqrbQ5yAHlzq9CQ34Ll9GI0ZrOgRKcVCa9yAFdaRxURdI6lb50Bg/Oi5Sf7Msd6aHZZYPEK9Muf1XG1TO5osVSnW4Hjo2+PBtHelnrBBrrPBspGAurauwacYpODv4AVy4SUJsgx9VLP/43Hm1jWfadbEqCOpZhhkdAnuwng3uolFJUXFTkJpE2yganx5WjxPzwQSotajez1kAVyjf1mINHIsrn/hZ+SrKfkEaKo2xcNog67GQ+KCs3GSC9/5VZ3sJHXaR3EbUhsMP0TZhkMNGj1OARSgHb+nItTh+di3svVuPIOgxRt59gGt95bRL/+Jefid/91Fdj+6nH49yp0wjnidghPFSpOS1AZeTomX6GM5rKYS9uPmq7wRPg2ZNVq6NcKo2cmiPy84QrYQQltpsvhBKUQ7DdIV7ErI6SnSNcolxCwTywKIXXUHqGx2Kn+g2E70qcuve+3O1D62lfThV5TOFC+S2sTOOBSwtxz51H4iPvvDu++vgrOJk3okcI+cSrt1AaZ2N5oYWngUeCZ7F4tInXU4/Vo+0yRQYD0AdPTq/Qszd8cxqDYa9bVbndlqt6RKg0sjtkJG/wCGpCVzzpxaVYOn2CuhCOebwXjJOGo4GHVkWQZ5QzNrzGMDmC62DJQO+Rst0Rx40YDFLKVAaVSpV0fPN+QvluHeUUFEPRiQqboiZ6CrxzcjSyibEkYrPLRYPDKyMVB6DsL3YXlqVuJU4dj7j/QjVOo9SOo/8d9d/rT+Mr396Nj/3+i3HrG1+J2cbL8fKLV+JDH3hnLHTtFYW2y3giu9DnICqBwjTeulR4yA3wqQPRKsgL9MFDle5Ov8mpGsBwbHkxnvv6V8GfB7OfSGOnQTJhZdaCV/Qc8bYwDPMY5u1bbr/l5q6OnqpQMQTwpCe8qdQ6NZSiq2hefT7mXvpOVBYX422PPIJynQ83nG0v1uH7Spw8GXHpXCXOn63EiaOzWFmED8DFPhr45o09zDcKFXmWnyfgfAZfzqFYVOYt2viud90Z73j73fHYb/0meXrxu0/vovDbccexefIZGSJ/4F6Pb36pjsGz37KFh0m0AZ/q2RppKPd6X/7OKXfgFTbIqHHkSL3o4y89QZ7nsa+k8zQ/hxnTw1OpUicq6ECmKJf0YsRrnPIuzdEaEJ4iShr5RyMIHJKF0uxE4Q6ew0Os/F+/sj9z2yiXQG3emMS1NycxxFo6adFOSt10lZKWSJWkl5eNp94Mm6sEHLxPvoD7fKaSS48PzTfBIvicnxkyeDnC7GV87g63xa2VAJRPnQpgtgDgPQ1fFZQrSUgvg+lFWocfN3BU21u+Ey+7drLXphC9jrV32o5wkI7yGpT48s1x/Ornr8fnPv/NCBioXZvE+Ut3xy6GcNbuZN15wjzCqdITSW7fZaCkpI1UiAo59WFjcpYQzgxtoi5tHHztoJCd+Dk5mnpTcVKmwqm1BVCYTN8AQoy3Mk0KLN/i5CRM+voTvx+9nevxkb/w30evNh/9EThH6DsLk1hdrMbCOnWCk7t643j8mVvxsf/wiahefYYQt5N9a85dGy3h5pw6Ez/y0fvj7vPLeC0AAKLcRWVf/MEor0PzzY1JXLk6OGiXaaRb8VByZBuY+qTNPjvyCUddj5byjoAZPcJeHeVnaK2ZxyXMA6v57bZkedxoE0HuAD+4wLHJ+YmiwjNMvKQRpEcgSJt1g2eUmnsBVkCyo/Oeq+sEXmcMaHzdxmvotCz5DQHIsycoTmW9uIAng8O7uDaNpXZZNeKE7xaGdbdXjVev7ca//MXHY84lZxuvwtOO1jfS85qtn41/8s/+TLxEnXswzcvwxvYG3uDrAAz/Gz4Z4skDTeg4Bj+03IHG7BeU353S0kIYW8P9mMdT+51/868w+LU4/9APxMasjXJtIdzwlbOT4aEc0EEGooaSURbwDHOqB4bK8Bo0RBde1mnQa6sNr8a3P/Fr0Z304r0f/kiceued0TzSiPpKNZrtafYt22ZDQnRrqokKvP3Kq3uxcXMWO4it3pJn6tgn6klpngneqnbjKDx236V2HMNQ1EbD+NJnn49f/E+/gGEl0/L5qF28K376T7wz1pZqcY0yvByMqOEwSdMd6mnyvXttHDs3hzHatVtA+QNH0jDl12CiGnvcu1t7cSoK7Ub8zj5E4M/ntFn5UgOlISah+xamXjJqQodobEyro2F6uYpbLuQXwygfy9OutIJj7A7O+ip/+6uj2RCPqw5zCpgV7G7vE0ptx/bmOMNisE4BJAaAjONhzjpeVyquOVxxNXSGpQU4eVom8FJgdIm9FCTd2aIcIaYhAspQb26CVzATKmqREYqFcBgcVxglpCIS11oI86qMbSg+N0qPEA9f4dh6M1ZhgJPH8F4ogCxYEpgVhN7YGcfHvnotvvLVF2L43LcJG3pxxx134LWsxS73rkTREMh4wqy3Iy4ceAFCISJM1J5QJQh144NkegNj4LDdICX7QRJQ3nkZ5mt7aEH+dsDHZXHZuU1j7APNNaEoTNddOlp8EgX39G/9QlQ69fipv/3XYhfuX1lqxgD8LILbXKEEwZ9BaX3+v3w+9p56Ima3bsbR1ZW46+7L2S3wwkuv5dZHcr77ITbOnovTd1yOP/GRe6OFIKmEVHC74NJJ3bb39TdRnLeqcWvbfk3Df9qA9+haXIdR7Ed0FYlnsBi22A2wiufj1uu3CH/wWTAgeBl4Aa48kB/87QCLfW65jll5p263SbfvcaDy0kDi3SRj0349OueseeVpfxhjsuYMfw0vP5PBvbIaLqiDl1OL1YX9WMYbka9yl2LyuQKlCQP3CXVffmMY/+YXfj/Gzz4Xtb2NDOWbi/N40fcg/PX46u8/nh7xgz/6A/GDf/zu7OTfQflvwQd7yEEP7+nGVbx4XJ/eHnA5wko7hlMwBMh6Kw4QLkJnp8I0UEStYT8+9R//bVTQOrd/8IfjxqARPUdp8Oz2MbrymfygkhjtOTBklw0tgy/aiF9Xz1AxzD5HlOV0K77x8f8Qs72r8Es3/uif+pPxgY+eilsgThjN6olqE0KS3/nmZnz5S8/F7OWXI25dS8P+4R/50Zi2u7GPd76PKh7BMPYt1vAAT56uxcWzjSCyjSae3EvfuRk/+8//dfS2NqNBJOIKkTzz5sSlaK2diIfedyEeuedotIgctf+7yIgGwvK6yCCsFiNkr3drGLsbg+jjdSsJqR8gjt6+3cAeO+o0Guc2OjXGrivl0A1685tPkTMjKWIy3kv9rt128k0yAXlov8dIGOIqd6YvCrfoIx0cw+xmG/kDkEr1v/3N2T6h2P/8598fnUVawIvDwQQ7sIcQvLc3jhee2cGaQ1zqdflbGeyAIVUCAHf40RuihvTyUtGRJhUlAKkATe+Il+8lctWQSqKRUbA9C0HPUeB1RpxWMUE55qWgwDSJCBkB638EmPOYypVGLreqkt95fE4o3todxie/+lo89tyV6ONJ4t5GZfNanD5xOpaWVmB+0tY6lImrPXCuFF4fbeuPUcbUYX+boqbX67eejJ7TWIWVnpLw6Fdy0U4vR0fd/bYM4dsfM8qdRwaDAR6K0wCGKCB/O20D/BA2FVzjmIMfJyIfx1V57tO/EusnVuJ//nt/KZ7fmqAA6nFtcxQvvbwVj38DJb6BcnvzTbhrEkdPHIuL587HoNeLgaOoIMdJ6HpKX//a52nTJHb3NtV4KMOVaN92X/yNn/hwyLNXUI7SzCWCtt9pH4OdadzCS+htI1CEybYZxyuc0Gz/TB63KROh+NaJ8fJMYWidI3ZwvLRJGoFLwzheJa1zpYBIAjc8RclRL3oAlMBbfCMIpiV7orNKniaWXi9eDtKQOjvB8ouxjlhtTWPtaDXWVhF6YDK3vpXzDVviQW9zbz8ef2ojPvbLn4l44+Vo9HeEIkecVx94dywSxk/6OAHw12IF/gIh3/jWN2J2/FR86E9/T9x3x3xUO5XYQPidZrqjgAGo/aR7O5XYvAW+8HJ6A+sFDri8iyHtAg6OaE5s/vrvfCJeferpOPPQ98bODC99roVh6Ma41k7+d32sSnCKsbDPWJzmzAfkRpwtt6oxb7unw3jxa5+JnSc/Q75+3PmOD2D07o7pQiu++vLNeP3lqzHbvRWVrevgCuOKsRVflT0nmAPf/GL8sT/z52JQx+Orwoe93eThATHriTMNAoZGzEPT+sYoPvUbj8Xnf/t3qR2PdnUt3n6fe+7BF+R56utfo1AIYGftyvG4//vfG3/kESIOLJ+Tl0fjSh5f6pJODVG2BfrkPpTgaAcDaPejG5MM+5UY4ukOUP7ON0zHQOLynREovHLo/dnfoOJy0NApaJ4NbvtUTC73dHMMDavvVXq5ZNf+bfioAcPfcU+rRGJchuqV+EN/fxYnLkPgdiwtLMaf+cHLaUENWdJLI4mKTWW4ixJxGHnM925PKw6R0KhadIH0yg5/c1k5H+NyQxSfqQBVoC6QdpTU3y5lypFiCGUyBzOctzcZObF5itdg3xd5CG27mEE9BZHZJHRo4S4ZGpEkmb+JUn7mjVH8yhdfiW+/dD32HKoD7rj+SsTm1VhcXo31Yyej2nTypDBVYMR2Cqt7tLmTr5Mo7fhPBYYX5Ai2yPdSvGguyDUrSlq3XGNB2x1I0BuEZul5qszFW07QVeClOs+atH0yHsJSEMU+vUoLa9nPkbkG6fW71okfnv/MryWDz06fQ9ODAF22/iDmdp2RT1EIyvrx4yjJi0nsyaAsScp1z8JGWR7ms9K1f3c7vvWtx2KEp6sqMU13+Xicu/tt8UP/9Qeyq0MLjB6Kfb73kWI7uz2Mfg+3ZvPWfuxtVWL7Jp4CCjdDDlrrUjlpoAfnzjI5rwzlbXjr8jSNhC2SrtglLv6TAbgOhX6/heKkTE/Ay/MooKHpaV72BS1SXsoCoZgwaXjncYMXV1AKK3N5yJHeIein3aabxQI3Y3jTCeb/+Xefjy987HMRG68ACQLY61N+LdaPnozbz1+M15rzKC6MH+TpVFsxr1HDGDmN6znC45ly8PZ3xF/48ftiddkuHqiNXQQVOcoq3eULDQi+G/nAP8q3Bt6qCHYHFmzTgKe++Hx88lc+EY3jF2P5zB2xW2mTFwVUWUzeq87s7QIIDF06BuDW+WqeqdxBJvwsKQtQ6eu/9u+jsv1qzNzZZv6EAVrm83JOow9mKEwnwC+vH40L587EN7/wGWi4Ec2V9fiBP/4nYzy/mqt5mihqee/k+UasHHWgh3ZcHcav/6dPxbPf/BZyORfLZ8/HidvvwrOqlcHRyiQWoMvWzevx6uOPAQecg2zFqYtx6aF74iP3rcfyArQXMPEB3O6Q7bQ2B6jKXpICrRjx4OAq3S78Bnd9PnJKA3w7CIcuxfEAQ+DddB6EpkjVKUuFl7vqqDtI7wofTxnEyc3QWEfDfnU9UleOlAtdto2SfOdf+Y3Zd156PfZacFRnIecD6eaurXXjp37swTzZyg5IO251G3MhNMC7TEYmLUviEAKVJcpjBOAzlIsTJnPS42GFKjwASaSQT6a1nzH7vvzwTAXW4JOKg0Y4OqrLqucgvvRo1Cf2EVAUxQAX8WAbQK5tTuPTj70av//N19ATIxRNK8a7N+IshKjDaDXCZLdUsp9KBWafAqWJzexLo3nFeqi9UGS2BxV1IK+63OBFSQRWXBusNcqY7x55VGb2B+3PikLUPYfsaWkM1b0gE1kd94K5+d9v29gmnNTLTUWK4kfV5e7F/esvxswF/CAqYcVT00NY7q4kQ5heA+Jo9QjlV3G+JHSCDfgU3Og1lUnR4+xDGg924s03rsTexgY0Uuhpb6uDG3UyYv5I/Nf/zYdRDLg40HgErp1OgtrJM2S99Cw9d3aIM9m3P2jWiDcVCP7mQVS71YQJyQN9ejmjnwhBBgTutOoA5qi3YacaK+mM8tNKO0HadPKBx0Tan+fUJxXrYqeRe9W1u9NYXJrFSqd4mx5tafeIa3ndQGMJWG/sTMDdMP7u3/v3MbULQLVOPVlXtREXLt0d891VsNMID126Ch7TcEAP5206Iiu/ybYKzRCl8eprL8cUz7lx393x9vtPxv23L8fqkjMF4BSUMOhKnlbwnKOtz0JWFKkTsyuxzvvnv7UV//T//XM8XIjL7/v+uIHL25/WotdYTf63i8C+TnlCL0vxl0dWHbDHwDXrRCrgorK/HTtvvhbXvvkVWmCXBHzR7OTB+OsnT+ZmucqaEYX6VC7Hn4nP/Tohc+9mLJ06FR/84R+JETjQDLfwok6eIaI9NosWcLz0zHb80s99PG6+/CKtIBx+x8MYxfkYzHVQ+KXvzH0aaxUcFITm9HwTfTGGr16J66+/BtxU2l2Hn1ajs9SNB+44Hg/ftR7HjzSyX9r8HlNjt5ltVXpst1ubAXj2mzsIo+Oh/iBAIjEIpE4vow91gnKlYoN78rkKUKcqjThwOUFb3TJFPpxbSaacND6xT5Wf14mmZru04f6/8XszC3ru6Sdj6+qbMXfyMtZjIa3IYrecSoYjDWKX45G3H4kHLh0LT+MDvbEE0+KP5BQBG2NI46aPjjA6R6uFYnI7bJWgXoeXGjqPVZRDUCCOmGY+2yiTgr88tZ1LpWcfkmXpRud4ERVb19buOL7+/FY8+cZ2vPbGbmz3BjEb9KKycyNOt+difW2NsIyQEwSPsBKuKxVpdrKrGvzfcGoeFO4jeCoUQzwP8BbZDmiYzh1UDNe1z0pFDsQo5bj4tssdQ4p6A27K2CckKFN4SsernqACqBJVedtGmy6xNAZ2lNMi8pa2ewDOQrMeHRRubnFFOO6UCc8eHuAFOW3IkWIHMmQWD4PWe5gO98JDpUtfEjAc9J3miW5ULHMLjX1qhtk7N6/Gay+/FEM9BspUOeRUmTvuj//mT30gOot4IhDGfRpd/72xS8huuE/TvbKfB3gfw9Oa56a+h4GcUC8x9B6ukXMvPZvZNd2KssvlxmDVnX9cDqa7Jh1X8ILFb8sRY8Kn+SMoUhTcpLYf60vVWEEBuJRwHfj3MF5deE1esS9sC+++DeNPhg5yzOJLX7sS//5f/EJUdzdjf9tJ4460wofLy3HWcyQ6SxjHMt+y3VoiNO7F0G4TQifp4QCD3pjen3Qy/JxH6Sy0G3Hjxka8giKEwaOysByzU+fizMXTcer2lXjwTDtOLM2lR2U044jtxEGeMQpGfie8fOPZnfjZn/mPwNOKy+/5SLwxcJS7HQMcD71jVFkqAi1udhlhCaqVMYZlHMtOZULWch4uTDJnVLO3A93B8bTsSrSDssh16HUPckctAL9LArOLpD2Nr/zG/xH7O2/G+sVL8fD3fiTq66djg7D/rsvVOH1EJTuNV54bxM/845+PwdZWKjeV36CO4xCOtsMjyKt8Z5yfgxnU70RwaVwHLiedO2/z1o0rKMTXgA3vf2EtZvNYr+58zLml1WIzjh3pxt0Y2tv4LKKdc5NVcJfqDE/WQUw3KPFQLlqal7JTVhApW0gy6eWbPnKtYUUkYsd9DOEt0J/KTx2mbABI/PaXX45nn3wpQt7oH8w93roVlRM/9cVZB/dgESK3nPayMItnru/n/mxOblRbwhO5jXX6/kovQrGy1I7bT6zEkXNH4u3nlrBQ1bhyy4N6HG7HnSa0WWggwEDjsLSejcrOvco8/FqtLrO42kAForfi/6qpKu6U4QCoTosxHEzjhWv9+MozN+PbL1yJPsrOEcw8BLl7jAS7Ue9vxiqCskpoo0fXwwu00x4JhuFJlwTqADpKQQsCk8BPMJ9IRjA9SUurBBGcsWQ4qgoUifbH2D/mkigVjH187itoM5yGofVJK0VOD0ciFUSgbhULlaj0PR9V5eEqDK/DlTaLM9fzOthDuEsRjnJqELKzH2KmUYCxe8DrweaeEZvTAeQMFN3R06fT+xlsXY/B9i2UhRbVHUxIQN0ZHoJn01TJ5MoaB1o6kNIBG0cCd3Z24sVnn8t82cGt0J64FNPlo3Hpgdvih995GvqWxfEK6EjlRZsdcRtw34ERDVEIEFKJuCrGrpGdbRh021FAtzly9j1Mt9BOr8k6NBALCO4cQK6tAlR9GgstDQf8BhjzlK8DsMSrZepB/8fGjn06WnVD8Up87quvxW//50/mjs9uhaRRcd1zDVofO3M2jp64DS+pzF3TM8UMJU0crNCjr7jLDU/tRtCrHMh1B8rQkHm1xfshSpPHdrjbn7q9eSuu4kmP7Ady/7ukkfQ+/IAIjTxwuqbdE9Mc2daYxfLxuPS+H4jXCY9Hc+2YNIjTqM9J35h7PsBnFwyfubkhCmY7Lp3AazzZQsmg9GG4jVsjjHYjBju9uDKo5eCYB1G5QQEUTJ6tTjD9KKMufLTeNGz+N1EZ7cXqpYvx/u/7YRhgJU7fHnF8HeNDuU8/uRX/8h/8bK66sYvg8ge+j3CR6AQFOwB/4ia9M+WUsFkcqnQ8o1hlqVFysMnwWKenhVJsY8gHvWFcv/JG3LhyFaLugi/aRTlSQmWd7qA4l6GlHbjU7cv5mzwbbWOgSZsXgjGnLCOHzpV16WegVDWwLo1ELMFlwWEYlrsUCl4gRIpKswt/UBYOg3KjjlA3VBZ/6uvwsies4crLGHg4q+vN1KCGYNev3ogrb7wZe1vbVEDhEpwGOIHTPj61b9WBCT5TmLfSckQWa2V+Fcr2DbyoRmAMorpwFO+SMElPi/pVeFMEa2Zs6lAQwtdWwcD48op9TTM8ijwvdmc70MoZuoGVXL5z/MRazC2fynLsAJU8PfvThihWywNGOCNxZxvtCNV6GDrWQbYCOIdQZPjKe+Q2Gb9KGz1y0UCWholVQl078SU8XgeEVcB1BLexvtlOCKbKdL1pLveDicSNfo+ho0uv0GBJHIXQ//VIF/A2HBwZ7DsFgTYAm9auwj0JMhS0/L393VyZ4URTp6BYTlr4eT1AmKKP1R6O8lwJ9xTcgyEyjJfOlNkCN/iG4AnFbwfxvsGt3iW44dMhxIaccZMo4E0YdrxfBgpq6ydAwVI0iJPWCLEai+14+O5jcf4EzA3j74PiNsrJJVLSrZgwBIN6tQt7eIgypt0ZuWECjXNjA09fU2jXwatGErnAuIB/0kinVcqUcp7hOxqQHiX6uSdvxsc//SS8cFNAo7K3hddP4QqPfIHAdlYX4ty5y2UCNWHbLoZQQRs4dA699Z5zeo8GgeepBIUbHOjV9sCZ637noKtKax5a61FFlbQk8nD6ut45ee1yaILbazdvxJs712PYR8AVNumCdxd4rHW+0zNDePeRkZOX74sd3IFJ6wj8VraAsr+5RpnyV043g4dc6qkH2AVb73nbMmEk+AOM5wGHTLwAAP/0SURBVJ+exeNPb5KvEdvA18P3NULwAHoZTvwXjnVZHbxCJHAad/mxj/0LRGw77nj7e+LeR94bl+9ZiiWUXxPUPfmdnfiZ/+e/TNlwt5oHPvi9sYH3uj2qx7DZjpFTZjANGsxcAks9eYYMslGrOY830sHZl9fhPdvv+v4W30ly8NqBwE5tqWe0MkY37UVveyf6wGSXyLA/KE6WikvZpR3Ot/TMlBy84WdGNJSp8vU6VGLpe+Qjb/hf/EEXvV+Vp3nmusvotaNx8rZz8BveJWlcVldZ++vPzpwyYmiAGOXIoAqlhmurtl/AXUBF5b0MJDM4d8tNOW/e2oxZ/0b0ejZCDwOrBsILREXxJOQoG3+LCL0dwzKJZR+gTJsMQ341+T7vDNb0ejLfHKiFmVeOnIy1oyeibfgBNHpwOjlbo5s5Az0liIap/FwF0kaBTNwJxfYA19j2UP8E5WYfpVN/nDS5QP1eTu/QaCsMGbYSktjHJ5IVkjksiRawKUNTsYM3emg7IDIPh7e54LEC57pltx3YsqGeA0ijRATJ0JgybVeeSUC7PXFEpeCZqHqpHhwjQ7g6JhWhxKMsR5ft1xjj5eR8N5QdzYqNSgevcULIAJoQMs/JsP/H9Z4yUhfjkbujqKhJlzPrgck+Q6BJZmoizO7KKz7aXS2qz8ElBufNq6/G7g6KRsvbaMf+wnFcsqNYc+is9b5wPH7wgVNx7nQXmBU/cEqd6C+uuazfM1LcySN3kCGNytKtslTo58Gpl4Na4vk6YdlIQ0h7tq7vxcc+8ZV4/VvPgAs8ZYQG5MD0GkVqUuAbK7GwuBjnLlxKHFWbKj3X66JAqUPhlBRJHoSyrDaAf5MTKQ6+cfqR2++7GsJ9DjXsep5OEqlCY4Vsj7LTOCEDKr8ahkvP2r0MNajTJjChWB15Veg78ICd/RU8UVcGuTPPCJg390YxhGbRXoV/4aGOeWgTfJOeKQyb3pWyBr1ac7tx+/GFuOMUBg9QdjEGr17bj+uE1R60tQ9sTpKYwmh2F8kv2UVDmdXxgIBuP440hvHNX/pXaLFBPPh93x8//qffHa0utIA/v/yJF+IXf+6XizdOWHz7fQ/Q1mps2kcJHnK3deCh4ILIxCS31GUUUDxOv2mLjgDJVJJuzmr/rz1ETiXLyIm0I+B26V0TxeoI77i3gWxJUpwC6QX+RIfKOEePyZvRHoRM+cUBUJrsd1ZWD9dlK5tOq0sYEkoV5xinogVM1djra3aRKQz9EO9K45ernOb/+jMoVoTcfg9NNQ+nKLHcjw+l0dJaKpAUbH+Y/UAjrJxeiR7GkUY/01M1BfJRYamxAS4RAcCqtkQaSDREsTFaPTcr3IcxVHzO+8r3Ai/CeTql/EmtA37xvNpdCDzLXYfNbx+T4fZsesOa+W1PZelI15pP0f6Gkpov+w6cW6QVs4n7hMoKhnOMurC6azxti6hLxJFSq5oHJ6NIfefAkHMfJY44UCHYBr1OR1wnWPAMqyqOeqLIhV8CUYbK3Gcu2+FHtk0vWmaxUxYWA++UC37z/GQYyt0rxIufPLF/aqhMWeAgww1KUQCv6lrTKHeNlsVyXzrLxhrLhK56UQGmt0i6saGSoQAIED8d8NXDc2mhOGQs6WOfTHZ00742QusZJC5238DruvbmVfCG4Imb9QuEyau0A2Fo0QBHIl0WUGnjJTfi2EonXrqyhZ6sRov4eG15KZYdPLh5M5WGmwcMCSV397bBpyGqU5HsfqCcvQ28ApQsCk+DI7wuFRTnurXrJ47FqaPHgQMrjlHybOaod2IArbI/1xAJPhK3Tm2y60BBcQ9JiIHy5TcwjsG/Bl5lp9fuQeGYmujqKYJj+X8PfgcSHJ5atPaBDVp7jkihYZmIq0Hdl/Ggg3j2kKcGcGX/Ijzeow37wA9pIT9e1QS+b3SoUsOr4oBHNKbgRTjtBnBK14yIZgXNt97C4EHPdneNaASFDLibgyEKhuiLPLnxBcrFAThKAo4RCmgSa8jxUbz+x//zv4Dx9+LP//RPxiPvXY1bFPDP/93vx7Of/jztrcXxC3fHsdvujA3sZp/IybXIdg3lBGLaM8WblBdV7vxI3nVyvzypR70PXxvpGEZoQEyjsyT+XM+b+kM5sq1iluf+xWwn+V1+CGjmZan2w9o9pdy4ZA8rTzuRA2iqZ55V8a4KrHBG3suHcr5w5Lxa4LDOnHWBo+O9ekPlZ5vToav8tSdnHsiiVnY43L39k7lFJLyiAlOp6OU4xC8wKg69FWm9qKhD2ARAL4G8VuQ7n3mlZQMhaZlSuGWt8t6wo6SijWJXBsfqTCDyPnANYXYnKde7C8gCIcrI7bIhNAJhOfXxbsI9wQzqddhhn6c/8V6EOaJk+3IqDjCI6O+GzaU49kk4RF9WY/CMBHopOf8NHIgHPb4iIzwXLwceiHVqwSWIRsF+Us+2VfS8du2XojyJLoOXkNpLQVTRFMsvW7jlV76h0qb9WOA9++QsTdwAa0434VMUmqoaJgFmlbATWXP5FfeoSuTQvlKE0XsbArzuCF3F28iRTtutN67SRaC5AadWI+4M9QBRISevZz20Ox6FwG/au7lxM27cuIFM7aYFl2Z60NNkYspF8MY8S68LmPYzJAeXWhCEOi01SBvtG2kAO20VxLReGDxprjI01LtI2Nh0WQfwyXuGV/YD6em6dj2n2zSXcgOLG7u95Jty0JZ4sZ0US32mc9VKwgk+eYyI401D2AZ8q9Hb1CCiDrvg0C1vC9HxtjBAaqUWBrmC0XF+p/1+tQOPsY/HnQv3UXbpMTkVBuXXaC3CMyh9lJUbTBgNZF/onMM2Dr4Bu6tZlDHwUcFT1ktXyXswvP3nXRhwoT4k+tDoEoqjuPWecy6dfRjUNcvBABrGVXGdvh4quF0A98dRgN/6Lz+L4ujFn/5Lfz46q7P45//7z8fs+ktRWbwnN1ydNpdznfJNFGMuOQQrRtW5Ioy/VG7gQ8l14wT70VWADlbJD/ykNdDQrhscjNyJGRgdhNBoKW/SYYxxUxk6eT4VPUYvHaI0cih/ZQUBy24a8+uYwQdGP7ygTPlPyvHT9xosvnNPQOCUFtYnTxkh8yPrzpkHKEun2Sgb8qTTuCq1/+lZdBuVQkz7/1LZQVw9JqdnqNysoPSbyIJFieg9+LwtsHyLH6rig7AAn89k0gYup/c+K0gQqnKpwAw9zVe0MZLEt2dKaBVdL+p5uY5Q1gm31PAux7K87G/gu9PXOwKJCpZNs2PUeFQrbBkALeIt252eRY1eksrDUvowS41yXCalAjSdgoDqAAaXhNEGiAaPFsLRJn1apzw4XWFVa8L9WEJb3wxfgm894twzzT/gKV6gLdVDLASUoIeX4pjhKVRTsF0HKSz7MIjE1BPTiyn9LOXkMNvgRqa2UStq32MD3AmHQw52GrkRppZV3FueB/w4XcmwJBX+dIeaKYt6UwmCI+tvUacDQY7kqnwlW6WGvccgAnjiYX5+PlahX5l4WgxLb+Befq7Pnos9lJHGyVH/sSF3Mi8KMr2zYjBHaKk0mFTsLtvd+cVotudjfnUd40R4hxe1uTckvxbbKKR4+A6cCGeHSt1wwgnFIwyPo/4arokeOfjVA9QoeNn3Yz8vb9LwOgjXhV56uO1KPwdLbkIfKJ4DA3YrVDwywP5KJxXzvm5vF+W4ekbvyIERl47KE1W3iscD1stQRmbTBmVDR5S5OzOrKJw2phpx6orrUyf7lKftoVEpH0lHcCM95DnFBZwt1FFmbZwU7t2Qtw9Dbu6g5PVdtSmykjoEXsvoK4Z5zOcid8dp0df1AIebcfzibXFz4w2s/DUS9+Oej/50bo/fn83H3hgDQdke+SC/qvjG9sNJb2Cx/cKYChAecpuuWYP2gIvssqGN4sXLfjgNnrInn6bByUJon46A3TjkAQEpP/JVRlXJt7SBb0Pg5Bt+Ge3InPLJ4ZX1wg9e6UVTjh559lWCx5R99Ykw1Q+MsXQHDF4n/Surf/XZmevqBlim3E0Y4toY7ZMz2t1a3taPGzAyXkCVhqsw3eFFZXlToPiNqgJIxJsKMhRLgOVZR5Aol/JSoSgEINAOcc/OcJcG0xQLA5zUraUWFYaXaT1gIAc5rEUCeLlNtldlYggsMiiHVlm/FkSm0YPJA9f5NryniSREuVA+b/iXJRbE8fGSeQ7rUEGqML3SdSeNS9C8ilWiHQf5DNe9xqRLnuXbcsyjpVPJmD5XipDFpT3iVa/vMDyQUYRHxVoOuKYM2ik0EzhJFLXdInzonnOlHBoOvcQLeflte5M+lOuFiJX2gZ9Mz5Xbk/GxzgmCXZ7NRRMFmF0b9nvxztBK5rMd0s/v7PzmMnyUsRZQkIaVTgQeyD/QT6M3RSJVUDVCX/visrtgSASBBvI857TW/D9G2LzysCpQsG+kAQyGRxpLjZOdAbbNdjpVaUzb3NdPY9kYgFvSu9xOb8pdnuvU75zO9DAwiCmEqRD55kfSRb7i24m+//8XraVML0PTCUZQ+oovlZv4lP7yWaPZpn3AQ5s0AlU8QPuYXNLl7kDyMi9T6JUMlaaj1KX/TLrx3BA9+ZG00NhNFnKXGS5hlDVwilNoNW2LzVqsNsmP4n1uhLykjBb+SUNIHq+29BvuxlF07Au/+3Fi281st7t9T1eOxO1vfyBeDKfhJGKgpw6EspOCku11/muWy7NMRdnSXVwKYs6A4JK/vUo/9wEM0v0Aj5afXm56bJQFb6dc0AbPUe4Bpyc4Dkf9NLwuSrBelaGXcHtROv9LgyL/Wb448rG/oY0fL3k3+ZlynVrnoEeG6wPo1TCKQMPUHvkfHjW5k09LI0pYR9Mpt6iACQXaOWnFCqjseXhKnDuvpkCZ23zcq3VFCZAUS8ifxE41CKF0q91SKsOeg4bk4ctkcw4bJeY9nJILrLWYpQbrQDDgE70YOWKusicW+Dj/rTReeMo3RcCUwuNEy4Qv65D5ShoJengVxPnhyvaBFxAnIsmVbUte4Sp41+OzvSo7weEhSC2wZqp8Z7kKST6XoCTO3U8ARuPhZTqfi9+kO3ixU17169ZGnnRPQXhWlgEBs3TCNIQ9D6WndMNDR4CL0iKBsEHwVHbWLUL4d7iZxD4W1z5H2yaMRQj9pxConIsQyNAKnykn1C3j5FnDvBsRzmpJZ0YICjg4GI0MXwjT8Y5tRwfPzsPQcaSSHo5GF2tEie6oDU09SFzOMsQR84c8JT8kXXg4JIxOo8BH/NmJ3Wx0UvHMUMjdhQVyaHDxJjBUDqhJX9soPyMKlszfwSVerJs0h59y8X1wmwfISyfaKi/b72x4XzMMJ3/jgD/Ty1Dh6qXz3B2KUsAtV4blOxUDsAtNMiK/bYM4wr0u1ZJWPOf9ATzZl8xTf4Lm6OD9t0huJLCpkUghF1t8ZKPkK4ug7eDTKVsr62tx9uKlOHbuXBy9eDlWzl3Mw/t7KkPr0GGhbeYplfvU2/LM0rMtpBE+U6UyzFptnw/FpbzMN21MnHIvHnIrvOxmkeaU5js+br1HPIASd+CqGG85wHI0eod0SZx4yQv56+AJ75K38zlPBd0/C7AMDRVNsT7zlDnG0gAqQNNq5T1/+VGXPqXwWrEv7UMA5WP+zG2Hunv6u2mlE50FxxnZbmOtSyktZVhdVvuIBEBA0zJbsULLM5lHRhFWt/lxFEglqwwiVng1MmvxQnIgBKWW/WIg1tZkRyYM5L2NEkPuAiKzSzCbVbF8BdcPVduZamIto7FC9qHZeMo0zJepvQwdBNvWikQakjCncFuQ9/Jt3v3Bn6lEbMEccINU8ZBsIg54KyGtJYWZdMInhjM39TrI5FZB4tCzXQ3vLMdSO4RVzVYTIYcGMhE59XRVxir8PGxe8Gw3AuHyMRlONPm4bDHGO+o+FJJ9vRi+9TTSc8Rrk0w5GZXftl3kmcowKL0A4T3Ag2UW+bAbgPCU5H2EydHv3nASHhJk36FRgdsrGcaJmxq4d8hLaltu0hJDZrhj/QREvMVYCZ30VJpNDjzymXXbraBidlt3m9bnsVOpyhZmRUlOUFpVPESPVHAATFyZXSUoH+cgE8/8aJaUCUvXSAmI5ds8eTB3ssFQK9Sp5KBLo9PGy0Rx8N4NYzPMIr1zP3M0EkbJbb3Ac80+QXEm9NBAnDoKbT0+15M0BvZ91mMbKVcEZ5eJKKd8BTqX4fFJBehzjOkG7G3fvOUCLEBAT9qXRfDntm72nU9V1O4BOb8UuxidjUEl3BBrpjeuTIAE6xDdeSWp+Y3oldC1vE9e43J9rXJaYCRR8lJpk21RIaX8GyoLCW2AzXMmQA74ZJvgEM+Lybr4yMMUBafyHtyjEHWUpDn/sm2l+oKP0qV0ANDB9dYv2jPLD8+ghfioo2xN4WT3w5TVeO9fflRNbs+WkMskAuJ2ThLBd9mgRIACJsGq2YeS/qCjM1RUtqvPLJlekZfOMo3MnF6EDSC/fSqmEY7coloCaLENFXhh6AW1k4lkrGQGEexoBHWmEpVglGlIIBKcvOnIWw4K8M5wyeTuZKzFtvPddCm8/GW/EPVLKJVAhkTCYDuBKQWOtjsCKQ7SSxEUGsXPkpc/LacMrSzbJjHpvn5+S+hsC2ndW4/Mxdrb92FacSIWD/KbKz0gGdg/EOocwU6zE/2RfZ8qP1MBE/+r/HLz1bFIFyd80w47/BMW2iYGcx7adIhnBg64d02tSV2dYdhhWoD1fzLJzJQFmD6qOo+ItNIOtGYjC6ODK9tGWRO4djjCgOGNHnVr+nYzxoMtFAzlEApOB0QPDkpIM6RAPDuqmN45Amp42FQnCBsCQnXwji0EdrSav9Nywx92HThAInO5hrlH+dLEKNDBO3lQjy89AvsbgUFD4aaY1FD4jzuIJgYRDkcHFV7yOfos/TH0/i4bdoADyj/EgcVmaE0CB6hkI0d69wnZ3O5KvGSfqbxpGaSV7lmgdJU+UsVH1O8map6PArPzizaR3+cKh86DhjxJg5ZwAI43ObXLJXbib8fVFgqdSh2+lZcFtuHGifwzUPIkO7sm9kjfB8bePvQiqsiuAvBXiG0Zwgsv8l0m8ltW+Sj7cooGJfvXgNJISqcgV7DYPp+Z3FsR5XdCzMW9Bs/XuWYc2cY2ZGsBK2lGtbQXgzsZJe6SAyg3+c1E3mcJXsJU3h1eRZbLb/WDV9nQhG90wOWLx6O72I3drT6KF95ve7z9+/7io1o8R8OswIoAAQAoAMZGvPgDWO6d1e7uDU4UldGSSFid9KT4q1KpxErlZEcqRQgHpdHIokg6WuYaYY8NgQlVrE0VgsSVBjy24VrY7tISIZ0sQToEZ2Z/jfhMhjI7SEGwphCeXxBPwoMUicT7nN+239dEgmAYjPrckcJO3Dnckgw7JSVwWac1Cbsd2jbPUmVUmdaOVVgxhVilJQB6EHo3SRYBz1yyNxdtymkMMIsburpTtHzqgm772xJPEgvYZaQ6gqgyTYMDQ42QrKojL3IwBbqEDND5uAsGFKEw86ngcj4lqBCWmv2rMnTSUdgxWOBQY+W5wK6eSHwgmG5IWTHEA3bh0cNsGGPBC1MMS3Y30Eb7W5JeKi9eq3jFgPwy8fxlpKDd6aL81uLHf+z+aDaXYvP69VxJ1K61CeGr0cHrqOvN28cDXtyaXw/UYxRdObDPvQLnoUHSN8GC31R6DQcSfA+V5jvzsbCyGte3NqOGJ3b67NnYGcDQeH6DHDkUMuCmrDp4FlYpqbER3Sq1bIQ44/d4f0j7iD+ynSgD6tAjl5ryr/UWXqcceMC57HqFeuoaYjct0DsvnfDIAu11IrOGz/4uvRSVt+U5qKeynlJW8ozpeDaDVxKn0sDKbLbAAcehokkQ/J/orAndVIAwF96cfZTyMDVAPweY8oB16adMI1dEuRlR7ANPLkVFBpXpHgo8Q1F+5abH0h7Eu4Fo1gfuxUECL/LEDfxVokXaRDqjL+mfU6CoNXGW7Ta/c+18ntzDh7qUdd6lI8Gf3vM+NHCCfwtj6sambQ9tsu2pg/hHocVjLHhIebX9B/WlsTt4/tZ3fngHme17HDtQhfLfvdXPoyE0UBO+q3Mf+KlHsx8KJq86MdPGQ9gkOoXUZCLRJdEs1LooVGJZcYPwyIbVLMLaEwMk8At8uouxobPTI6xGYGRl16pmx6oPLRci6jKbMdEPgmQoO9JVZiZL80Ka0j6/8fp4llvU8zAnPJPHKRzJ56gAcWhmh9tVtjKRyBd/tsf5j7bjsD3kzrzpEfJe+FQ4Xj638vzW0+TPPClktDl/89yGZwhnbVlOCYstO+cC0qBsD2iSVbNPC08u3Q0fw2R6Hc7NGxMi5KigeBU2MuZWZPwBMjVwR9bsW1QwLc92kl/DpDeiB1jDOOQ5roQBZ87eHitri7GzvRc16s12wxxeOaUJEA2TkxoqS/7EsQrSGsVsCquhWGcl8aq3p6I7e+ZMXH3jRty8eiVathXvzy2pWtNBNKB5fdynTg91RDDt6CaJOFZFG8K6gsdlaxkLAZcDIMJhaJ/0Qmk4yru1u5t4Xl1dieFej3yaalQ38Gt4pgo3D3Jn7qSD2C+hZg5o8TFkz24FjQTtce6lyj7bSR3J79anNiajHoy0Lhxa5EGYpanGxfm0cpB0cEBGbLmRiGVZrwYFUiY8AJktsxyZNEfgeWc3Ue6IwmN5BDLmZVsSHASt06jGUpM8COkOGtmQPz0l5Qk6aCvc1EEF7YYCwj0xFJUXgccIIc8uQS5zQML6JToVZjRke/3mnXUmbwOLsMMZfAqvC7uYAJDk4XJZvvzNtyS07HxsOmWHvMo2nyzaEgDYAZi3v20xFvHQrl+HLykvu7a4Sj+0fE3+LEzW8PdhnX9wJc245GnvLdt7/uUE+xFRj1P+bIVOQHXuPX/pUd3sDCe1FlSajaNwO09lKJe05MigVk1EJDEmpW+HkgoYVHKApXI6k/8oAy9MQRyjaOygz0ZTjpNp0+mX7ubJWrlgJEMSrazhnQ9rACywkD/roO0H3zAaitW+SD2eooxIJhNRf7NRj04XVhAsiKZrP5VYlJthNEojGdZP4hphL1LDP4QjFVm+4CINOMn5T0kIvSOJWd5qSR0Fz9FgGCcBJ2/2s/Ec6JKQ1iZuW602xF6gnYRtTgHwDTCVfPzDZW8fzM3UM9Rbs10qMnFOTZQL1vT09CopwWc5BYB6kvlgohEKyJFQw2o4O4W7020DQzV2e72ojKCDU1GIqybgJXfY5pM7eVNfE4HRsOhR6e3beylfVsFtd3E5zly8LZc17W1vxGh3LzZv3IqtN6/FeHMnNwHwpDF3MJ7rbUVrtJNbuVeHvai6scNwREhGY1B6lC4WbYEISnw6cGW/V05BovkltJxGjzKzrxj4Rr3tZGyQmJ7bPJGDJHPZlXMpUzizbIVO8wQtwL/dFBr5ShpA6S8/yW8qDhQKWfQSVBR5gVPppzcn/Us6PVdwk0pO7pnGyupakj9JKQ3gpyzLIgytoYlKXOEsfWiOgvNN2RpL5YuiqIv/uS91KcjUg/ITD55H0gVNOieuRc8VX+AjjTdldtrNaCO3elF2U+QuRIoPl+Fl2XmG9oCbXKNujSk7NkJKCDANSPjkK+XOBglPkcEKBioVkIqP5Do2b12WY6N9D99lFxQ8xtM0xvZ11rLZdvFUck9CB0SheGxtRR6hmme4iCehkc8TROvNCvhtaX5bHbjx3ldJR+Ev98Jg9Khe0Zg7vcyjcnMzBfJV64/81KMyvAW4IWTpe7HsMrqUeKMAvUKRK1C5PEXBA5kyqUCo7LwUEa8kGC8kgO9T+aFwZJZUlOR3ydos+6VIS73CK1P5Ma+hssAo0EVhAQfEzM5iYYBBFfqCaFWMAPBtOp5n2Er9njlclC/PIFhO8s52CrvKykvmI0U23ovSYILsy+GX/6vghEslCUQFZttEHttYiAI8pEsm8pYyEnaJQkIHVbRAa2urceLkCQju1lQyKeSXSDbC//gYlk1SKe2HxxDoJ6n0qDXfW5vTXbJfhvzJCPldinDeYLn+AE/m6aNA9vb2stw25Xa6HTz1Zhoc8SXgOtvZj2pO4M+t3rXK4J/mJe268/Nx+szJuHXzZkxRpvOkC8LR2N2JDm3qUF6H8GZ+OorhrSuxd+2NmGzfxAt0Q/iyiUJ/6g43eo8YS8qUNrZPneI0JtenayxVfkOUZhMGFk4Ni16XKjN5E6iFVb60G6dOWYY47lwtd4obfVlhV4GXb1fIKFwFdwVPfpHH39DX7xxUQohlDmctaETSa1E58lzBdJXS+vqRuOfu43jtzdjyWFDK13BTXfJ4ennJLKVcv53IWwZfgN5GCJhwcC+1slsEvJufxkGzUfbbuuzRdvcpx+2f5JX9sfy6H/PzKrdK9HadQ1dCZMuXF8uxtdKUOqnDKWnCTwFZhrD6vnzBa9ab/GYZ3JtA75z7gzd55Yi35fA85SLZTeWPF68DIz14mHKQ7VGmzanZUF72Y2d3jDLso+AbMb+0QFpl51A+D2qyDi5B8TqcRfIWIAfXH9AUnQZs6QnyK7udhBwEC2+1+u6/8qiejpZFqFX0CqkV2QMxJXQRPDMMBpNYdJ+vTifnW8kgEsMpEVobpwyooCATgmRoRX49NJRPhmQ2XEGiPJmIbIksFZmDIaI0R4oFUgApwzWqPk8rLfIOLnHns2KNbD/EJVsO56PUyM1DLbmK2vrhVYWB96U9pAW5Cozl5qx73rnriV7vxAnXMLXRkOUWilpmUUDZh0C5OS3FEk3Dt6GsNaQispKDe5Wb1eYII3iyT3A0HEbfDR5SiSn4wIBSsH/J35bvqgdHwj1/wzAaJCe+Ve4FnzKAQlwUAOjNWsWQYZ+Kwn366k0tNGxG2Sq+nHgKXaSyzOnl8xxUAffiKsM92qvRGE6cEK3xKWnFmYp7G5M92NyIen8Q8yiq8bXrsUzbFlB81d1bsX/r9di7/hLe4Ha0qcvw14PaR3u3YnfzavTGu3iDvWhIy/4eaaiPOlXMHkIk/ewnVJAS/+DIfs+mChC8uFWa7RXHZUoPCot3th8U8qvwTjI+r7lLXsvyKNtNMRJf0otP6YbxNwIjb/qMpMWb0oCCAwc9aKO12Y9X0hdc7Y8acevWRtI3oVFZ8i6VC/TTgUg25mO3gvkOP+lRyc/5Gj6Tt7Ld8I+syzvb6G4+6rH5djXclLVsGUcOu06ADdLmfo3FmPMMmh1UaSHQEBj4aOuKE2EVRjzCSqqs0/ppE99veVSUVQrKH4CswVZ5H2QRV76m7Yl8rjzMnN85nciKaJPtVF5Vrna5yWc5M4HM5trHpT1xbD4P9Nre3BNk3inxCVbWY2HqCbgkK/eZ9fhGnZJpKZvW8l6YlFvpW3Ba6lMPPfxXHgWCZCpJediIJJiNR5noFehlOHXlzIkjsbq2GDdvXYuhig2myEbzZxqHnNO7skLKEmDDJ8UvW2e5Asy9ddlha4wq4FAGKEhCfvscVVBFOfv2II2CwV9OJeCiiESQrJ2cBaJUaqLYT7aG3xkakliv1XTFtfdjOIzXkMxZvF5d9pwjR7m5wD8rATw5SiTzW+IVt92ysvZEspNa/Z39jAmfljVfZvmGCvZB6T0M+mVupSGoBNZKJdzk1XMBosRnemDiloL0Flw4rj9jfXb6C5aeoX/qAPGrIrRO3vAR/KJ4basDG4DCQ5hGY0U5Y7wy+5KkjzWbI6c5Qfukl3TleXpVVFJD6GaEz7PdXcLaSbQIYxYxGgvAV9m5GTtXX8u9GaN3K5ozIwVoSXlOCnHqkqP37oCSS+RQ9Ls3bhKO96IlfTEMTvhOsRVe6nVdsyrekMmBMaez6P+5+qO0HQNnj2HyErROQytekgp8bBF0AyXSTprKD0698ir8DvaTeEWpOZ9PpVdy0nre6T365PByYnhGRNDd/mqN1xD4FcUc+FMBkK4IGy06LB+wVAR50LfwSZADZeQlP0j3RsvlcqVNpV/tYKspFEkLF7kHPC6Hc3MJqs4ysrtDWmYeKwI+6hVL2Vz+c0I2iMioRtzJo+k8AG0qvEwrTKZPCElP/eQxHHY2QnqR5QWfosDKJe59obL3YTaWvPzOannrh2faKuv1HuRlF1N6fXNNohQMHBGFDkJqGcpKWQQeK86q0wGw+PyV9aQHSlrufJByKh31UtUfysHhQoZq5T0/9ahCI8kzvgcYEUX7shCntwiwUxlq037cceF4nDjSijeuXsMjRDuPQKACeYAr8Zr9cnxoSfZjyWiJA9tAmhRGABM5+hMymh6jfTISGZGkHfa3qBzwLmmkobb+iiEDYkl5MCT1OppbEGHhPIeGKpG8sRwFMtshC0sknkNglYBIc6G8CkCl55SNVLwHsOu52v5UcpZveQocz9JT5ZOKlHJyQ1OK1miUKS/8A7FplbIuPtlmGWxaplCgMDK8oeS0kAhMTgnigcP0iVPuXfmg0lMBUXMyISVlm21r8oPQ5W8ey1zWm29VYLxLj1yDImjiyrBR2qnopJdNLiO/cgPYz3YpP86RdHqCXmiTrA5u7O8R8lLW7PqtWAKANcLT6ca1GG+8GbOdW9FAmbUpo+aifPGAElTYyHEAO549tJE35gjrMi3tH27dCs83bhjWwfyu2rG9dcIiB5b2MZh63TWM5QhPcqAEUaJUrzgSV1FtFlqIWy/fghBSSAv5gBZKJ+Gh7ES0OLW9kkEamYvfKn5Xe3j4UVEgpBMpZlNeSFaEjT+qHzsliXS50sf88pcEsJ3AnHVQhsKnnikUo0x+pxo3KXDnPd+pLBJOy5O3XLLp9lJ2GVRiSHVjjPrUveYJTbMqCnY3n+RTsyH0gpOFC55lggTRY/lvhcH8e+uT8PIOXFi/fK3293cOFol3cSn+RFoigo+/9fIc7cVIiW3RlRxFGclzlJ083OA39xOjDvHkhhYSB2XlGTrjoX3X1Cns8EZelCEOuaE+8W4dlAOsRXFm83gG/KYTB8qCjO9TqlAuEsfkr1bf8xOPmq7Yd1RP9omRBGFwckuj3Yhzp0/FiaX5OLrUinfedTKW5+cIfW5hrSHG8nEao1ZFYCGIeLIqd1RuYMWBkjsaLOPwS+Umc+bIOS63ay4F1A0IDO3qbUSBFju6puLQewSFSUDXlDp/KLUzCHSOX9nYFOlVgnns6GwNMy+SHA1E/YIARxspwH8gSWIc/EzlmhdfzhUaInR6fSopha9MxNZSODUDZUJSka3CEyinTshsMpPKW4JrXdN4ZN3AD8Pab2nDXTDvJPLcIsjQTq+MMpvm4VkynfBINOrXqjvObogubhUN8eUAjFf2DZFW45E7wch0Mg3PixiTiTak4vM594kmYHU/uxR2irIYmdJpNGRI4dQ7zhDa5CBoEamp4u21EfImQrfano91gJrcuBp7N95Mzy+34J/ZV4fSQ0HV5oAe2nj+MeQGz7SL8mlZCrNKyd2EXBwXKNG6oTblj3qbhMqj6BC6jzC04lfsurt16Rsa5QDN0M0BgM5pQSom26GgJm3Ap8VKKjHB21JnKsMskDRwgwJLu+FgjKzDPIf5i8G1b1IFlbSAB0zhJP1UBq52sU1kyfOhlQnwoven4su+J+DV+8jQmbKhYJZX+qUUVGByp2loQlLaSt18cpoS5ZrDZ7oN7vLioKJzelWCQ/JOhniAwKuOUMqMZiSq0ZONFA2pDHwHBNYtP5jM70Jr3nGTqdIIUyvw20VS3vJ/OhsHMk1a+cXNGlKbCqg45R1uBY+ks6t81C2U7W6u8p8PSD+DEKkEyZFtFjMa+pkeM09tjAbSVpOgOCDUAB5KVOVv6rV+LttiZW5Hl4aJv1T+wKTh73YXks4ukczpO5kBPMw98t89KuIzREWQs/+vgucDgDJnnVKOzHfjzvPH4+0Xl+Odd1Ti5PI0VleOxhIxenSO5UzzHky8P1RZgACAE4EKq/05GWLyEdHW6/rBtIDA7x5nKkMFrdbuxsKCR++NsaRlhn0SnvLLHDY8JKgpEpPpyesOG3otaRUIjVR4aRYpwzl06clQqf1JKqQSIgmf+CpEN/RzBHxK6NKUSRE8wwzTJeLBifscWpqDBY2OO5NITxlWtiQNFk/Fp2AlEyIUCpLeikKUM+2T6fVeSCPPUIajr46uOp/My7DTyc/Hjx/HgDRja7CdOHVEXq/H3YW1YnrB1i2eZc+cr2ejVGAKG78zfOfPK/sz+c7Qg3wqAoVUejvYIP6F2/4YQ7U8ihIhnyM0Fts1d1np9fNQpmUUt7vR9K9dj/1rz+OxbedAhxsz0LSsm8ITrloTQ9WpxtqxpVhdX4i1tU6sL3dRbrYDnEIjvcDsoqBNCetsj1BohD7cit7ORrglvgumPJxbRehlgKyAuyO1I74phKn8vSURtJHXijfFjR/+8RrBqKGkpSb3CLUDGE6gTw8aWHLVB7nyufJA+X47pSRH3N2eTeajmSpePU27NZzEPTfXIuqpR5906VWpfaCHmlEf3miHArNM82sV3EAhIw/KStRJV77lc+kjDZ2lpDxIE4qPDgnzwDDuM3iA592SygJM5/ZtQAxPFCULm/AuZ1laWj6zS0fDKXaUMWUjuReYAIEXyh/5xQFtk56mVZD30RUZzWQjuLKdJa/YnMk7tMdwXNw4Lzg9YDWu/yjbPrzEGd+51X5qLD4YzgTYNPIl96m4KS+9WgowylJR53p/2iw5NK6zaomg5ME69TknVoW4tLYKT2EwB+IALeHMe6qoth/+7x8VIfxMok5gSgXfaMLzJwbDQfb3Tce9OLm+FHefm4v5pbnY3Ip45pkX4+nrtbi1sRH9HU8csxTCOiuH2M6+d+jZkdYkgAixATTWCaWitJUMZaNUYjS204peH/cXjzJn3Ku4xI0MTRE5mblWzirxd/a7Qa2c+wfCRJTCKyhaCkczeZkMJktQLciiZm70wsZYEJWsgxeOHDox1snAuS6R0pyMmZaetApUs4U/hJSPKUMYayAqp0YIG38pwpSn0rXPNHEiYwvbW0IhTMKKYoFIPlcpSWY9RgeZ7rn7PGFXO9544ypMU7YQEoe21e9cBqe2obzMSfn5J5OYht/U9hYOUuHx2z5bq7dtWmb/PDhaxZjTXfhzMbp59MD00BdAZ5e6jgBPC8SPNjdjsk2oire8MO0RFlOm/cFZP4oNRVRvTHPTzeMn1+LcuRNx9o6zsaIChIdWVrox3/Uoy6WcEN3fxdtTwUHrpqf+AUPxPr1HEe5txvam+7RAW8q2z3ChU8+F/nuNNmkKzfVexWEiWCWQt/iaNphn6REqgDyXTgpgblYgbnhQfhelgObgt8oNlaFyJRHmly+FWBZASVCQXqeGptDPuYBueFqMavb3ymv8mUasm0ploTFU0cpTwlrF082uIlPzUHm2LakYFWLSyLT1ugYSDxCCOpPEo2H3x0ZMrgrSyYCfbI98BmYOCsqPcln6E8sjWCFhS5a0fNNSR0ZUKj08MvlHuPM3l7/yysdyvYXQHvJlWdAwtbUXuLK89D51PChLHGvqZEirTAUM7E7gLnXSapRxdjVQiQ6UHF66kcjLR88x+yn9Rn5NcYhHqGHF2RT16UHjkr4O/GUPBXpufn4xDU11MRUgGQFwCvMSdZOhmrPvZcR9hXc2it1hL04cW47VhU4MR5V4+pW9+OoTz8UrN/bzWEGrjioIA3jNRx5sDeH0o1RaqQBAjOuOtYJOXNVitWArAbGfa2A4C6B7/X4CLpP4nWqE/LnbBkqq3Z0vo2xWgZIsbU/0h1vZ+52DMFDYUDHZ9+D70PKL5ESM6OVWha/nqfel+60dK+WAfBjV8Ng2DBD04ahM6l5aXskh+xHeas595LJtRRHwQ4JnvZZU6pExLYdH/kPRgg/anls4kdZ0OQADe9+8tRFb7mSrkgZ3uTcfn2QGGkNxDnhnPV7Zf5cPxZuPD9rAo8JEehNSimf5XhGBoRJ3JZWhgWH5DMM36w1iFS+0o4e614v+jRsx3d3O3ajLgMY0uuDD/gr3sXOOYmexEbdfPhG3X1qNI8e7sX6sG91VvFt4w3XDVVz+WmeGAqvG4mojOnMeaL6KUlyJze0NeEHjohAJK21SEcIjdUK/6WgrBlsbePhbeKGY2MFebNTa4AD4RC5a26lctko8oi5QaNJY/iu0zqAqFQzPVBowXEGZaWRdPanCT3pu4sMUKo70ZsApqfNb5XY4DUwyZN8rZU4wjApndsbzMj3KRC//kSb3gOSnv3GkuHxJXcoMCVVGht/mt2yxkO+AWv3tNmbuY+66fLsE7FJxG6ohdPLcmOJQKDWUozhTiO04AF3dTvlQ/qD8w4/pbb/AkdoH3E+j6WKGXEfLTw0oiTNvcs8hfx1ciX8yAqN8mPN3Sa/TY1+jJds+FbuOh78FzHpV/EYElpYyT9vSaRAXtEh+Lfi3eOs3t/AWGPIj/KXIhFN4Ur8QwbltW/YlU4+bGitn1cV3/9VHyQWghAA1Eqp9qa4J81jFwE01CdOOHF+P2y+ciWe++Xhcv7oV9YX1ePXKjdieLWXVsonzzpy64Zy1PKJRBQQQND0xlOINQHpv2UlMLk8Qsca0vhIQxLqbSK5IMBsEkKld4WGj7UeZX1wGTr1VkUE9IgNkqdwkWCoKhYiPW3vZ2a7FSJKJE7OJND5uM2W5BrKSrnhYAqvXmNxZiAPB0oOAmZ3lL2Hnlxaj2yLcQWErDKZTSJw2YmslgIMHKlAZIr0sFKzhvAKSfSxU5dQK08jwzpmy/U6lGDiJWTxQVypi6oDdCYNoBHCXzm4KsP08E9emyLYJuHgQb9wm64F3LQxZC3PwXbYGs40KUmF+vc15QvJlvLPeDUd0r6Ns4AOUYnp7tMmdpi27Y38gTLW00I0Lt5+P42dX4+ixhWh19qETwQa6z/5wDV6VUM/tzzwAqgavEV/HSqMV8xjVhYXFWOguRnt+IXa2dqPWgE9QrvaxqgSbDWgkbwG8Azrb4GfS342theMIDaE0jWvMNRFucCHTq2TAqxafJkEzKaJiBEfiiYe0JJGSCiK51L5U84vfgrWiHikjFUi5J1P5ny/7XZ1WYrJEL8xVgb6uoZ4gDznamPxlAngAWuYC/ywXmhHDgsb8pZJQkpI0stoBnF6lE186O3peiTbvWzxzj1XzD1EufRSv7dWrTfZX6x7kT5CTCbgBP7kdl2zI+7c2MBEOK3zr49NpLC3aNUWbDpe3UnjiAzqoyLx4nJeymF1ShrvUVb5tF1ei1PYVXoXlAvJnWdaTTknqHz7qJEGyb1+c0kjrSNr47R/3eqvCXIwF71KpFvATiZkemdSBoX1uTjEBT+nEKFPNn34iYVeX5wOxcHCJHA9CdufUy3feTfhXjW8/9QLErcU995yNK1cIQa7fyANN+oMdQiYywQtuIOqutHoWZfJyaaDlyVB+H17CKIDlBkZJtxsEHTAyuAEJFbdqgGiNPMNhee1obOGR5GltBwJ8eOXuL3pwCqmhg16dkq+QZHgPHCDJdJa9VG+lwI9HnuVIetufirsolxz94rJpiXCZisuhdfHi5tqeN2D44QRnO3ftFHcgR8HQ47AcWlXaBCH8tn/JaRP2DZYJ0BgQ4G4tLvJ8P6cYNRvzuXZT98INTlU4uvG5/xxIlJDz+tiAlNuJUY9GRwo6R9CwyxHe7CcZo7wMt8mTITFwa80bg1l6FPt4U3XqXO+0ogouBhs3Y9zbBoeUCV/I5250SnWFRh5dSHsv3McjhL3V9GhL9wIEd9khozEAn+IsubHgTUZOPuPbdyVqgGeAvzqai803ruPFV2P3xk68+NzL5CW8A/m5lhWJFW8ay5w+QrnV8XzUWs1oLy9FY+1I9GudmHRX4tZcK0atFQx0O8Z1lCr8ldTHa0oOB8bsYpksa7pjn9B6BAM7+Ga/G6wH/oBPByDxZb9TMz8qMtsn/DuOiErfdMXlURAF3lWo8nOruwrPADuayXNK6oQo0lmHQfz164XPcy2t/WqZHWOIctIekQtZ0hvitbQgqf1m9cYsugtzcZH8PciyB11vbA2jV3EdLemdyIBDMa2La2gtzHwy7JYe8qeiU1UOkH6euYtNenjykhyP7CoHHXhicb5KpDONWxu7qVwdsPQ4gQyRkS8NUNLT6yAElnYwUOLZyC65wD5bjFsl8QCQtYVsp7ojJ+6Pe9lw4XHThbJizJy845lGOje0mOIINRdie/9KwcsBPbzkLy9/u22e+FR9+jv7ISmO0uBbooj6I3/pURPrWprdpnsVJSXjV6PdbMVebzdee/X1PJKyv73N73H09kDGaIilQ7nAmCJBZWLfX0Gi+YumTtj4T0WbgPgtg+ULgSY/YGWfielhpMwC5RMyhZkyhyNCZRHFby2InGF6ww9DGjdiTSsMkymo9n3JjgqclJPotk19K6JUCk7PcDRZxZdksmDLASdWfYhQlxSVLoGylC89Veoqc+VIx32ZHgDjCQO4kAcSqwffOcjEd7GiCpYWk5f80zg4Eds+n7KFt4qSL16Sip+JNZNmPvswVcEqPxkxy6JxehgKWIbLtgX4qwiX7XaNbJ5nARh2cXQRHLspFtut9O6uvfZajLZ3YjLACyNFHomAtyBtPK/VfrDOUjPuvPtCnDh1FAHvRbtDKNtu8J4yD/Cak1D1wg7a6yWdBEdmFc1lEiywK3SOiAFUu93OPlAHG46fPhHHjqzH9t42acE9dHfD0Wq21HkL4AMF5CBEn3b1en0pTTm8IVLwlDU96txwAPyITwVBxGe94M0jHnPTCnEFzqWtRygkllXgwg24Lv3SkxNrlpN9reQbJN+X8nhI2dAcvksGI/cSBk0ell9AJvhTE5AXJeaBStkXDlL4haJwBNR8mbV8KQd6a8qRv1OeVCoK8Fwcw7rRIowhfAjv9T1hkfqspkyk5iYvEW67Dn+ZizQ1MEY6DwDLSmVU2kHT8vKo0VxD299H3g+mt5WseUkH0+dSOdqckp18X54nrtNz1PHQi5+iuFtx6rTzJpv6HLKn3Frq1DjwQFkWRiM5FX72Lfrad/CsjCYfjWcD0spr+Tqvom/KR9ymDimMB96KOvWjrqrOvecnH5UgNsVvCzKjatLJjjlRlYR721sxIgRy7pEVD3fc+hyFpUcCA4tot6eWqS1EUVHtp72lXBGQW14r9dxnnwpgpOITSeILxk5uE1LeqiS0+JkFwtg94AapDjosLS+noOzifVlFMoV5aWzuS2jjeFH6ALUmluvvwkC5vZL3MObhHLnsP1Aok2imI4mFAw+pDy5wJNHFlcRI0h2mlX56sEXxJdzyVVYlM/ptGhWkj7Gu5iWJtkAGMITL9bhWC1IsM2sXtGQ3CgR2d+exayCPu6TQZB7NaC4MRWnxJxVyEwMsZv6mGJVGHraO125/yJpzrbZ7cfOVV2OysxU1jFkLGOxTc+cZdwuvVCkPx+f0+fW4495zcfzUUhw5QZg7H3jBA8IK2oBH5cAFLUt47fss3jxUoCzrtb0GfyLCgRKf6PVpld1RpWKY63SJFhjG41hc7cbS6mLuAHPy2JEY9TC0HjFHONBwG6sRXkiGcdRPtslwGDPav7/XjzaenjTP6UIISfLAAU3daQjzgfF2pFD6OaHffens19TTE4SyC00j1+rindmOjGxon+SnvfIwDjTvaBniY3vckiuNFfd6MQ6UTUYoZp5r/Jza4mofu1OKMSWtcmOoDB4kb4KsggXYxGXyqgSmKtoAeXyaCnCFtstidinZB7ircsA7kocO+ap068gP5fJNTqbnpXAnXyJrRYHJp8Bnu5RpYSKd+/blFCqiML3c3OUI/imMSckptxZkLZQC71qHyPJYW8Gfw+PKHbF53oDGvT37jUmvkqNuZdITHNKZoqg03hIDGXPQL0s+1DHhLBGjoVKt9ZbZINwfXEUJgu+UazhQJXN48U6nr1p9+L97NPGbysrmHygO0qgrm1jQfaxAB8/EtrZovArPCcqzAWGjDCFiqKhW1WIioskE0BKg07MEqEQqjTfk84EMazscNFA52r+gB5HXgRLUs3INqP1m7o0npRfmF3MBer3aynIGLvSnIIJDcF2OK0xACV0cyc0F9dkeCSzjIWgiC8ZPBU3dKsRc7UIbpFT+Jq2eWCJPGCSyiLY8btNIJCfSZvNxn+EK92l1ea8XYzbvxYetSs8vGYXH/LVmfxDC+sY2y7yqMb2KNlrGPiWfJyNAFSPM9GwVUp4DKvRQgYNrFfgBaFbohGJDGUfTGraJUHi50Yn6dBT9m5tRee11rPsWyqSf3rM7zc8mHo7dR+BRhp1Z3Hb76Th7/ljMrzRiYakajY5qbgf8uCmBISKKEgWmEOXIP60Vh6WFMmWqA1uXoSwVAKcNhNdyQqh00SjM8rAhlYGd7g6GWKbHXrbbHbzU+Vw/vbu3hxKEpuQhWk7+UeAM9esoqX0U4f5gjJHehifHsUAE4wYA9iF2UX45RWnYRybAecWj0PEs4ePiWRZhdL6p/aM5hQPaGMaq/LRozuWUT+TpHHQgvYrE1/Y5F2Et+ZzOQ+LCCyg/Ksp25mXnKPd6fmWJoUqg8JCweb2V1gq4z+eWrwGBL47XUN4wg2y6hQc8IkTPOaqkU4zkhTREZqeFaeihXvZLeyk7pNPDldfTM+ZT5tbyGlfTrizJ5H6J6RjIcElX6xDOIi9pGSjdb9vEfxZcyk6YMcPQ3K6r3S1PaMTj7zhSPgc5oYFHg47EfxafPCOe1UFpRKlPfWAkYKdYzsFFBryEwtHhvPmuK8ESzhQIfx/gM9tImfvv+YuPimMRZV53eSmOMszM/1pO+4EUXAcZnPDcwgvzcPNmC41uf4ME42M+xdh+DJEssZysLADpblo3jKWiFW9aA1kugaNevbzSES+wMgZ57HPh0trW5txrDRhAwE5vKwaDHrVBUGDINsxAikuPhJU6XDaU8+8Sdskvk2PB+NbygmraNkK5qCgtg/QijPry3jt+y7epUaxEptZrABd6crlm1kwQsAaDOFrnTHmAAHm0U8TCAPtzGgWQDrMabkz5LSN1KDq9YKGyTHED49gmR8k9DErFpgJ0iN+RVnHs8H8Vj8UJ6w7yuL5VYG17ChB/Vbxzuyc8H9ZzE7uEsB73uHPt1di7+mbU8e5bo1525HfaGrg+7dGyDqM9X4sH33lnnDi9FotrtVhda0ezTchfA8exR/sJnRuO3nNPm9NjQahGrh0XgVzSFdBJDzQInh5YFaZNAaQNNZ4pxAp9rQ4e5RP+nPPoQUNOS8LUQnvQD88t4A022/VYW1uII8eWY6+3GcOxk90VSqMFcQ7OyGfkkl4X3uDOxtX0bBc9e5jn1coQBesIKu+rHeird4QX6rw5aaNCQfgH/gcETpYvxhBPCAMKNOF5uUpIKgTuZGhDPLlHY648JF+rEEmv8Ze+OZBmfx915gCChz0lgymQNFRhTb4hie32jd4caaxLmbIIy2mi8U/qfZsffnNZXj+/lUUNsWUKm5ynl2n55k2rkYYgu1X4ZNQjzL6HZvKsK2uM2nQu7BZQIWlspEkmos3SXqnSGBXlAjyU4Ui7+zGa2lkFcygxfQ7Pu3F6k33bhqPNJk6M/fP7ORUeOAqu9DQtR6/tyNHFrK5HBBDQz5Hvmh6AzgJ150sT+wFKr0NFZx1etjGdlsNLJHJVK+9GAYoVfmtBsy8AYdYeqXHdKkvPxo5yXWmZ0zl3CpnbSolL+8FET3pZfsvQCZMIA4l+KDunBPBcT6f0TaksJI5PJBhI9LnlqQQyP0wqoYQWDOYB7pSVk5d55Fy5LNTwbw5leRDOZoe9fay2w/okE0DIwOoxuAqAVJAqIn4Ki/CZlm/boRcj05hcIVW52N+ktwakfJe0wpJL4UwPAW0hJWY+vYD8zXPzFm+FelXavMoVJqZIHFmGjO5yP0epgMchcy6VrIrX8lyypo8oTDHWCup9a0lJA2Q18jWglcv/FPzVDqFKv4fiuxrbV1+Puf4omryv4RG1wdUMhQAbooRQOvX9uPOes3GOcHcO72J+0cm2wFtHcfDbg7EcTJrDs9pXsRoi21DxAcweagW0RbiBxdanNwgsiTVgFQf+zr65FCjhpijgzkniWHU3360afsIHTn1SDF2llEdRdqrR7NbTI11bPApP9NNbdLpGduInn7odFjDs7+aKkXH/VgwI8efdS6/TxvOGx/F6B8JBeFcBp3o4Gk3BzTNYKCf74Pgt3LYjg3ibY5+lSgJjYVhmX7k0zoE7aW47kJm3Nl4QD/bxUZ9CU4wDeErlRVbTgQW9X5Mkn3gD7MpIKdK8GkqN3DgajVosj3vhmTGeGtpZqceNXdoK33tEAImTV5OPlTN5x3vale9oU4bh/JJeue5/Aj6ggzwqT+VEYhSofdvqT42y5iKXpFpOli+/F3lNmQWP5VuKe3FvWKti84+61C258gtFhv5L5d0ARpVaiiZ/2TWFB+0Ao33/mqjFdiXWludja2sLGHwCbFZxiGP566DWvBI+8QYMpEl94z0weWUIrOtY1rwCmBaae4tRIaRHwb2dkE0qdF+/EmuDuBRmEWvlfA6+VSbgkEYeuP48y+FsmR1EmE5LIGOonPwutOU/7i0vwfN5qR2kOQjiZE88GpGH5+XoqaeE2V7zZ17rtSXcWDZsCRPoLYEIlbVgyGoHIOeEcJgvp66QX2Wl96cSFWHZTwKh/QBogc06KEzlpRufljPLE25ueJe4g2OyHcJzULy4FmSpbNssy6w5qz4bQRraZp7cZUfrCK5t0xThn+4Pcf59NqPt41hcWIsaYd0EY+RpcbUJjATO3V2ly6eytx0br7wco1sbsQAMdTcSIK0W3cGPSp1QVq+/OYq77jsfF+44Fq0lQvP5KR6XyrlHO/bAGCFLnto/yoEUirJVKEbgEnZlwfL8HzjFV4ZUhTAHxoL0Km1gz/CQN0YUKaRZGhRD2MRpo94qhg8cpCEQJVhVVb92rtLCA1pAAc6vxuLSfBxbX0d5YkpdQ4pi8+S5ybCX++LpIWucGyi5Cfjo37gS7dEgTnabsTXCGPC+jdA2hIuUOYgDrM4VS5jld6kEEO6hJ+AqOmlsxMR/AEcr+dLz8XeKoJ4XSi93fiav3GwbLVMuNV0KZ+KOizS53Ixn8rzfWS98p/ec/arimgwqzlYLZQAPdDvNaHlKHMVe33HHdsrS4JJbPHtHE8EAEFg26XzmZGoHFuVpIyJflBppP+/9J3i2Tv5W8SddeS6PC6P/Ek4SyL/FAVD2vKeVGmbLUL58in3Mea9klM9bdWdDGBlAZ9Lvj6AwPJZ9t9DLpX8zjLhL7qajvVhujOJtF8/ErZ1eKnrCkIQvjYwfLmE//KQMJz4LnDnyqy5RnnlXbTz8Fx/V6gpfWU9JQiq3UJEl5uRhtblWwjCnjKwgoCDBhpRKkqTkpbKD/FrQw7l0Vp7fAsa9n9TGNpT8AphtFjAu33n5u3SmmkxFZZgJIrl34rKpuUsYFTYZReIqcKn0yC8yLU2U2G+QitZcvDO8d6pOQVdWmHUfWmA7sYsipEx+e89/Bdgs5wBPeqH+lokSicLAy8xrOtubxed/JlFg8aNAXGmfl0Kv12k79GjMLwozOEYpO1maVlGHXvAkWva1aClhHFfFemRim+/J5k0E/VqMtjbx8vBbVFyDPf0XQicUm5uSGobUt+L2Syf5nIolPKr2PGVXBzxHWUx6wDWEWTA69l8c4DHziQ9gzC4I8ZzQ2361e2I63+dTvg5QQBukNbg4QJ9rSjOycJTFC9p6SJPbT7lWOrdD0zOhbtvrMQHWqYe2jzdamyDIKIDOQiuXKS6tLMUAb1dVaQe7262Xbh0HPKoYBnCmUR6iKDeux4jQXw95gfC4Qng1xqPKZXm00TBa8y8PFf5F+aSMqEhQkOBAr1TBlaw5h9BU1KNc2KmfHh+XPKDRtO2pAClDS5hREYZcz6+84yOy+Cf+Do2wz3MQRzeM2uz36+AJH+ena+53dybx5o1ebA1G4dk66akSPQCupRZkm1PG47INKVfiiN8p08JCMvvZMoswUpIq9yC7P33Bb+lf2mFzLDcDMfPRTm8O52Ratks+ZXqLdBqMU8S08y3oORoRYxIRKVJ2UWT3E/mM3qbwoHOKlYXbT6/H5ZOduHweTp9Cb/C2g/IsLRKU0obv/hRjRhrbBzxOPRJuPXMdn2rnkZ94VKaGWjyA3CRUHhM5klWouA4LkbA2Kn/bUBgx81u56fgUywgywVqGL85HsnyKyrlXAJXKiTzlbAuYnlaoyGxOob/Nshy++Wday/T54Uei5JwwEyTcNljCCJb1AZvItx1JZYTJfOmVcukpWT8wCXe2Qfdf4uZv6qVMmb285j0KztPGSJR5RGbmNo9tzoKEV7z54TnlFGPCc1PznTxmeYlCO3VJSzXZNt41CW+0VnqATgi2bXqlhiWWMxrohc1FW48cplmAkWrjfoxQfFtvvBqV3m7MEdo1pA/lu3IjB4T0zlAOLULICxfOxaW7l2N1tRNLy872R+l40j/e3hwhlt0P9n+54uBwEEYYUyRohDtN60EkQPzzKtEBeAAvRQGKT9tOnqRhSSdKVUgZTiGwWvDsL6UuaZohL3WnMuDzFg4BwBAz1946cAYczuGzT6mz3I1Gh7Dw2Breazf6ox1wjHHAk2jYxwge0P0pCGnsaePedDeG2zdzzfMC4cBit5qDQg28zVZLz6qBUkQRwk+uw7b7wYEeR+CNmvYRFpWBDct+2pzsDc+hoFRqEvswSjKcdBQ4R1zTCPLRQ+JdskuWIyoLL2VrVVAofmXObpIc5BIfvJ/vzsUpDJ5Talx80DdUxHj03B6LSKCsOAFXY+XKckGidBRmPMIW7c1JA8JB3farwXIJA+AlvYQ16edjaUBelVdxQORZykqIDxiAy1/SzL/c7NU2C3uWA73h+bmGxsHQd4DXi04Ql/y264xMgIijM4R/aW92zeEJnllrx8Nv68bd5wn32+BjOI6XbuIUIB+TxJEyosMCXADr4E/pdqJM4PRS9yQvJ+jwQRsPMFdQWEmCLjIURxMVpZIFZ3bfSik0KMSUEeVPa5Agb2lg8nFDqkLE3H/LZFSe6bj3Mv0cAJciJJJMLZEPhMjyeGcO/xz9THeatCollaiCkgrK9GoTn1CBzTWvilUFKeSGrGWOVrJFIqODYPi8KCTz8CapXwQ2C+K/ZJ707sQHTxI+31gLl8IKPrToh5d3pe+IO9ImEfTW+JlbMfkIQbSdKqesj0uloDDkpo0qODK74N+zVRx57yCYJ1aP4LU0Y72OcnOp4rU3o7d9I6a97UCGc5TXzQZqtMNDh9w9ReXXRmguXDwd588djXpzH48JQe/WsIzgbdqHOfrAM0pkiPdDfpBjNIw2RE90ihJNTyafFXxku1IBmq/0vhZ0mAe80YYcbf+uPBpJrYDegsYrkUq5GHc+bfLJsIUPsxskFTHJ3jKk/EZwcyAGBnGic43QsNttxeLifCwsdlBoZQpHkoD0Kk37rTWISpebtE4HvRjubcZksBMLILDdQmHyPsMx8nhUlnRSQTg/UmWqIhxWCdXhbw2CIZ0rlsRdKv/kIfnaP3mPe54n3+PdOirsoVVJdnlXVIi/xAE5TJsGkvcgTbnKFUkyOHyu4V4Y20euWS19yZ765tzEiVtLUVbpcqLd4Fc6ujkFwps0muQhY8ozlywvlAiM31mnl/QTngTONPzRjpT9lFNhhYfNyyeVPW3KfAd5UpahafaRcy/bJPvz2+5pfxDAEMUIC2kQ8majmYqviwHqDxzscmR/N+48twrZZvHGm7N47sUX4+WbtGPoSDvFKV+CKkiJf+r0t5eVfvd18LzaefgnHhXI0kaIaCPEBpq/9P+RtkBLHpiRdH7U2PYb1CCEyNU7kQimFI4MMyGU5Zovw2ceCVgqVZ76HcT3EtR6Ra6M7Z1hh/kEWxplOVmnCs/RN/Pbs5P8f4BkBeygXPILVyoTy0gFpfCp4EoflgLkSo7ss0xPIbkAAQG+9BBIQ36JzOODum1HKVM8HYbT/u+9cPoRei8gzvyOMvtMVuVnlpF9ezn6TUI+OVsP5hmPCO/sC9FrA1D76hwPbTmqjUd429G1OLG2EDeuvhG915/G69vI7aPmQdQMRqkaRtAWAzGFXOFdWKjG5TvPxpmzq7G0MBdHjrZiZaUZtYYDGnZziEm8G5FJvcVo6InYLnCKYOR0DfHEs7SyKFRH7Yoxkg60TdrbRjLarGyrpYkg8G956X4kLuSnpHD5LW6p24G43J0G/OQWZPKhWvOAdhaqwRC3GmTr1oi56sUQ3+d6Ge1uM9aWl2PtyGqsrK4g8Cg64Lb/WGWvZyh0dZqigXF5XgV+7O/civ7uBgamigDOYSSpZ9iPCuF0B7hUPlJEvtmZ2pEvXqAveMrNBlIxgA9CPfu+VZjyqi023JUvJ6TVGAApIBQc5hGdNAZwEh8pV4Uls435W/zxJDmSRq6i2G1PgwjAw+lVBaN9vcrCx1JR/lIylVHDYr0kDY+764Q7FWmAwHWWq9IwDe2wn1FPdjYWDvhDnKd8cpmeG9tkZUlNSJTz/OQD6rReZ6lI1xx84U8jJS70ZpSBLh6sK70mI+ABvhqwK6t6mbbVVVbpaFLQiZNnY2erEl/42qtR7yxFf78dV27tUVEmyHqMURM8fqcRol6/UzHzsyjt8i7v1//y48mCeViQQNuo9FK0yI6QKrgAJPC8pG0Hz2gQLW66hjiFTUSLQAoRIQAlAZwzpUJotFvR64FwrqIweUgpLRvKvWU4ez+9Ly5ZI5UJZWRKGURFZV8CddkaGzw0hKAhudyI3+6LlkqJ58qyW55nH6D7zFHSDCbWjazOjQhtxtHko3ISBpKTV5Ypl4gq8xSp19FjYQG/wp9sYNm0IQ9VP7jse8lvEOxomriT4Om5ijwxJ4PIP1Q0wdty6WDi+wDH4sEliJmXfMgR9Yzj5LHjMR31Y3cTAd3bi8F4L7r93YTLUN+jId2+DCTi0fTBAe2j3MuXb4tFTO38QjM6HRWFwqxyJZ1L0YBKL1JMO29NsyIvZGPT44CWMD7+Tgq5ndM2pQwCyVC2DfqQ1rlctIqP3zSSMjQmzg11sMU5XDKpnp2Ha7t7ibwlLkrHtzdCRNvBg+e5eIyj8AhDExfMJVQTV+FgLGy33p9KVqQ6Cu0opFubNap6kDz20HZS7G3vobMrhMb9eP31qzEaDRDIldjc2gHJbstRjQH8NaOOXdrsZquNhZVoHz0R9cU1FMxSvLk7jk1krtpZwFBV4lb9SC5bzMm+tH9nohFxiguw43k2WvNJfwV4KO6AQz4Vgenp4UEK41xtHu8Sc03TXY435p19kbnck7/c+Jd73SINquF7Fe/ocm1M2O7um3YFVOLN4SQGk2rc2nWQrJIeqXre/tDc83CfNjuHsm554J822t2lpykcTq/yUp55lfpgRJw8HZNfLAqg3xlICXihjRGB+HdqfqEfF5mNFRJ++Yf08ogTBWZzKG7qXSUi2UNr91zBMqQO+GMyGOcRDuof+6obTdoBHyw0MDrWO+nRjj54BccV5wiq1OUz8OVKFSCVb1N3OFrvJY/wW/UiH2WDufAA/9yjrmNUaQAC34eNtOPYtswQUAvMMlNAbVZ6YTzWihYFosoSOsqispIOK9xs5gli7Zx9r8LQWwD5pHOjSWflqQyyH0QCUIn38kaOinIPihOWmR5IhkDmL4yRi8tJ6+HSqiVH4UR2WhGeC0MqNZUg6dMSZ1rLxo4rdBBJzAqTVyohPSK9M6mbRPS5+WUkEW4+K/CNF8gRTuvlTk9D3OW9z2V60hdFzh0/bafeHdXxXI/AMmkLSsg+qDaNdmPRcyfXo4M+Ge5cj97NK1juzdjvbUSHfKmYCGnsj1OpOQI7RTHO4/G949474vbz63HkSDfml2DNtn1De6lQaw4mYNWd+2a4CSaBp4wu2xY9q7TcKGKvDHUQs+xPbBC3aAh4MhNHKF23qdKDLZOFfQM/gIPCHzCzBLQvileG5Q4HylbuB+SSNU84y63BnC+ZuMN/xWgpLG4rZn+gXuE8oa39OmV/RsprFqOZxygKjyTxXt5BaexTXw9619q16Cy2ozpfi+5CNxbXWnHyzPGIHeGuRBvF13fUmDoEtUWdhZbjGO9tx2DrZmxv3YjVxW6srS3mYVY1lBCUipZdwrZYzzmNXC1G3NdQbhkSqyRqjZzmM8Hguw+fa2KBGmUkj0mA4g26ZthlkGIwuQG8w435Q4kSteLNs4X1Wpd0UuCBBopRpdlDuaE/8PT4gIx9lH8anGwV+OLZyVOeyVyL3p5zPjUYwEKdDtpopBGRGJkXOPfRxspVwS9lwKyOymdoLo5RsvJKlq1CBdfKYFnaiIRKBnCpZ+zvdB4oX49TOeVfdiEokU7JSdnCSXFamfMPBUZFaBuk5QjvlH/Z5zuZoszlLQxi8ip503MESeJIeZ2DH8uMFWDmd45KqwXt1sAoV7vv/olHy5wmMtu4BEJYqU1hp9E2Qsuco2E+dtdVwxI5jsS5aaMvbGMCAiIlPA+yMiDWmrjNtZOODa0lTgJMITJ3It/0KgHKEWCy8ExgvLF86rRhJuBTGMJAzzsIRBq7NXwLpPynFeWBcINE6aVAZqiq90N5qYAtXoucgltgL8uP+G15Io8SLSpHk2ynFiVzimC/C0ziKpVI5uMtv31tcV4aD7Oll8X/KkqVYzIJbODOJu51d3S9GyePL6ODd2Nv6xqfN6Iy2kWJDHLAwykbs7HHBzqCCiSOlpK/jbW8756LcfbskVheb0a9AZGJ8aYz3JYpDF9X0BCy4aAoIxkQBvI4ACd167cdTmqV5Q1B3dcuW0ud1boei4wFZWhsNl1YFGbbyk/L578s34duUukqE5072+rghXziYFI6HNBBgys9VISiPT0cILB88WudSRe+y8FTKkTqxLNRR+eSPf5IQdUiG9xSjiVnRzjvHXE3n96aDXcif6vWjiMn1mJheT6GRChVFKW4ScOvcZnuRdPlMSp4ytnp7cZgbyeOrM0TXuNhNrs5aDIDt3pw9umNhs7R60S7vaRW9F/yjWIsT+v9FUah2Bx1kMdR5PILeFUxOIVK45b9WrQrwznb75eMRR5uo5Gn6iGPtM8NUu1GGwyRJ9mM52PgbqDkNG4uIGhh/U4fJ1Tm/e62CqR4ZlmHJabnUZSFDHw4RckrQ+gsWKLlA/4jn7IjfP4TFullO4DdZkqzXAKYaa3DZxpeaQ3Xotlsu955ZUwd6gxw7Z+Kz6KdI2jE1sBTX1lfx7vGCwQfqbukNUxgvRpd6y4yyRuNj1xttQe4TKdBI0S+avc9P/HoIcOKXL2pbCAMYKevFt5nqgA/anxZKa0Y77Mz3DgtlVlBnIKS+BAGAFIhZCc093pQElNmyjQ5DAVwIFFECah5vCwr+w55XDqxaYBpJAqNsSyfZhY+PhN3NlprrKJzdOy7PUDzp7vMrYrYKbaigl8Jj9/ZViRTpa7AmN4MRWHbbhIKA89EtGg9hEKYixfFxbd/2SgTeZ9ISTWYcE1kdu7dlqsFnRyNXV9vY937sXH1ZYTtGp7DDophAGhD/CUILcpUeNAguyuwmN1ONe6687Y4dXolVo/Yt+euukNoQ7rcJLGEoDmHD6FwNn4dRap1VQmn8rG/x4EEABpPERja32p3COPaWF7CkVRewA7czpFLT9vENov/9K4L46mEgIu0KrJkZHiqKLGSxgiCqlGCeHLZJyhGqFuLjTQUfPKevNLHMnwyttMfj0HlZ9/XEEGyShVWTkYWDtOD74QV5V5DMaSy5rUegAY7B2PwZGu61q25mF/rxJHjhLvz3TznuIZnOSDUshznnjoinBwIbPbC7O3cLJ445a0QgrY7rdjtO1/SSuqUdTrO3r5KKOoqHRSS9NqnXSij4gXJ14U7bEC2VyfDJ7Qt0Zjsws3hPe1JxSTfmZ/fS/InMLpdn312rgLZG5TuBfN6al5O5QIGp6LsE0r2hnXgl0YaOiI0ZCzPyqU8K/NbvBt2Kw0kSp6wamlOxZIqPyoXPchsiXzPPy/hVJ4PlVEaNeWG+9T/ZNZgUA1epvKIAwBdS8HQ0K4RlJvytu8gFnRHKGJ9bSXOnKpHbwdnh7BZ9yfxYx0JoAD8wSdXWaU+OXjvMy0m6bOe7sMoQAE9/MvOcN7bYn+Tx2wm9yq7KRehtww7Lk2Q7MmDJBj34jLvKdvyi+eHAoFwqeG5JhBGjyOXy4FYvYOCo1KG+fTg0ij5G4WVsPDazmQ1+RjvMvvWJAwCoG+gx2YVIs+5Qil45C0KkBd8fJYKMOE3D2ks3DSaIwHhyjNS/MlfaY/1cy9BM8UBEx/+Xx5meXllW8wkxg5SZZcD0FC3ewta0PIKodXqIs8nsb15Pfp714FvNxVEnWc1P6QTF1pymUninjh2LG677Qwe41IsLDai23VjAfLNoXgOFJ/eVfY1giPDAduXu5HwRp9oqTsfjSaKAUEf9PsIgx37RTDqTb3IdoZlzWYrR+e81zCk53/QflspbcVNtp02qpSSVr7kytUA/M3N7MdTCQlDv+CTNJmWdonDQgszFbzLXyo4vdTsxsh3/MOb0xBmuXxUjAKTI6UwgROLVe4qeY8Y8N722X/kZNiJ8y5A6tjF9SC41W7F6tparB89GiP3QMRjqrcahJYaE5RuvUyLybXFo35sTWa5JLPR7cTC0lq0+Wxs92NvOEIh1mI4GqEAwZP9DA3yoxw1OgIpnlQwKnd51/Y7adrpNXq2KSc8Kx6yCo8v+/J4VrXdwHuUaEEedxDEFyWctTidALxBeV0nQppSWParjZw/Cw9hQFFDqaTEp/yUBl44eCANQB/3AgGc1C1ey2ChePOl/Gs+bgVBI5TCYR4pYhtoP7izjpxjyGv5p41nrZeezTPzRH1D/E7CmfMCVYjUI35yxBx9Meztxd7uLHa29lCcGmOXXha9kx5e1ksBB/T3dxkAoQz5JhtmWpUrOD/6P3yNZ0JgXQfMyyVqUthUHGSU6SSIW+OkIgCpXm21qZcqPi+/tS52RoJ8GwgcAmTviiNiydwHdd6KAULVxus5igdUj42NGzHY3QG4shrAzk+XKB1KhF5MUXgt4KpBYGG2/wOI8SpkgOxkBni/7Rj2PAKZAS0Qi1jq6PWJJLewMPux5NpVAaTcHEjAUpcwDaSZxzppt96QzwyxndaT7jd1tfedUAw8yVy0OxmZECMVM3jC6vqdncRcHjlgej0dT6S7bWkYS4vzcWvzWox6Oxg5BBTspXLv4fUlPsW9vXX6IG4WMI2Ld98e8/Od6G5exZLiVSgpKhUUpfd+hEdFb6e8MCRtZQyu9LLAWx3G8vyRlaWluHH1Wly/cTXTmF4YRuKDb9t+7MhR6qrGTdI5gFA8fj1k6po44di+wANmBFb3I0yFAx6zS8FyheEtXpGNBgVvPE+c8znkQX877cXfuVZY/KOkLV+j6XNImld6LQdw+l4OzHKSHuX34XemF0bSDlUEYiv7JClDicyLpyhoYbt581a89sY16mjG9gCPlW/8SpSQRzPAe3pYeIgOwNUXV6LeXcMlW4vXru+SbhEvcTn6lS482oltyhvJq65UAZb96imJkfwKVOXbUAyFVak2eGeIDHzIW0YuDeAToXy5nvnSAvhGBNtzk5jHo7IryeVwt4B9azikLspzFHfiFCqcXXAvb+YsDnSyH9uYLQYfoJVvuxnEJyyFmAoObGmV4Ig8FDkbHSjvlEdgoAjxrcylIrRbhufmzeugn1TYnYPpkkb308y+bTzW8QjvFfikt90leXwtvJf0BF753kh0PO4nUM639HKpaEKfAADhgdAKi/jKTRm45HfhSVyK4gM+qLbf+Wcf9QzVXFdKJvFlZ7rCpOto35QZXEeb39RBUXgkpKUuhdXnatjsQxM7uqUqFYEQufxLxud7giAXIaARfA956IlnrgQwxh/igZQjNQvCS1+c/wpDJ+BZD8jllpq4uOEC9fm/RsYCRJ59ig7924615dU4ffRYtA2JhoaUKCFHxShFjyrnCFKvlyPYpS22VmJyyyc7aWmwnqkuvEc6JqF5nh2sJCsnzfHbehABe/ccnGjWzevo5CxWlxfjyJH5qO9vx+atG7TdrcbAoTkT/9QNzLmUkAbtq6BhnkuXb48LF89iPW3nNDoKhfVLL2AgC7KDIgD2w+U+iTfuU5kcfPvcEDGVMfdjhGVnaxvvoChocZfMR5oagmgYOOZdv98j7Sjz5ntxItCUUQxHIol2HODN+qkzvQvuRaIwSj8V52xmR7y4LIMZwna4XGlEfbbN9+bL/h2Kz3rFE83LUUW9Dp5l3QfXIb+Y4fDbS4HMO36nQPgvP6UOyxLyDFH9kLXRbsfK0dWk755nOUsPDJl0zl3J4YMRRtFlmRrajc2d3M376NH1WF1dj3kMnPvu2R7z1OqdYmipZ1JtCzohHjjVyznAkcrVwYaUK6MdYNRDFT96cxla8hlvbeEJjaNDgqarWUgzxCpobvvUZ2l6zZ7ZUqcxOUjAM+dKOpCEBsv261HKZxmV8kAwhMuL10kzyFUu3qWu4fsAbUUkucnuH2FO/JbkON7wNvwoT0+RB17oWbpG224Y++N4kz6RNLUvv0y3AibL5J0ynHJkmeQtnrTGUV72YZbAp1yHTp3P5JsE03Jpr+0ssIHn5Yf+HApQrctLCtSXcWK07rJOqwZHRafCU+e6osB5U47kGWHl7iTUa/6sCGDKKB7F8+2KDK1E1Xie8tTiqoVcAkWD3MfMMHZEODGCaVSCwqBeN2+GR+QRFQpWni0ALCJKpOSk1mxgQbqwi7JczpTPPUkfyKlv363r+4Pobbqd+l6ecdtQAIWf+jwcyPQSx3ldqaSTwpQpo1g27TKUbGG95gkJwx2DeT9CQeQxhoYblDXBYjlnrV6dZHgyN9vF02vF2ROLsTrfiv3hTWDZQhFvUCd4px325xXlU40hjK5szZF3vzKOO1B8Fy+djqX5OXDXgxb90A+p2iebcJFfIwYsIkeeEPJUeuDB5zndwTJN44c0CrqhXn+wl/s9UggwHLSZ92UQRA8U3HNvfMXjkv+gXvEnbVR0tkPAS538zmT+5zu9MesXt+W9W9yLMb0orXQDT2pxcTG9gwnPXDfqkjjDVsvJMhIC8slkKinKyWe8t92mS5CozAGQ/FYoSZ848J35eO6fIbn85k5BGoO5XGwMXi2Lv1bXg0Er0ZnvxvETRzLqG2Kw2s1abBgmyyP8M6x2k9xiPIc5sdpIo1Uf0aZWGHzs7mxTEr48GqqJEI8dNIBPksmzbjw1oXKACIjcs3Eyhg8xppMx7bcDkqTi2f0MW+TxYP1WuxndVsGJW/EPsOU9vFVx2kJQR7vXUYI98sJbVL5fQzYOvLI0CkkzPnjAKjF1FZUUQ2waaKsBsy9VOhdXhEbX9GO5h9CZUmNkW/IXaZHnzGPZ8LczLWqkdRyqGCz4T+MNH48oF2YnqzxLAyhnRttLCO70LOqrIBd6nfKjXWiWIx3hJ4vLA/HJ5zxh0ztC7HfyIDDp3NkVow5K+l/4qa/oKiAok+KuEsoYWuZWS+TJRgJQabgd1jyBGSWPPQkSs/QlUI3yIaIQaEf+TCNyZPQ874DyElgbqpfA7wHmwY7qDGs1nwdXKmPn/aQAK9iUamNhXANp0Z4X2aYQNZlVZkoXFdWdPruhJoE34Yay62FLTsZxAKbqCCr1dubKvMAyCAMcwip8tEGvJcUNmD0FLokI3GJaReVnQtjqgEDSjjDENvcIi93PbjIZUFclLlw6mc+HvVt57vCEuvNcDTydyv5uhqhDPDDb6A7VMsT+rHgEd991ITvYm839GPd3URgIGPioELoLN8liTOMM32ViYU9iU4a4kkGELft+SO9hVXrqvrPvSCNjmJtGRPqAPje9mJBJuNIRTSxYbvE2NSziwKVsuIykKd0HQIhhJCU4co01CCWzeSUTsAoTf1p4L/X1rLKb8Oq1Unjyh6PO1jOBwYXTNqkI0/NLGM1v+4ATOGx3CpN8KkxcyQdccqi8kczOR7H18r54GNwDndvtw2mwTJlXdghLUZcULXsCvxELLc/2X715I168ThA9nMTWziDZt2a3jbDB19J3pGzUWlFpL0Z37WzMdY7HzqgTL75xE6R04np1CeW1AM4qKCzyVdrAjhFsdICH+lH+E/kb3mrCU/0cyS2DHei9WAXXeVA6Onu5W40Fouad3n5sD6uxtduDh4axtroQi1h750g+8/o0NrbHsYvhdg/C6X4zlYfeTTocBwZD3BiRDHmWRkxeSyEbl28p6be7AykX++QzNNdxIG254Dc0nfQxAtID7XZccmluLgreIa0hsLy539fDRbLBv/NGpZ4bfDSkAjC6KmqK7Mhpyp5RnZuDFL5EfpNH7BpBHjL3H1w6RBLRrqvUa/zO6Paev/A54C8KhtgzmcsKsiEoQcNCEaI36NwmrzwoWkukB7a/QxoeiiAKFAfJbLKaShTLharmH3kzuwwkvikbIEYoK5UrWEqFZMzuvEO3N3KrdLeIVwgVMi3IfsBMWi8bSrocNbTxMLB4T+JYP4S0P6IKtq36cLBkhoKHxUVpKtkBljzpCdITbnBhAOEESttgWQl1lq0C5JHEQLG51jLsu0AJtJoIkYocRWWfxflLp2K+28AL2I5+bzf3rjP4yEPSszo8REIV69L7cO2vMA0h6LGja3Hu7MkMESYoU8MG63ZuYh7W7qoENFtasRG4wsrasS2j5uiqjEJ7VEriG2TwXGV+wCRCQnmGJCq5ZHzhIrl0PuwfS144aHcqHcrTO07FxrOcxgBN1GRQL/cVNG2hPWl4boe+9drOqts14BmVSYGiVmVawlwHVMyS05iAvdlqxfz8fCzMt+PWra08eMqyvQo85Vv4vezTkkaHBmsGbLC3kGS5ziuzDf720pg6Q0DBkr+8pnh+DljYZyxvplyAFLezb9pFgyfextj1MWzyrN022yisEV7KlStXY3MLZcjzbQ91Ijqo8F56VlCKQzv4W8vwezsW109Hc+EEyqEdn355ECurRzDO8kETBefMgDZQwg8NyjDvfj/qzW7SzgPm+wMiAJrdbLbjGLk8o8e1skt4mCuLjRj0RrEzxLMaqTRH8eC9C3HXxUp87WvT+MRnX46t/W7U5xdpj1pdZQouwAfIQwzBCd8F1+IyUeOL7BMlRikKkeeyggor+SGvwjPCmfc8lhbOa3UlEX4Tyr6WO/RMURTulDi0a2AwjvHQPQMKL0slJ2xb/mxY+s7dfzQPhNJ5QRfI754Sqb3T45PfU75VoMAm/xU+sRT5o8CS/JHAl4ZV3v1nf2eWy5kMZWUSGppt1/OiULIms+V8PRmdZ9XsdIdZsdDN2R7pRBTsZru5FCK5ToH2oXmS8UCUAKW7XcGDgXEmjTbpCrMJsKGlzD8hHJbpC1wIK0AnU3AvclVTwrYPJ9hvLexAlvXPZk7RoEaZmFACvIK4BszUwIvqpVh4Pq515n4fwONkcBUYuRMO4kzqcqqFW4AVBe5kTt/pfQqGSnawN40FQqTctgpFdc/dd5LOLZl6sbd3C8I6lYK6YApthiGpfWWG74kX8NPB0210azkKfPr4UQTLcZot8hWln0okjRGQk0cY/BYPWkeZxn45Q69cd82351uYIsMxW0V7k2FofVq+ZJYDpqE88SrDSrPMz0crS4qkmdGQ6XI5ofBrocGb3mjmJ6WYyf5jfjkIov6wHJWmxiJhds4X3+Iun8Vepkn3iWfi2/fiyTB4YWEh934bEp4fKrv0KQ9xCU295IYs5+Bb2vt9KJtv/S7ykPd+cgdr8QqfjBQmeIxWwDcmhE9oeMIN/v2qomTEd/IyhBpWPCTfBqKoENaNnX688tobKBEUFYYqt5mqojw1dnPtomSn7lDdjnZ7JbaP3Ed2hB9cP/vC6/BOB22EsuMTpB/BNPKw/X8LGATlVvnd3TVymIujhOGeyuexBfOtRhzpYET7ExRqJQajIbjfjQvn1uId99Tiq18fxbOvzeLK9pQoRYdGPmrRfhpWh7aJLOVdDxxpAy4H3jRgtlde0KgZnqvkctYGMpP0PzCm8oWHppduMOlhJKG3Ch+ZFxLqwRoZmX6CnPV7KLRU2PCQSpaIZOrKLWVM74pP2dtROXQQBLmhnnRA8CzVBdLS997Lx0JLTr5hQmigHLhRrYNIykBOhVJWPvh/+gVeF6HIkTYLI6OF5dw7tLeNznCATPlOJFGJjNEwhJTIKkG9JoHONHoaRcnIS2kZtCKUlc9IJHAu+/LKra5RIOpo523t25GLt2ZdtrPpmkUtNj+Khue5DW0oDjzPAQgVq8gvQguX8Zxvnu3zO4fiaYPWTuWdSqEFu5NG5aeV0JMRidZR0ysjr30mKg+gz3oPwzS31hmQToIYnijwg+FObG9uUj+ETw/D9hZlp5elIskojTzLy8s0bJZzm9aWuuCEejxdDzy4G4tp9Lb1atPLBTLhltipBKkv+wChk+U7PcY2CYf4lOilD1DFBRr4neFIIr8oc2lnE5LhbXQaQJhIfPFxYXvi0naAIBXboZeVAECjkp528dwBLOtO2gMLj0u91pN5rA34Dn7vz8oo+iGMem6226vQEDjhhYSF9Lkd/cG7LE+NQJsE3Us8+ZyiClx4G9ksaWdaLvnEK+sN+Ftok680rEQc5udeUEt/knikLfChJdj/52FLCqEzMxt4Ypbt1BcnNudcvL1+vHl9A36Y5YqLCZrXZX8Tt29CgTRQcMJ3vXoCRqvH+rHT0VlZj1u9KTzViecJkQl24Y8FPDUUYH0+aWX3k7QwpHNS8NxkN9qtWrTq01iFB9cXiM5wo10NskW9UzypDny8stiKp559BZ16IjZ3RtGf0oamG8iiZOH9xLWYoQ7nV/o7cSwz8cxVLBCCNhhZwcs89srFEdIOnBXjqWWCF0mjhz2Gl53tUEPBGgVocDTwKr+Wq3p42sdjdTxmglMwwhNWD0wdFKKMo0fwjrf3svsnVxVBIUVavZQG/MCi6dHzNHHq53B5qvzvJc1tjzQ/NPpuNlK57/6/UwZuBIyyFFrZArtHLgWRhACT50WgmEBJPjsUgtw5JFUtrVJAFDCVHICm9uZyUrHlp5CCRBvmCKlHN0pQR8fchSIZF8DkWDV4Wl/7wlAcWqXUpFwqs1z/aXoYIRn7kPHRLlrxJB7lqxhVVvZlVGBaO79VYGM8TMvfq/UTKaVc4UMkFHaJnMKDh4VVSqEBViDJttm/08JTHWJ5Xcwt3NZvG7WMXsJg2vRUhIVyVQwLLsVaXIwTJ04QCvSji6ezu7uJAoLAwjAaICAYBvCYDCUMeMvpkVG+CE/CgtPZkGd6rrRPGKQPj5MpD2FSadKwvBc7CZuJbEsytvcOSBjeTEv3A2kL/EXRyA8yrUbQ+VnZ5yYsaaRQJpDHuoVZxidrWlg7qr0KTJYlBAU/lhszLPrBvWnEc94ffIw6Dulje3Kl0sE74aMhB+/K77fyHbQ/pcULHCavZHNLHaafOI9Mjk9vAlzysc3JwQdp7CPNA/PJL97lq4SUcvbT+yqG1v6lPARJuCizs7ASV6/diitvXMcbnER/V3kqBi3lhWu7sp75R9RrJ8EERddZORbdI+fizVv92BvNYYAx4ITHKZm0owPfyU9Jaw+swmh4osECaDoy3849IlW2125sE0l4BnMNmtRj8xbRSGMZBT5KmazjCewNaDN0KopBXCp31MS9HpZym89TrsEfkECSwof8Ln11tJZ06RGKc/hc780+bA3+2JkS6RBUyoRt0NNAluY7HfCBERlMwBv4G4K/IcbCfmUcMNMvLy2At50s0wGVQX8H/oPfwbVOm8rSS33AfwmfMNj9BlHS2VA5Zst8rm75LvpXHr77f5EtSYGFQ9ANtXK1Bt8qMoFF/CiMTFRa1kcWxWZBHrRjxYa/NJc/hQohBjCRYiNSw2YePsnAlAVCBFeABabsvgIc1J1CnwzGO8LA7J/SQsvs+W0DLYPvDBEOGNtWUirQp0Ranv2AThsYkT535VUIgLnsbBKEGKX+ZPgDBUiUVvqiaLwHsGfHOvn8thXWI1PpAY6nhiKttHQkLc/A4+GlQ+O7FmZvaWkxw9yj66swXy12t/H2qr0McW1vbjwKjovh0Cu13YXpk2C0zPlRqQ7Al+HxcFCYLukvLWDUZFbvufIZlyQ4TJe/syVeRZBSOfNO41DoUT5FeR94BJkXulFO0o16Cp/wDZ0tR+mQP5LGKShFQAynrEsYUg3LvJRN4JnvDy/rLBfpuFchZv3Z6OK5e/lOmDRKCqPlphADo3lAbL6XrqYtvMGVysk0pQz7ooRL6A89QPPLM9LYUMkBIfNlOeaVl2wHv8e0O/dEhB7yTEnDjfxnKEnkUoU/dneGKMON2Nrscd8nPNWgNODPbnjyYXbloBzt+XIzg/rikbjt0j2xh8c4cHBeLxAc2iYNlbjTAxrPjXLQqg1Om7S5A8PphAzHGHKM5sbGreirYIYqLtoHkK6EkJby2f5UQ3vQHr5th9iwHSq05CPpm/WW0BdWyd8qEw9C89JQ2T8tL1uufJ88Jbrzd1GAOSOE3ypA53Lax+0GGipAdVkaGPGLzhGTlqGiy7X53GdEmrwqPcBbxQO8gFeDkDQ6oLf1qlOUFvWGl7pF2sgkB1fle+97NLspHDTN0IuG4DOYLJWhqsGwR/eXcB2iIhAwxCE/VUcCDOPJl2pc3ogER1RVcL5IgGh0KqxDBKPYRJIBp0BnWmD1zoYk41PJrKIHSF41MZf9M5ZnWr+dye+3SkslmXVJhPyGUSSuhzdRmM7OiOf6ICotWX/fGf22BxjcS25oOCnR243oH1h7lWi2GIIpUK7XVNhy9BcPJuu3PhjSw19sqzP/D+cpGeKq9BZXFrID2EERJw4rYJXp3luCq8KbgS8NCa1JOByJFmPi1LLQALRTAgI9cA/wAN9i3oNP/ubj9+Elzr0OmdwifK9n7TsHmdQFpsoQlufi6VCB+EnvT/4grzyRXhc8Yjk5upyDG9DL9yTKmfxcKSzyL+mTLuT2z/uGoT5Xwszv4uHmk/IFrlV+ycjAfdimQ5g0UhkK+VshIOWhArQtWv+cJ8izVILCwrfFyLduXmOVlouI8lok1HNgQeuvQCZabTT85ear3JBWvsZzo+iEKYWoGE8vjWX2pfFxjmC9joqqtmOXsPTG9a24fnMrdnZ2YzR1FgTvGx3CaRSqolbjGR5fwKOaiH2AzE1jDaMBNvvcqUM89z3Iyv5t8nkWjOrbHXdcdy++PUPHA8z3JzgOgu6GFKTNATKP1OPKtkP/ElJSNq90XrLJfJw6JIx88ZxwFl48nGDsSiVpZN403llukW1KJpLRQB3wBEotJYmIRQwq304XKnsRNIGJssG//KF+SH5PpUUeyi77luLxAoifnLNZ3eUbmpoOHgDzVgyNyeNvaJg449YuNLsNqg0dNdtOmo+842+htsgMYytcdmrWUAKyflWFSOEVw1DfA5DnTchkDofbKEhcKgJx+6Oi/HiZyDgExrJEnoopsW+odwCsBig1vu9pYE7UpDFO39DLEAnoHRqSRUE/05b3xT1V0fEDjBckQDiYRub2TsXniO0IhKik4LTwbOE8VhOsbE92YnF5KbZ3t8JzStrdbvSG9pE44taOIfWnObBfknIdnbKT1yk6MvihMhRPeSoZCsGO+YUFGB4gj6yvxAqKz3aNUXw50g0YlpaeLR6deS0TCFGMtgOKJH7AEHDkDjQyELgvy898R2qYcjyCscHbdytAld8fKJJymcd00lq8Wp6/Xa2R+WmncJjONEl3YQD50sDypLVUKf24KljaKkmtk7SAiXAWZncQJmE5UErFqz9QUOBd6MRb1U7t/5+LzF7QK5nCrhEfWTi5NA6pwKjEejVO8pZaMkMw3pleMZIv0jjznWGQ7clyyC+8wDKuNrMdRTnbJr9NV9pk1fLVmHfWnZGBbSeJzwvPlfA3caYcHLzLlRXwgu/sY5R2MXMaSAelOId3thEvvrYZvd6AqAH4VHqk01Pru6FCcx4aU5dspfGl0n13OyC8LTtxo2tmeEAiU7GyTuFFmTln0/0ZtwiDHV3VOXGvPdgJZwdcoXTsZ993OhXt95LGhq4UBI1VVtCMZw6ySEu9rpykTruyO0TEV4ZRBxZxmAfcQ3e3InPuaJ4NA6507eyz1Fimg5UKEB1DeXa7Jfz7DmZpjOVRZAHFqBdoH27pUjMR5ZNP5Zw8RdGzalkK529pmzTkNh0aH6WiIB1pkp4aOOpV9vL7Dz30VzGiNAhAs/EIpOwpApyy0ULII5Ek45cQzQN3ctNKyhJpIkp500MUtOIB6szzSyCsi2JQGTnaah+gAudftNT+RVuLUL0eeDmJqQpzPmGuX7UgrtQxKlIESyXqtjg2PvtuvNdNJ13uNYeAWblHZU6ctQ0TVWG+nH+H1ZzAqeOG+wSCVr1d6lcJyrDWP6BeVESx5lgOR8R29/qEF5SVyLbPRruhEmtEp9nKjl0JdeLI0VhaWeQ5ynfgjsR4igo8Zaq4NAK2ueIOLSpSYNgn9FEJyhhvnSXBdypA6k4rjEAkIWU6PIvJmDwHnlZRZIfftJuPl+mTgRXetOTcHCgthdJVPuLJEWWflTlT1kky8QonVe2K8D2EFiv2/aTAqeikKWW6m4c0dydqaa4ncjhgJDceeuYynjSSdxr2IR9cCZc8k9/W7ldpmx5d+aY+LmluWdRUFKmGziyTYu2zHi/yudu0XSZAXMoWbuBzUvWgUujl88SZqFHpILzyomW7nEwe0djpWThhpeSRqYkkwMUcDG69SoP4sX4/5kkjLJyNJooPsQb3bhHWgheHlcV4/fU34tqb1+PWNt4QzavONanNZXaFfofGzCVsQpLGUi2rkcaD3sczlBczChk7FUe7MYnR3jiGu/KeikwvDm8bl7XG/WwKtUGtEUzKX8oVtFKJQSf7AHNdNsrH6Sr2C7sAoFlv4gsA34GcWL/5avCVjkplOOE57UjQLdSWq+zADJU01MAqS+ADY7mYovAyMgYO5Rv/k9+Tj1WkYpS8ucUdSiedsZIsZnUUPfhA6aCPaFd66NSMLki5ti7VgDKm50FZxRiX9lb+5v/4L+EPNLGVWTBe4HSEUB5o6zwWLxugAExzgqsa2k0EVHxq/WRuPoYETjQeEae70uOgnmRORVxPqkG5OXEWxCQSVXC8TW0K98lwyVC6wgcMmJf5ZCxgNczIRkCoORotQ3tecFEcWgjgkqH5dja8RyhWWs6pgpAkn7n/HESUr4ZNlHtWMY0R9dZBlIIysGOYNHqOLlCvoTQdUHFqwRjmc6TaNu93XenRSlhnrp/U4mDdR+NejPtYPsNc3smvDhg5abmJsXMpz2A8gih6hLQDzyAFZkhCfsu0eoJaWOmTYkfexAlwazuKB5joT8XoJYnTMNEGr0PhUeF57wCFb2VQ8aMCs6tAw6ZhUGELb0ozlwrBOjV47j+Xfa+E75alByZ9xHvusSjoyRek2yfEpx3SzPDIPkBBES4FPzcm4MGkv0ktRVlYT9apQKYk8AZwc1CJ34lj4Mhvn4sX7nMSNbTREEg7hTdDY95ZrlcaMbEjkFyprPiMsGDSyJDXgQXx4UhziVZUYABN3UX961Uo5QVnej2jmWYdQwjSba9lZtcF33q/eo51lIbKy7moKpBi8MQxfFLphptMTFAAV69cj6uv34ydPka2P0oFWOQB/MBXfjth2PmU2mDbPDfZhO/EC++pM9cyk29MqDvqwV9uNEoTEhfwZc7JGzeiqVJEF42mB5sUCw5p3N1HTGVXB98tcJN8A6yOfItz4U4ngkxzeHs5OwRcGSFo4KfIXBauHCezFrPgrH11iqGsSlH58fjWCqHvnDtBA1NGMklDOIfyU2eRt/CDWCuKU5mQnpM54IemyfMklo/TUAkmeR0g8lJnmE++8MouNRJV/s7/42fUuzRAX4cXWnSVntaCxuTuDMm5AHPAmI20EloSKrNdEoOP+5LpFbjJox36up/ZSQ7sIojmQSQbBSAItE9yGoLa3TNgbWBKkQ0FQBgt+/V8A9LyOY3UMrmNVHaEqvH5TsaDWVMJUka9SEgSfK7eJtQmL8jIMIIWVwh9FOp+aw/mox4EwPBfhpXp9PJMn0qOumfOIcLF1fqmu6/AUXWvtpceqy6uAyDdNiH07l4yW7rh4CcVzVxpbw7xy4xKNu0dzBEuJMupePhGOAxR9ASLoANrliOutX480+i4USX3fb0Cf3OVqUqUCi6SX7iyDHGXjAUswi4tENb0hnxGfhWV02DK6CLP+N/3PhdWKWX5hldJb+jrJVPlRhEoY94mrDJ7WmnqLHn8lrvE/zQ67fnotDoI8QQPZSPhsW3lKnAmzNC79EeCHeBKIceDyPJ8Zj6Qf2gkM8S0ndDfd340PAXXvOKT5fjM4nnvGRoao5ymIc+QykGJzJL9VzgEWYZCZQuRj7yKDAzwj8QezM4z3ysKmaEoWeDPlR28N73rs/WwbIvXxDP8UGDuuLO0uBZD6n76O8/FSy+/XiIF20CpkoqcydM2E5ZNHHiYk2uUNdhuptqq4J3Be314cB/l55nVpV+v4N6wd45PFcVf5bsSKDDhNp0wy2P8VvE49SVxC04dtGu1umlo3a08FTNapa2iArIqsuPu7nqQOX0N/hB3ijMQ81GvUC/PPajrD7p17ErDhExbUbOfkt/yF6YBuZKfpDMNFr3Um/OU0zkRNcBQ1/BSSX7+v5X9W89ly5ofdM58z3laa699qhNVLsoFlpHt6nYZuzFlbJfLZRuMGmQJqT8A36BvuEuBkJAQ3XcN/ZmQbxAIgYRbfdNQ3a5d65SZ7zGT/+//RMx3ro256Hhz5Bgj4onnHE8cRowxtf/AxfnZis76tarc01UDJN2XJ3bJ///Jf/H//Ow7ZcKMfomAtlXMPDsMaA16A4hyXIZ4HTsNgVIR7meOAmgoioAfJfek0FMfzlFirA0/BsulNSX1vJ+oyXAQzE3ZcZtLuCWooFPHjhEFQb1Gn/5egE+NKEvD6JpcsrpJMnjBqnvXXns9DBFwzl6Jr4eHN4+z+9zaY+D6rbBel4vQvIg8uY5jkLENapV5QOE7fhyQx/gUkL2UtvVI+B8ZVBhjcpxuJ0iesu9tw4hMZCx8GwZZdv0J9J5E+gaj9p0Wevhk+37S7JVcqXaZS1jaaSS1saXM2p92DS+nEeSMngrHqcJfspOr/gRAjd/ZtJjcnYbHH+SbZgmN8DUI574dLlregAh8RwzKokewGs98SzD2o4PHDz0beW6dSHsEqDr6RFDODmAmKIRfR5me+uMvuc5RHEuve80Mg/hy2xlIRt5G7fGaZKTxCjpw8f6cXdfmxQUulo+9+iAqZd+TN7nPLYhc7tWN6OmUG9zjF94Vxgs/MGqky09nr48jPR+bRffyyiboi9lwnfv6XnyzPKfDyw2i/VrSfQKgp70fLSUk8J1nivv4vS036dgzHe2oOGj69RZri2mbPol/YbaSdmvAM6OuhtexWa6mlYzu4NCGX79+myBopnIZv8sUO4hvUkHrFfh8NxZOnwmDh5XEjT79zfXB6DP1giGj5ZSBtRTEPR7jE0aC8S1feDn04ZgOEA/hM7rUGVobpOmujefvcAUu4OEzUvYMPv3aysvoNVOuvs+eu+qclpffvPiP/+//pZXQNJwQI7wzyDDYqUeiRKfGEcSIwxA5RTknGlNcnKdOp0WkXuuoLkByGiMG983NWTAN4Y4MOefnbwPDQQmawCOKY7xTY4GIQKMEKZO+/I+vOFNU8XhmBBmFGP1p3UkCsx9aBjdbZuIb5wLbZZxZQAvmTG/P0lveXnhaFicRhDTcCk+VIwe3QH8WsJO3GpoGOOdF1BQldCjWWovR726s+Bj2BTPsxnQaQZz8Q6a4bSAcJInO4IXM6NOTrr6exATV74tMe2NEvXeudTYDP/qpM+d+7p4TLsAtbiNG5Apf9ht2pBEf2AFwT4EbeCKvziEDpGND5IBG3mQSnDWOOmTuu20pqvawCC9wwF2ZEwA6XiBuacWCXo1rGo5HX4rnXnWJDZU5yEHXzjsA7nK6lkoCvF4+5x0AO/VJcos3wWc3BnlwGnWbMvEBdMaurRZJl50yolHvW1/brgY066vYiM9q7vClYvxpAmkkT5k63c6iPAQfPJgIvu5XzZ8ZK7+3Z7V+0XYRPQXH2MUSz1lmGteHr7766vDdh4fDN999e/gYfq7Moj5kJhKc3QsYu7LB4+0EQX7voR7fMQU2YPFTqkf/yaH5agL4ZE9KEYQ6MpTXpYyxJ33pBPnBRfC+THnbdwYANjzrDK2P+wH2xK6o4L4BXJi/SDuHv+9iacL3wf0QIDYN37Okoi1MB2LGyKqm2PJHf0GgXTfxzcCv+KEdj93Dn/v407axtP3mxX/6f/vPST4Nc8rW9UIkgFXxCYBOTJtzmkZhL+80wJQFtgrKXxmJ0zvXFVJ2ngDVaVAEG4GGsUb/1NMwmpJXwydZm+nvI6TcsRO8rZvjyTSVC0Wy0mmPMcop3wKI+9SrM7NE0laA9yFbngNdnKln5Nr8CC0/nVXTTEkDG3oCR3/TFL/Jw+N+eCEau6dw5QKsADrBHMzAGfGOnk54TsJHZQ4C9dXzuptyWwCMDtjBvi7JdfGovvB4YDFrrcG97UHuAg1fpr3yw9WshWk4ydc4TQ29B6s+VtBgMLziEGWvU/l4av0izm00pQH1jZCcMx5pT48msnDv4C99FiiDf3SSew29hFbaDk0eMOt6y/K48GBw9J0jZdZ+wO8pcxywtH0AQD6++yQz8cw0uh4p2Hj7x1amkPK+KZKlFWHU19GWvhF/Ch/6XcrBjYw3m9g6MWboL//jh9J8V3J8yCEwF5/KSYVN4m/Na/10wOHvPAEOlBnHi8hRuvfdJNjwYJaptsWk6/B5nbPZnGnvbQ4PkD2AMcDCrySobt9xZiM87PZsG5nA2IciuTezKuy6N3voGmw02NciLW2lipccuLwcOPUB0cbhMnT7NkgyjQ7tw/S1Z18/6nf/6CO+Kt6g4xW6dtCZOpdmKA2vqyMyhQ4fW2877TywPVbxhtvnaT1JgoPUUVAqNG0lOVLBYaoihmwEgp+06x3rJv3AkdP4Pdx4ZmAYrBJP8EmCmHyNvE66hHG0N129+OaZonf6ZR5c13EXbEdISRvuCL9klTat0lO20um9s/s60hG2Rb3eZRu+edsTkuS25ERv+2jiCEHdIfs67/JxiDlvFW8Db5h+Fqw8PfPRunGYx0xD6Nb9TmDh0+iLF/+xbfnOcUyL3zac5LOVzxvZTuPBkIcdbNZg2tlB4Fd1NgB3im/j30egfsBX66/70+uNA519vVN9KjJvnUnsLsjvew8spH3/vIf0ufGwlXJyuTd6VNYRUfKnLr/5IX2py0NJGnP9L7o0iwC5g3J3Gyz6xX/sHNGLfnNGz7qhoYXRzGXkleDwBSFTUYMEspZOXAMdeN1LrrdOKmPupxN81vueuclT7qgfCGCpq92Hq+SPTxiRblsWp7VtTSHw7reejP43HwMbO6z27agv0suoYeLIUqdyaeMrXwmpAer9znfeaWiMz/8glq20ZdvHWZ/gBLCBwfpXDfrcYAx9OwVOXnvxZRz3FEJvhPZUTJp6lDSKawruHfwo9TlRKPihV+ZTxUvwjt5TKLFj8DbIKoumw0P5GqEJvHk+Tb9839QeJvloVpSRj2KlYKtDHJUOLoCeQ6NFnsq+6BYPXpVJn+3Teuz0irwz+ksDixOrOzBDv4aKxZFeWcEzdPdTX43IArfppqRHF9iKMyfByPaWbrxmJ3nh/fguMnmNpNhvOYyneKPjKqB0pPJTWdBYelGu0Vb+gQvxaSC1R/JSrpMrfCIdMGu8k+AwGjRSmUDA6b1fXTmpdB3T+Gd61YbgOnnOPXK9R1G9Dt2rjNpevXrVhuUevaM88KSxOtviVJulzMgdzA5qNIeea0+E/QYInC9fv0oAzKixI8jMRpbdx0Y4yLFo0QnajS1LZjoHj9YePRldlb/YpefYpufWGRv3u3zJo2Pwzt6c6HcTw+f9/Xpl7GF3Wr5gFDzGgtpbrisTepEJrerHel7vQ4mu+GMOcJWLjcvBdBLCXqev+fNAob4Ec+D7VkZ4/5TRfn/b97MPgoTvyFGZ2cERs6E5G6jjBdrx0kt/GmHRR+WTpZVV39H2Vb1MevZPR+ropMJffYWdQ1HZtulOI8noXblUuDqdERUjmE5iJM7pj8MjDgag9b/DJ2s2DYO5nvKOyl54uonAfJFB6lYCibB6sBhR3bb2lQSH7mkyQgx+X2yoE0ZRGikufIarAgftKGSSvBoihzqjxIHZ18dyYiGzYda5a1lVSGRKVh/bp23N2lF6KiUcJsHm/LP3OKfBWiOSwv7kMWIdmuGNrkxb/CW/kJunMapjngjKC1To9QvOHCJTAlOo+VoHWqbgCUCxz8XiofhMNxgRBozA2UA4wUoTkCq3LQaHqTv1U0cAWzqsjSOnvY5+8+IxDc3DnAbQHLV30ug2eCMfeAGweILDV4f7yTJPiC0EJlm43snUy5NFNE3jbe1oR5P53uaLnzjv7Rz1rSR01Wtg1TDJHRz4lLyX7f4It46uawcrnAJIdZwEVp7XFrs5Pf4m4Dls/PUh0isb5vlg6qBDf9oFX/WE0jrTke/w2pYePdOlESCd4SGZ9ZPqhU3a4OmVfaO/R/zNMfpNuTo5+0AAe4Tdvt2h/MOH+crMrt+Ppz5m6s3XugY5PJEbD66t9dqr1+0rCZrk7bQcL/iNYttGone7LNSVumUlZXZr9JNU8cV+9izBT+BVvw6YEWD34QluyTPDcODbimfX7TwxxptAxYVy3c7T8wB4crYXcNtOGriRQZI/OgIza6ldasnBj+RIYKTSWPgcx43/6z48BRkHCLwfJRazxNE+5V2Mda6uYTTvMljv2sC63pNerRugva6jYWBoMet+eo8oOg2iDSaKmDc1CIXJ3J+lwffDhnGGT7fp5W4Pd360mrOFvncdy3CCxJ7ywLWdmMjd4LvO8iigikrehiOjxEE1DAYvPxaCvNJD7gTj2Bii1L1LYFlOVpjIr054Ou67C7Bg2k+FpUY7gDi013/aUAPLYeolOpk4El56BO+jSBf90KEd9YKEdaGzOKkvbzcIP12G9+hXY+2G5CQB+XA9+ogz27BOlu6DInt6egGZrshFPpvT0dUI9rGDl60FRpx0/ermdQLBTco1kNRPeQMs/fBoKR0eWTm1ByR86CkK7QhM8At/fRKbsq55haez89CwNpcR1oWfpHz5uh3JU/xoO6yRAb684mi99hgc02jaWaa+ho6t2jGyKzcd3AF98winbU3FkxGfz5mZQlYkI6HwVltezLR9B20qc8BjlHV796Fy4T9NKHjIF5t89tpjeDOuDUnr2p9T1q/qHDvW5IcPdreeFhbrJ/yBTNqRLVJowyVVF0/zNNlo3xsi9ntan/WjVaabj/fvtarQMLAI/fPQ1WnEZ3dw5cF0Js71gwS2egVR347woIJL6+jpweg0/AjsY9sUpjPzUMEIb5SdouR/sjc1PFzGF8NM4pbRZdp0ZD76R2Tlg3spQOp+xvBkRmmgwV8/p6N5ET3yHQ8UrQkKal0bjz7h1Jbokq0buOFKnvZJ1fznMdls4LeR6Xe3+dMEB90eeUzyrn0LHjVOI8EwR2iJHShPmifAQfDEAGEkZTVUGOwTFsoI47V5/9NowgAv4wxr9DFCTPRVPGuB1vkWofSivnzy2KF+8HCSnPTez+sUSeFH2jmnAmvQx/zg2I2LDRlb79Yd+r2PIYLLE9dxmjhT8nqk8c07h/SCZzxGT6k3TjwNcJ5WuXf2f0ZmLQ1uU6002gZPBBMYJGqJ4nrtyxebZlP47RYfvAtMMTa+dED1uRAxJTWisA3iUxrpvadm9E+/6tH/6gyaBKTYTcJz1+g403KIbgWh7yS/EPc6IyHfZgzTxdGy8A/vcG10HE0m7zGNQdp7/8Jm9DpPd9vAUovo9NkGk3w6pJ9+gSZiw+/Yzqknr51CT0DEb20cfru1Jql8RwYjVd+O3M7tjJ69najDTwZvvAiedC84dObjSOJvtx/vE0h9KVzDpZrBh/aMOHJOzWE+5x5JRi1Vs/yM5INSw9+6b8dUaQwalo0FymAj87aL1MAjecMi1Ueex9SbNXG6CFuk6j0e20kmAvRtiXSUlR9QAlPcvNe+/GJQ4+GQkdxZRrcNwGVZmfaN3zBPHiywB3s58+kE2m5mTi+dmiBbFlZyl3aT9lm6UnCyzfbV+YLL+KMHOOWZ/ZBL0O0yEP3QBaZXAjftbnSBXmnWsumE+Hvq7t8s8sCND+62RL7ykKO8Bbfzzjv/o7//h+9I28aDOY7hmoAhOL8zMWm2rtS6KY1yA+/1lHk9apQ9i6USBeXAa4lHuDBbGApLHkcDL1XJoRcruHsWNngHhfzw1gaER9f4AIO31Cl87gZl7/N/6C1nxG/Ln+sYdsPp5y9hVTYv/QOPbNVB7o/lLKZ+MSXZlhCBoJILpxEPULici2sUj/fZ6wfadS5XMJ/y/MERXkH53zqJxtdATWZHrhsg4lgJkXGAQKqWaxWLO/WbF7z0XNYTUNFT9pgGxObbUdGcL/wKO5/6WyHVcIC3Tcvfyssp5tJRTZnRft8UofMRrPX6E5UathvoU3YWmfzeSEcrya6tSygHPMnrRZzlzdsv+uaITb2WGuy3DIUUp8GtRuV2fGnpuW0Gn+F2+dhswp8pKpZsXD9fT4X70QzTu3S03PAhjd1vpFhHJS8jdpQ/wpY/sLr20h23bcKbH/9yD3zLogMPawUrzymh6crdxFHYIjKtoKhMwOcDPSdQ8+fxlZQHruf8Z4tKhnZtl0HQvAbf1AMv+RAv5dR/0hPo+Nm9o3lKiZymiYGoPZX11dVcwmV7jTXXbmSOjHZRtK2SA4xz0Iy/wS1maBfpSOAMrKfANUl4tBYsUFs449/93Fl1g97IQC9OjQ80hqfgCoLimas5AKLbWLP9+gRGws/WeT/rj+ExyKQpyplCnJ3KTPplfrfgHRDR4cBy+MkbsyQnihfo5jpOsdKuv683U+y0y0w/NqPutxE37C57vl73g7ZJfhduF60VxsJn6pzAGRXMsjopAl5U7tY9HgMTVwrOXEQfEvwCukEeJJEgsnvUHwT4zdEPlpriJ7hUB220ymLAKBTu59Ha4DV67gh63XNI8pOl7pYyh/oTbpNSVjtkBL2DXEg1mY5fr6kePEZNj2lMcOzpch0/cKaTdx9nunyqp9p28d0jyaijcGyQhqm+TfTSjHLxkSPlZleCjGntY/I/L/qniX7oorKmDL+vX7/uwakl6Mc+4AWt1QjZgj7W6FaZvM1//SCpPoGvjM59lNaoStAJ5y2v/H46NR2E3/wF6ygt+NQPLvebbh8whQ497FEcFpUZ5Zp64wutfjps1RvcY3vByPcvgzYaW4aL/ZU5d2SaOuwlkPQ6kMqNkvjIlmHzS1HtNAIrmf2208sZbNDUd4tLnpFr6nX6XSUPfdNWHzZ9+eq6P+P65qVvEg4tSX2HKtqYo/ra+okRNg+SMjMC56E7+Xjr3r3QpaPmTW8WeO1nbFp9gT3xlZ3Uw1t/uuOEpjS8PB/nf+8f/L13qT1CgnBupXHq9tYaQb2OQp0RAxcHTQPwCWtlNzcvD1eZ03dKF+fxZVlD7o7+4Nx0Itc25uAZZqSIVj68d7oXLDuCiELAzhPjk4OO6uFTfyc9Dv7x0h4hfMDNQNOzpW74Sj8fhSVcR2lRLQ2154ATfj2MR/5ekPdS/00Mjx/8d6+ZdY/UG3oMOTQqV0q4A5yyiBiUmf2ACc/B4we7GzxS1mopN6opLooKPr0tfA48WavjEuqYQjgPvYGBZH7mNLiJwsmMXnIUlhMVnp63gwY88HSFa7rpyCH6m1GQ8hmxF0f4x4OR8fT0kSV/1dmysXFam0Nw0a66Xqgnr2Da33fINJXuS6B8DD9dAmgWH/CGRkYbRruZbk8Pv/xKiw5kvYPuW8t9eIAjeW1IAet96LcRRTHsht5jAnEfikWmgNQmeJ7v5pGpzbl4ymvphPfgqMyx4/CKTmSLX/CV7tdTp7IEwkMScOv/Oc8Ic/ynHAUzGkNH8Jp8ejB8nvrw1j6PgQ4fOrjar3RoY3Ts1/S6jJMc6+PxqsVA/gtcR74N2CjTFUDS8JWxkUQnLt++epnO6FVhP364PTxm1EnHykee4Ze87SySU/8KjIMPaNfoaCdG2uw4swQ+OXQ6Usz58T42mJ40/6ZTmGDJx3KxdZszYsMDFzfDmGU0xw6mO5XnwJz/4R/PFHgUiPlB0mF0ksY/r6dx+Mkj1rhPksXVECAUQR76HrBX6dIjaTibIzyG4T1l6ZHQPxtWOd5mcAQLb4vapGPxShUscJ40j5DNbZnkXr6LOi1XLV3Oseo7+ov6VBglwRXt9/WwGIQCp5fzhDYyUU5QCX7O5+d261vvG07hPuJPnp4treh4X8vRQzOiz3gAu8ugDzz6n5PjqA59KjhnNQLcOJIEtyJJ/faGOcjFnk1Ghbkv/sCpm4yjc6oHm16/DhG6aFKZM9tw2naEpQsmvoJu0jjnBLvqE0yOCXIhGfk7Kg08/ZJw6vKn3B9ln7Ttkv96Twe2yxiNTQAeOhLbRMu9rwXxq2DVHzjwRA/fbBk/HfjBAa/pZeFzX17omH0TPOik/qGwMHoU18EbX7HWBH8DKv9Inr+CpKeFu7wtH0S7+l34SI4vdUcP4/vOPVTLqfQTFNvo6a1wwWf8X76sbqZicMA6+h+ZOqWUzzfnMn7iOvyp44iNqq/W9zf3DVyhKQcr5LbJ/bYPnbw7326wdiGPesNhjt5XJbkWEOe6A4rY1CZtto0SAxc/EeDRDYLGhNzFWWKysSHa9ObBxQ8euJyk8rl8ZJe7rm+nvuWQ4Wryz//uH/7td31aiWqL/DF4ztYFUEzRBMTklYEgjjNa6PVlkEZ0DMND2IAKdH2sjWgjt/r5PwIxtOlAJW1eT01wBEPpEkDgAXfEkeKCrLpEGZejMA4hL//jvzcTDDRg99vIaZWpE7WbyoLjDJl+deSBx2RSPANwEA5Y3pQnC29GB4NHPhw5msYNtuNNTvj4NIbBJ4SechHGFbi6GNbwhGD5VD/YBDfOkjwm6TlGta2jDSF46R1dn0w3ZaRDP3ReR4z3mYIKOEZ9yqA2PZ8OiN3GkV2bxExgFVDpWPPa+l3wOXqNndxU5hSQSHmDadmHw3Wm2bkl26wRpr4gBvjkmI5qyo3wzDCMyDqaSl5LgrN6AB99jd/kOpl9suc2qXIGRl168qFauPvtxqbwvXBNEEtWeLKEgR0FHeE28IyMDUQCoan8hema+xypLKi3TvRtrXd+m6KhqQmfOlK/5XuV0e9DprP8wWizfIZUp42Fzf/I1gfl+D9l5M3ZHxMVKDC1Z2SR1cavfvRWWSL7/OYL8PADPn/9XNQKrKh2dlQMQ3/MBJKd00Ya/O67fqzIK6xsuT9/X/gcSPcNkdBimv0qXx+2eSgakbpOGgG0N75NzXRBvvrSkc+UhXf3zGMkTKOurSNLbY+O+sEkdtZJ4UGZQbWkDZANq+d/+Id/6912kvlOH3hT1jCxem7OVmSYC0Od4qQyJjxWz20ft7uAtOGjQsGRA4Dy1OI4lIOmxCH2E+BhyhNFShA4U28skIS/y+WISIVGBZkeaM5z7SiHVWSMxEDVA7zJSC5XtX7l8XuFyWHKcvwGW06d6pK/PVA4X411pnhx/pQ38CavKAJa5TJYX1uKrkKYg+GkXFXeMBPANqLQUYYNE3IYuw0m+iG+RWIcGUV1DYssTqFT+yQJPiZSs3HaCNZiODjrLOEl9HzFm07mS7+45fioTQAXJPvSujy2gjt1Khe/MHKKk7aBN298hp27UT44beMZxQVHgkOZ7KJ8ZKka2Rcu+fTts2FECu/A22BUo+8JJpGg/NeB44ceQvQvvAa0drD61Y42sunlq7uU0ekOpuy4R4DVP/zug4v/uS5/9BD47igJdYdGuGcaNHaRRmwrCa13a1hg56tFkQOfEY+8Qlsl9d9T8pF1k+DXTilHl4Ly14ZbP518HQZ7jokhDI38CRp2ScjWvjR/MKa5j/njB/DkX+wSnM6BUt7Or3JE7tzQZQcAURTuR89kiW5coMxWIcB32I5tk5MCXKsfeL4BInlIkg1/OGKz/kZ04Mw6fEbv4uzq8GjfsKUHfgknHwv+48wi/gO35/j9WYjk1c/RpevAe+hjPVWCo/ECYNL2mRldTnb9MDfuUSFjRoB/8K5Tuwi9xZxGksKc+/ZDFMAgGlHX5eLwM5KzRuLHhXzXdNYhLs4u+kTSny+jVE10GQ6sCfYxYMhTGuNjmhJ26paYCBw5K0BHkk0cUWvB/iQO+LyxlQwUvspDs46Ej8hiFKGn6sJ7qnzyA+NkTs+1f30eruO6YxWd2pHRlgx0OdHs8dAwgyNDeA1VqoFKDV+Cn6nx6LSOk3++XSgMjcHpRScRWXPvx9AtQHeUFPmtzYwBk686piFPPsN9flyOkyzOi0p5jL1sS3mwmdq+zjgKmfWZfEUDtpdr0OGQjOpyPo3WetgEKb/JXKKp18DIETUY8PKjr/2F3RQOfWtCdWY0Yi+j3lz7vqOAVD9TP67gyZ/fjbb7X1CpP2WYalnB6Nh+u3LIUXMIemcZMXF6W1vaaSSIfjrXdSQjPujjp91vRtYcM71M/foeM4QbQSd8TKDBOt6JE9zhzcc/re6p30/FKwz/1V0uD+nc2hmG/oNZDt5wCixnAQm8dhOu1A7vOXLTp8gZNOy3hPq5pmDuX4ISG5BXQLV/UqdslG7EOMPny+gi6AXtlPuVtssgN5W8CQCddktJ8u1s6NaXFaC8G1z9BDZWbrsQwH04pBucrVmGdx2JJSDCxkOrJyKJAfXxnDvKDh3ywAeGHHyxT3nLx7QXp+sg8I0/71l7H4j/moZ7/hsEo/v86bp9gu/TCsr4qOajbO0Emflt6fDS9p4KSWzQIwDTbke/n/gHu8Q4DdYVJOdBlBHgH/1b7+SNg8uM0yVD9Abp0TiFU4FA+fSUHp2hIhjqHoVj8irTrp/97GeHN1+86a9O3d+FyeChtKbF6YzUgjBJ4GNYzoT0pAmuUgPjrh8OOG1NcARGYEX63soHn3NgNpw68YHedxqVbI3ImYKs49gO4feIDVy6rlOJoYc/nrdI2OukA+DN2NvpUxe4Y6ye8c15hlfGcI293fAaAYJ0S8f4cyGEGWXQCQcYXK0TYDZ6Mm3aFYPbn1T54sQIwdyAHSeQYO/oKOcGoJRzCmt4daz88QFTJsFFwDl2TMku/VTuPqv845xhZqb1qWe0pqG187NPTJ0c/CjhZzgUwJLJXtOIUhpf6lpoimtfdTRYvB51NfSNDjy5bU74tqyBJ3vH2mk2O3X6uHnqSa27zkHeMxq7E05G4XZHwDJPolkS0yv3q3H4Lp96EhcOfpX8BoTA9WcXQs0bFXhL02jqNij1qrcJnujNh1jH1j48ocO35/Xtm1eHr776Ufib9qVD6w+YJIjYp2f0DNWLdDj13/DdjxcverVndEuH9mfagkLngp7koV4KMz6PELWFGhDisVkr8WH6jezJ60AoSql6/YefJl4YW0YNDTgpEyN0bFe5boANvWg8Mxkjcr/8JgDmL3zzkGkxBhUzm6iPRM5IUf7Y7jL4QjT3+DACHHmk2s+RBEf3oIZpGOTyECy794+s53/0R3/wrtOrKHGao+sdBAFFQbmuXgrjJOJDfDhceVST9Orm5eHHP/7x4bXf0bi97R6qjsqSMNYniUHiusz1QI/TD12p+3JKb4wy7xArGRihROOQii9wzUvWDi7gkSY2Bc+9UYRMMKnTHudwuOU84e3Vq9eHl69epTi9aXvmwS8gNxk1kT/6kKuo+ANX/oPT1o7KxHhgchhVwuM1uuFf7pThVw9eBwtvlSclw7s/Fkle0StfpkQnZ08hJbT0bGoIEg3gwMJcMQavxqtcq9UO+yS1t2w5WKqX1PXxS3nWpardBkJBDqAjyIPPvVgDs6lm+Sdv8mq3QkdnUXQ34MI5wtUR4b64zLhEHqzBsTuz8Yk4rRYFh7Lgh6/1c49+N7RXeHoM/VFJCYDxIQMMCRRkmq1F+Fs0NFg4c2m9rlM/NFNm/jMaBNOsWcMKkXTdrUsBuPKJq0GSU85GWk0VLfl49tbPyrdM0f188bWC1FYZ3yX/zetX/Z2aN2/emAA0+AmCYz/i5ExnZHRZDnnLpO1HAhGdmzby2/kt5oz+GngCkXwjOHoIGK5jv5yrIzkSuMGMPtu2DO2cuw94asptKp860lSz3iyGGBVSq87y4OEHueMrXaLgM6t+fVVQjU3xu31YtQZBhjN+lZ/bvQYo8Z3OFFJQ2ci1/E0ZyMaUIdTj/O//8d95VyKAVcyZQ09jzzmCSH2BGe9pFPKppEgf7loPDrvxv/v228P79+9n+rUcW7owlA9ujanw6KQBb2bzr6mG6VU1vf6Xs/ij0GNK6bH+xjG1dx58k3KFfuTYDdr60dPiS+ADeR++bbdw3fzg0Ag7RKfc9t5jcIm25Pcc2M920WOh/42BUYOnT6A4E69tMqLe/E3aa1b9rJM/PARE/XlSH71Xh75k7D4ZYFK39ohDWPTuQyZlga1TFCxchjbWyh09CJbJoFX3Gov3au2hcp9qrQeG7ukB/wKf1CC0GzG4khy8Y6nB79wqq57ggov9w/hHGieHZF9gr6O7qi2H+9F56tGpc/4v3Kq3daxjgfuIP7acWQiawW/0IS+RguwdESZAeLtJ6mbalLXdRf9GesSzLcfcTtyDd/ZDzgJP+Vr8lIuW57o+ltIEUJ3U+OHUlzafePDTC99//76++PGjd7ONjIzjAEaz2lZuBHS1LXW0Ey3dkc/AxtS/7/NG/wJSOYoc1X7O+N2DHOt1QSwnCR7H+NhwmLRk8r/27emzDmiC5Oi6S2ZGfLm32dqaMnYnGArA6VgqD1UrD/E4TmNMzlTf2JC/MtZz7lLBjAX49iuXW29b39VnCNZHVr6kHeylLanw/9l/+n8tOkzTUIfTuo2cvSt4mYBgukNVIqdFU6MuoYUB+4MkJ6lqCOJZNK4Ket8RQb0ojOdEIWWkAhF+3deRylIF+MHm6V3nJGlWHFidwoeDBoE1MpXwuZWxFWIKLN/n9OzZ0qO0PAERPh8iaJ2FpyMX59WwFouH27Ic2GWg8h9F4Qu+tYIUnx09GTd13ZKvNeMyzh1dBj9+ChcaHcW1sdGXhhIK60mhBvqQBiLI+QBB0eCnTI1+J8BMgsOorriCyvRJr1udZfrYUVYK6I207gXzyhUd1Da5Nh6qhpOn4XkyrUlz2uPmZ76S8lCY+1xLoTy8R07n/fWgMz9NAN7UP/gKqTx2n7rDpyTfl2B2feUeA5BLsskY7x7I0V/rLbuBL/1Fly8r77sc8rd9Kch58W8cW7jMbNhD423jNA1M/oMXoZPKU+5pqOdF7y7tp/rVISUZ0ZET/dJNh7l1ZNo8X8iJVlM28i28qed6RrCB1+6i88c4MDz7O47asDVrXwq3lEE+M5/L+Hs/QppDGLXh2kO1u0+zj68rG/G7kUa7G/2wJ/ztOPGRKSpfm848OAVNcqRHFEC5ge8D4N176d4ZDtcJfrORWvnjU/hLNcsVftcXrO1IOqAGqBT2KTpWKKxJEE1e9YOP8W/tqZpZdq1Ok44b9PER/T883PfNH8800Lruzx0EZ9e0AjioLKyuHrkKZ8g5c/6OTnInkvaBx3LG0wPBzYR08/Lq8MUXXxy+eP2mxqHQbkoODLq7Hgcs0/GMXX87tiRP3eF17utYSeDqVDk7lO28UxqOac2MNcceKbn2eahtDOcNUwWvAClQ5Kp0JSEe3g0ruAn25WWrYTe62Oze9gHOFPx6YgvudRxgi+/ymLQbceFDvx1Kzskof2CVb94qo2JiLnk568YLxrpZr5dqlW09WXekU8Hx8fFx8uOA4Nm/zTHwkiZ7vF423/dHXtY9huZ6GnpHMCvNPrxn26lruQFMr5OcHSktHrycJvSrj5D4AZ6kfVZvw53yS97eL5TtSJI2vKC6Aytcm1dnvzez8e90eu+6nVRw7TrOG7ezlrX9xaOJSWOcH+BaqvwXJUX9IafoTZ0tv3N3ZyS1wzrBh7aDXOUnnMzDq10+uh66/ks5vaed7uDtyH850NN5Tl5HkmvgQsJuxF4dwvgm3OEpo8Sth+rXGUyCH15xqwxMlyaSXPc+bWfqjj6LszDhZeUp37qAn6/lNvkXmaHaXB+f9otmF5cvoa6yfNnBr1hhmr6MTIySjGQ8aaMqnzTKOOmwf0bR8NeTS4d7SWAw9L18EQfyQ8QRSl4Zy1+ZCtPd2tFGzekJwUnGmIQ5GjP0HTvJ41AcV8/E0TZOvV2VtJz2NO2nVw6c7Aa+lYWXyhAl9q0DBFYSAPrTfWpCQV/VCeMPn32fMo23emlgoo80pOuXh+tXr/vTiFiaoXh0ltrFLS/0G+gcub8Gs8hXB60I52TifbqmOUZvU3c/Jd1BOOL06OeowlPhwpdpkYMOOZWtMCPzzASmUdEze4ALjz1yveAqd/Q3vrAIbv0uXukALC/YiSOaatPn2FteeLq4Ofh6i/VBU+QeuReI6j9sVX94DuxGJM67wW/7b36Ugd3wkjJLEA4zltSIv6uTc/j340hgLQn4TJYznFN5fEbauJ1HJc82OtLn50nlC60Ub1v3/eykLkMlXzAq5hNe91l+g3QfPhiMLBodMV+kDSJvpjA2Ua/T7errmc+tH6NB/MDBZ7yGNr8JPH7A1ummMdt+nBxgfyBfnSyMxAbHssjlqa9O3nKCDwuxDVAH2njwNNwoGV/S5k1MAVP4Ez10dB+ejcDrS+FLO/QxF7tE+kWi8J3W0AOO4swffxEzmpfRqJ8mPZMh6SHO/Gp8BLh4VCGCmADkfhYlRecIgyHOEcbLs1ZlXp/z/Go+0GHc6PLu6e7w/fv3h9uPHtBzjDARRuHpegx/Ek2wF1pwZsBePFIVmmJCMKC0laGsoyQ8RmnS4xq5QNSRU8ocEpijoottaJLVE0zvxyqv4qMDn3rfTtpeGlqP6ANjIRnWKtGaTrBRsQ6D+hmq09/gv3p13Sfkv/kv/dbhR19+FZk9uQvd0PGxzTpCdNjRKN4iH977Q0gR1VG+NMiU4/eqDTU42gmEl1FJHAMM0/v/WU8csin8zYdBpz5dOejtIfLTwabpd31PE3idYB0y9saHRPV4Vr71u1O1m/xucYnT8peeaSuNVo+Pl+mIojFPT0MDv+WNfYPbFoYuV1x10a0Bz3SGreht2390xzfjj6kv3zE8PJc5S21IiSLu7ywxlI/omo7TSARH++689dDfCy6OH8oJ9z6q92GlfrtTA3TO2sXOLy/yc8CnKX2OLJ8yC6NdMu+1aToDP3JEq0bR8TsrNALNQ4LW48P8wmFxaUPBW9/FawjrQPkEvfUzW8Gvk4ND0IXyJvREK350lcELen5HR+F8N5H+2XBiQfUYmKBJMJ3gLqhqC2hepL3o4p5Sf35APfDBzQddzy+/yVs6Db/1q9hdm+OHjTtkT1nPsVeDfArp5vOFdhL48KW8NJL4nnVRP3TlY3cGdecZwHy6S0Bfnc75v/W3//o7BX5c7UW6AAvannR54bp9M8RlKUqlUAy4rgNQG1fxozmJ6NYuFgNq9LuAAXvw61Sfbi0TlIZv7hmpEY5bwEJ9uYiCKXXWf47Om7/5F5FWnoSOp9BGnnb4d30kh0YheFAQ1IwoaRDRJZBgMt2PMqI0TmNdR0F/gT+y980RIyB0BJvI7knyrMFwdvILJlxeg+EQcchFj/LTqqu7y4uXh9dv32YUeN3tQd+lQ7DX7sLvSZgCC6Zp+L70EUawGvtbu0lgtOUl+IwsuzE0+Mn9IHik3JoO6YzqrJHUgThK86i02mtDa08vL+WUXz2ED/qqXkNz19Ewat3I3iaYugLUVZxaj34eHM8PudAevvbWFTjcb93bTzL35KNbNKNXjcJIO9c6hD50SF2PofDQKXtQdB9YHX96dqnvAxOCPKGz6VWWlDlfJmCWh8UX3PWfXPe+fixvXp5P+4iewmtANFJlGv79Q3h69PslwaOjd6aZbsuAbvDp/JUULvfgqpeQmQZMv/HF/GdU6ycqS2bxZK8tLqNscaY2sP7W/YJB16ef0X+DPzwkCr99ePXy7eH6atqRbSK6CB1xbcLfAttBQa5ru17THfjIrSNPPfz103fW+/BEr2m3fQjT72ZG7u7RLKmlbzjAhk4y8TM/o0tL8j73N7YrGptHnH4QI52KTkYA3To0lfXU3q/e9aHl4i/V4o/RMR2knYZqBhn0Fb76NJ5PGTmOPen3LjQucy7B1O1bMUF0nfnrK3r7R3/8t97hqhuFA9y5dnrCT0/3QTSNs588ImRIpH4F31O4iOMu9xx1lI0JTJtWINoQCj5OCbyBVD7n4+TB0ILQn8fbnGZy60RJfGQr6DRZcxPLBbdx5kno2WeEF3V244B/GsD0Fn0XsWlwO+B8+/bL6iSYcgwsJwzb1UmnTGWKTC6WkSpPYJNnKwSzPCaweX3o/XcfD99+/23qh0boP97ftcOhi+4fU4eVF7+kmf1UYxcdSD9LHv7Yqq8a+WIONtBODdziRsNwblCUAl+c0WtHzPhOagNwTl0NcbgPZTIqizyDIZLk9slsQMA2RQ01tduDB7b6y1913vx1zU+iLE7ZBsi++FUnGIxugFAjPcCp3uVVpsChM0FvNYTUaNArgXQIRiQUv+g5Nu761xQV9/CToLtoSNuvwXf6nHNNkFzvs59deN872Ylg5MBX5UjdvoVAvso4OEYiOCZvb4PSAeFTWygUPQQJP6g+EgSSnXs61bAHVx+2lNEUV4iURxEa+2SCyqyHvDZYxzaVYeEf5uMrxRFa5Mj97CRYfiBQhYovcPVtntWu8ZXCRQY/gp41zdRP2ay5echDVzjKNTKBT7cTmAQfT4PJHzTRXuSjZ7VCMZn22nNjHSAeUrV8WxLRpuv3SsJj27RAFnrdnZKyfvSj9EYfiTzVfTt1jITvHrk2s/X05erh8+FN/OZT2uT5H//BX3t3RRiIAw/BOH1GRRBQYFqexs7e9cKUcv7LROm94IjJYEnZJHWph7IpoBuPFQS+voBOBDbFaUTnfOFjHnMrm1RnXtcSQ5wmLBZv8tG03aYBVkHyQLuuAfESxbRBQpxSQcTnwsE1iObsqfCPvvpRXfU+vX4dsfxO4zMqMkrldJVSpVxjpEGxt6lTq6N3lpHfQ5cC+k5m6k9Hk4a9piLq98s1GYVwAM715RdfpEe/OtzefgxqsqT5pL6tDdVtKr5IRzX0gocegwvsjERbMkfZTz3+Ex29vL6qLWdPJ33Fier4oyf2MH0QHqTq05F82vCnP+OAyhqMwfV/9h25nwPO6LwbW90DNMxKA2nADSyHptE6SGA6ejOc0Fhz4mMNwLmGUc+Omwb1oGuDbNXBj9a2e/E2zbn0nbdqUrcdI9rFSbbxT+lFfGLkyKHOyu/TUGcwyonSkvEVeCZF9pSXhhQGGtAgU6MMwS8PwOi4Re7zX7N7PbR7s66N2KKZ6Cgyt84EjNnGNtLjr220aoo92Ff7TQVlHY3Hr2v/1Jk3PNQI7Tjl1IZ38lKl9TtwchN7mopq8xex63XafH/EKTC+GvRYGDXxl3Pufcy38knJ65wp+T40UsDcJzsdiG4Bn7LwM3bnn2IR3vpMIXroE2t22LZ49FOcFznS7m4fD9fpVM4+JsB++/Fw9s2ffH349OHh8PLs5nAVARpgIY6h9kLqEC6qXKVsWbUKLdyU7XSExWScl0JZxxmu7ZSzdpN8QY8jaflEQTOHYFVjLDqmcNLOUy5tHgof0o9rHWTT2cdzUpZgt/LBqm9kJThpcB/ff+jidINR4CVBG/+mgoytQaonFX/0EsxHvM0P7E0a8hdvXx6+9E27wHuFzjvUlG25YXgQmDKqitPA4Ynsj7748vDll1+WTheQ6TBBkwH3AwF1BT6Bt46D35yrj9Qb3MM/BEbp9H599XK2BSTob10ZDR/ttdJpubTlRW9f//JZcv2/d19cgl9S89jeKCIyXb+86tN4jnH38FBb+inHdk4BpSM2YHPJ9ca9j1N+ty+Vzkk6hd+41NmHpKz0Ui7vMaMHuHc9ec477XobB6ynPrv52vWluU5e28DSR9LwPPj4qzQly5Y7pZL8wvORtW7WzjD5aFJcZxbhqCftPOcGi+oyeUk8r0G6wU0Qw5BdC9qBroYNyI/PkQNsrBO/DN0MmoI08WEeChoZXl2O/rwW1/d7Cz/19+Z/Oq7cAnKoCG5tF2ilrvrapXNxrU7UcX3hZyHmx+3TSxVHtNyOiz/70Shvv/iK9eOHjPhS/5t//u3hv/1v/rvD//g//rPD+e/9xm+/e0hUBHidObfXcKq0MMjpaJOywk4IZtSXq/bszjGmr0lIHdEkgYsWAkPIHMnvNLrDR/rJNSHEegyuezQpQrIQ7xUhqpK/f6wGrjaE5UTbycKJ/woLf3lJObwBUtSjxsXUSR4lgRsePa2+KE9Ga3t4TSS01KszyCiuBIh61DRMPHm/sT17REHqPBrjtP3NhOj0/s6n258y2qI/JXBOw5CeMj0mA5lMwW0q91YN2n2TpbwLkJEtcE93GVVigZ8L6kFKi0W3GgHncXb0w5wJoG+/SDAODhttfcPRpurqJrhBc156oY/qJwjpFwtGwKY3tdkaGU1dNEbvhckZjIQTjkro9v7JozO/s6thahjX1zfh64vY/qobje25m1FIRhIh7CcbuvaoxqJpfXb7Q+mhlLN7ydqwkdgeMXDmypNivG243dD4djWVfPyx5R7Jze9esPPA0XGXPIIHXHmKvgbh4FVv65Vdu8TTP2cIXI9+OhLLnxEW3P7jM8ODWw+lBg5+cvOJgvZ5FaA5cQh+NTZb9mw2/ac6HKl7KVomGcUFumczqNFCzsHRe+AZRVnLazAztS1EOtSU2eTcByApp4F+/SVlXfdMuXU/Nt5r6EGgdDoI+kxZ7ehv3bONV2/B00lH9Pljj2AY/wk6+O/Dp3VVU2x+cvM6MePlqzTwtOH7yPVo1np5+Gf/7P99+NNffH347vb+8D5B8fy33v7quz/7xTeHh/unw+ub14fX1y8PNwmEFus1DJFfo+qPmodliZJquAhJaXW+GnmU5nI75MgbRSeg1cFya0WHuhVyvO4nZCBoq+zcO7f+KMZUse9K1mlLKrxNmUQpTek1Zvf/OMh28g23k3v5M5WZcl9SaaPqNTzhg0ID0fyeGYzhYv6UBwq64mpi8JxI2hwdSEg8WZ+594M11lqVRKeBfQiwRXdawWKdJne++uEpbD9bn54TfgYXCNrxrNGRKXBppVJ9Ob16OUUjupg11dDK6OptRqA/+clPDl9mev+TH//48PJlRqUZYbKzQOMryPMZqHCRe9Pan/zkp8Xv24j0YmTqV9MajINbTwsez3St8wE3jTgNNDjKu6k9HmNnsnNha3/9Yex1T7XWTR8yLfL6V+ujQzcpa4MDk/ytb+s9p/eVfjX6XAZvaAanQD18DT/WFqfO2BtzxeDcur1r6hPcdiLzp+xIM50I/JJ7qCTy0AeGN76Ww7CvA+x+w6uLFqZbQrbmTwAMkh7VgSvl/I2N8YAnuEK37auVokP0cikEJTqknrz4bo6zp/XbLTm0azWw0IdfOftE3JTDbbBjHTx6BJl/F5naNsCq5wgOT6X5gaDbp/j5ewxS6qh35xrvBPkUP5bgl+CqftSqPDhLSudOn5aJpA3X7xIEqzXi3M5MIrzbomc98ymjvpuLzG6fLg7/3X/73x/+9E+/OXx8+JSAGT2kQzv/nZ//hXeHs6vDN19/OHz39XcZUqb3TUP4ydu3M5IoA6NgAu6RXrWzLiVKFbSeA8cEsC5aBkd8fYxEgcUcuDghZWirGgYBawA9L2PkKC6ZprXB3ZqBo5gxAqemDM0UuhBqgElKMX7BNiewtARvA1WO9tgp1KtVhvxto01Pw9i4RQfFgfF0Kghy1jCSimN4w6MnttUfXMl7TABE76JbC5KXoAbv5yrGfegm6HR7iafpvDC91zg3XUS2lPs1LVNwP52J/rm8yKgTacpQYJ7Q5r6yCgbpfFLfPf5+9PaLw5sEw1cJgB8y1f+TP/mTw/fffYvZ8JGgWjniUMFhBGjz9mwi1VngO7qnm9Cx74rdBWUdDxxd98Mw2I6Ykh92BE/Z+56+Lbx/SlAS2M/Or9JZG/mNbOq3saKXKpKqZSN5bL4fmjjqQyHgmj3opWXJ67unKsc3yFF70hHQ4g4jzvhNft+R7UHaOi/InEYGldBPNzX8GY0EbzguXjjQ3R3sIjK6c735hJa/FjZlucWn9435iQ7Mg7I4RO3SozBkC5yHJ/Qf2t1wDGXrqwO39pa6qcivLAKjMnLRbQIQFMVqZL/quy2FJHlp72Z/ZhM6SXsDBNbzs8dMMQMfWKM+G8JmV4a2x6ej76JyzdZ0FNlCs76Zmo0VoVG50US0epNyXkJ360tyBn7qXZIreVToLZHylpHd4TYDh/tQenhx+Pp/+cXhf/of/l+Hjx8TN8LYY9ogLby4vj6c/+av/IV3bSBQh8P3//xPDy8TBF9nOuK3UTVIvW+acJ9klRfMRDCtaqY6mQYlX97+hDbm1kVEGuUrMfaDrYIuWCrxj/MaMey0HVSwpXBG0yOFWnEJbg1SoTHBlVLhzyEvBxwONLBc5+Z8uyz0NOYnvhHDefpW42A/DfHCvrOkjipXfcmWABkUCh/Fl/+c4eAMptLywmjhocSJel18Tv5dhoC2wOjDrnJ/5XeR8Rra81kxHUroCI6CEiwZzj8aSUYgjwHKzzpiJP/GQXLbKVIujOLv0oncPdweXr55k6mw3/6Y3wX58O13fbXOt+I6Wkg9Dq9h+6BqtxTJz2GfmMBnBu7BgCkN//ESP6vYWhSw4CEzwivoBR/bRNo5C/SCSfhq44yvISzg9+OgxEr9PSKlh45aIIue2gHxBNdAC07W8B0b7Wm/dUV2Tq361h4B7gA1/AXSVJyjZ/QScadu6PXdbmV0wwcFHKVAg0ejlBr6inf8F5TUZgKZshwKKv/2J/n5w4MOVsepM+53Kr2VpRNMnuAItr/bG7jaBM2oAfrdVtC7iJ9wYmv5Pce3oJslhBXok/jk2eG21zPzEiw9VY/s4dHntAQsX+vphpPQfeEVupzdazc0m+6l9L0cERJzXTsJr8ZmiUemogLjmU3u/DdtI4Fd3KEPsow9WJPOnJWFfvDQiW064zdVfn2hlo2MJOEJWpm3E/164usXV4dvM939k//P/5Lgl4zIfdd9TheH61dfHn79N387I8Df/EvvNFSELykm08yH9+8zMvg6hD8dbt7eJDMMhmnMzgv5uScpZ8J0COutun/QyEZ+rY7PaQCHs4cMO/WWUUQUynEsThptaazOplyPaZDwE9rhx5fRDdmQSVRXJ/zY61PHKZUkPOWU9lNn1BtHLxW6I5dc9wFBADQNDlGHCt2YOU7jncjwoo5gmD/dmFKpPXngk9HzPAiJ6esMuYy8XN++vdmuMsbAVaewAaKHiId67tPg0+F0Y2kciE7I7pWmjlYin9Fpf7MZyWDqqCs6tCxxQdCwY9+YFovtyht++/J78HUrQUrItd/bvbl8ebi5uj588823h//fP/+T1AnsVSjc3R3uS0vDif5Sd0ZAtEVodj10wy1e0OxHT1PXF0Y60qayBIuO+vxVv0ao9AcFd6VP+hAoJxD46zuq0YUvDtd/+Bt5g0OXAnk7pwY/9aO38KP5ocYmEl+SZgQ3P3AkIa/h7H2VhGkgemE/peqxR+T8FD9w9qZAQ4z9b7FkKI4uo6oJ2uTmv9HHwgd/UA5edXPuQ6+c65fRGb7Ko7LACFgYFUQswUzQ8i9MPd4nIOYcTui++oueYKeP+ZlV+YFAOHDn8SlWt83FvWpCd9hNaItMiQ5B0zpsIaDJEG+MOu3CuCJHzn7oXFBTlxGvU4ONboJ1viFI7PtAzAzEZKq7MAJX84T4Xaabj/fhx4DBIOBKaUaRodf2Bgj6nOhRcJc15+iHj3HsNKrP5/Gz6r3aqWw25kv2i34OLXwZGOg4zi/PD/9zgt+f/eK7fm/T16v7hfn4nt0Vr9+8Opz/nf/TP3h3++F9UAhMT4meXkqO4qKAn/3Kjw9Xb27qBNRq4bTOF4WF9TIq0nPRYNUmVkMY568ADBqRO8UEKz+4OUeNFu/bwZJhXXfvlPuUM6sbI4Owl/tPh+sooXjT0/lRa3B9YAM09Wf0Mw5YJpPG+YY+nJygNHKA7SeVkmkRlUHbMMvfxjPwRg7Fv0Y6jKo8UvQsTy/exhYejZAF2PnF/sBLW/7w9DFTWXuYFDH6hY8T0EfnC9G5v8gOv6P7BuknhAQIDaz03afDKAN4DMbhhz40nOH9+uVNfOPh8O23Xx9ub28Ptx9v+4bJfRqbc0e6odffagkPfXiV+uQxIjJKjTuUHqZ9LGLGivlrHn7iF0Z3+KqeApP6bFf+qgOXuRZ9kgQ0naK6RlztVviGlln9qOscnGzOH4Oz8gUOrR6554MQoeRNG0+VX795e/j5z39eXh51NPQYWFqFd7MlEIHpOq1yDZf9QCYff2y6K9gfyI4DDn544dsNiBsuR+VlVvD8NDhbz3/lpMOD+PkEW1oYHUbu+EXxVSpAQbR4Ub3rchk5Vz/wK0zqSCpH5QmvgrkOmk2NJi8yVGLLFofqeaaHgh9K0VLg1Q3VLWPOaPfnMtqxay8Cn32h4XHJy5ZAfXDVV7I/Ba8lLzTNZIwu6zP+UofPd1cIGrmHpfqisCRtUm8haEpE6MHW7BfmtJOunXcQFXnSnv/nP/n/thO0J/iFT6OdX0PTtvmLP80g7y//9l9+9/77bw82kPvRY99Pu3lzfvjL/4d/7XD9NjE/kby/hB+FaWyzUZKyMImtzVAIMKriHMNo3DRMVZAYYem9vUjNm3zBQr5KzpyXw1o38zTYU+kWVGkMytFVyH8ME+GbkfocRJ8lcAFxnyop819S602Cf1Jk0MhrRu41Z2lExSmH3nIOsuaiQ7bmqpOjzqHDmFt8NdAH7PL6pj82bs3Lb0F4YjwPRMAGJjxBN9UmrCxheVR7tY5IBUb4Ih8eJA4oAKI9vb+q9A/nNF5rjKaXd3e3B1/H6McPUv3hIaMkU24L+hlx0x6H1LsKhkEa2xuRj3aU9T3vBJ6HXLfDCy30SDNrgWWh15WpnU8ynPksmADNaFE2fUaLcWCe1c9TQaDX02GkTr8+TSvu2T0HXiFGrp3zybX8xzQGeV/+6EeHX//1Xw/mTPoS+I+wi2fgUt87ptccTQ0UgQDEv4xw5IFJplcjN01Jnvt5Wjz5tRE7l6eyRQ0LfrLBCDvszNc+pWH0B7dSz06F4VWNXEcZRouTxmcskVj6mM4xeko9yyP8tDrL/5W0wK2VSwEPT5GrReD4TxmqbzY/+mYzyxEOI0QP7voTCucz/RW82VqbplsBsC8DpP50MNoxfegwsL18PeexQYUrXR2EdlS90Qpdd2ZRzygYydrRCdixCUgfnB1M4SZ5Au7Pf+VXu6PD70rf3t73TRnr5/i84v+//vbX3qWTrOBXCX5+7/Ov/KW/cHjzRYaHV+ktI2CdLLQ67EVCJK6yRmBMOtXwZW9SBUjeTGeNEEk+eQTUCAQQ+WPgz12Y9/WYPjiI82q4yhmji7wlYA3qrHvh7vyoRFJHP1JwzPad8BaY4paNblKDIvpJzliatahm9XpGLKEXnBquMvXLI6nVX/BtiEnyZI0jyx+AbpYOjO0Yr1+/yUjki/DnG2+3sVhMteQDbUM2XdmS09fikuxF3A7C5TttTD29nbcxjAiVc4ZaJ/X2aBhea5h61tdv3/RMpzoWewBLlzkCC7dRJyfzDqxGGL/vGtrINVP68lABOWl0HR6kjmbK5+hidT3Na6o+Ur71T18nZ3apT3TUd+pHcG7d5n+NLqPKbn9JnvzWXenUvq7pk6xX6Xic/+zPvj58+PChDYiedl1sqjc/Zym4Ln+FK/9MXV2Dd2ClfJoi51yVBAluizN5u371wqdyXYabRm58bBWRT/BgX0so6lMzACdE4R9agqDy+Ap7013qCZDS/oW1roUmW5esrjy0iycF/fBB+NCujOyLJ6d2cuTEQOgO62MHto04bZMj/7bZ1mVGYgJgSLE3trwLDAkZwaI3HSV+hqOmnNBEp/pCP6n+HbvIHz8bPIkQIItHCzBAUN4N2EqC7zf+pd88vHn1qvs4bz/MZ+S8H9zy/+Cv/dFnvyFxfpUe/ebi8Jf/2r+SxvIyjgAR4R/q+KK4ebsh9Ga2DFQubA1jsUIVJ899983lepQZA9sAnKRXYWCB4TGNsg0/8Nc3sxHWD1LL9zsf8faKuRssA4D1DqFh7izKDk/oUF8dyJsqybu8eRmFJwiHj7u7D4fPdw9RUIyS4PnpWo8+/EuX11ela8G4n8WyfYNi0/Dcv7hc5URNvRc+c9EeVyAwBI+jpTCSpTwGCz++9xfRu/mYnBqgUYikFy2dUNFA8ajM09g2RHYyes49oqPTfUS355GtoodiRgG+CkJH6OHPeMoeyjdffnF4/Hh3+Prbb+roEa+BtnoPLPfpCPs6U8bI3J88TJDuU7XAR4rwlkoZMta2K1AdnjzVpiEWSjGeV3Lt6yp4rb3bqFInaQc6jeTIsMvk7UOaDzdgbLxufw9Qhwf/3eOMwE7rVP9MkjPf0VGSwNdcPFWl//FHGCftK2yU79ilAagjvuDuVF7AGjkXu/1NktoitgZ/v9YYHSER7YeRYBd+pORqosf6Pssk4Vf9+TqNNbO0Nw01vjEpcgdFl2VOUnWLLwiSutaW1NFR0s6nh+Fp2W3ZIRBHfiX1ui0t9vZ01zcE3V2E69ZdclTmHJf8QftIdffsxQ0tJRFyvm+pMwnJ8jQBe+v/csWDY1LPafHTdezAG6nWV+OzZDIQKN9Lrq6NBp9AL7H5Rdpy21ZQvvRzFxkB/tP/+p8e7rzkEB6F0/O/8hu/+S7+frhK8Pu9/+NfPHzx1duIaDpEqQwRpVUhSTEKEYxu3BM99BXMnUDE6BjCTBiFw7W8bq0IMxVuCfogyCXthhO1VuC930ddQUF6ruvf0PRJeWd8zqtpnSnWvjVYHPinP/np4ee/+vPw7g2PBJcE9TAzGESCpDFOUjJ9oy+EFi0BFoVZl+mDifCBL+nh03xBpiO5lO80nESTNdhTz/a2GX0xSuWKzLYJdTQXWjhob557nY/7Ts91obkXpLA0vOWuThQodSuPv31OXmULDL6C495exOibNfcDBgmsp46e+n/1oy8Ov/obv3F4++b1cR+iZYexgcYdt3EpmMFjbQcf+TOlLrbyxzcCGL1I7aRSd9s9YE2jp3WTVJstvugdDbT2KUItekwYZ4cTluN5fG9G8vgY+hDI9xCEDpQJFvM0WfHwvM94r41Dq74RPM1fvKLvXsOXTHm7hsWmseH4B+gJFJ3Wtj3UGnKbD2zz5Wyq1obO5itNG9ztI7ScA4svzV3Q2vfE7XoYXiE/puAgh6uUDaJial47v8DIaTsLZoHDzK3w9atAp7A1ctN13dzUM51LG67R+9hk+O5+VDKpV3wjQ58hFH4fU/7L90akjRHyIAmtxiUyAQoPhc892+vhyevobxRZ9og///nf+fOH3/2d3zn84k//tC9/nP/+n/9z7w7nT4ff/+u/d7h+GQNeehqc/j4N2zBSQyFEBcpfX+oOdQojuDc2yg9FpUyzGKVMJL44v26+ICDNKCKwvDvQHYYvRmugZFNMZUri6qOIII0TyQ9UzwNzEcdLBEeUM48lc1DYRWR6efjZz35++NWf/0qCz+Ph/ftvK5OnuN03tgh1T2JQtOdaCV1E9laXNsgGQNLpcUIuB920MWJhObj1D3n90e0w1IYwKiFiZS3lZPaz5bnrsFxADP8NqEsmdaWZlozceKMnOC2NCc91N/wCkFLNup0G7xPkn3Iop55w19GdKZSA70m1LUw2w3/15duDr/t89803CdbxA/CpZH9Xn+pyrlDsKOPcL+DhLaOAXFRSfK6pMWKlmBZiXY9dqtPqOVxEzmpM3ipTUscGkbzxh+g9sMd8ukmqzwXXwDhDQX66QlzwSXCpPZ5qE7DVf4rd17/cq9e6SXhJ6o9M9WLKu/YXXHvJBX/NDz0B0FkAlNePacRpnvfyDb2GEoymbILlcx1vwzjPEkiwpS5JKxcZex36xVH11oblNvWote+UlwTHKGRlbafKBvDm1E4wchidd+1cXryoW7RSoe0EDB9NvZli4ym6hZdsqcO+046EzcChuO/xnWu+U1i42EVbdb3KHWzS/tw5mAgzS2y5DH2SdK04+a3DN9iT3SkjoJ4U67DVQvvx/nbeUonP+rjGh/fvETj87u/+q4d/5S/87uH8n/zxv/nup7/y1eFHP/4iHh7jeKr12Y9pc2it6yqKoGZT37LSMxIGxtd6q/w1UDI0JvKnsZpK1dwVbmpf6pnVZ8Qw5qlNBafoCstRQxfO5FNSnbVTTOdgbHk4CbzXW/rkdshXKYbFDE1lZ5mi4tyo9rvvvj7cfv9t4DLCTI8rf//6lyCU6inbfAx+eRi24bb5wTuNSUHwV/kLNnWtmHZbUaX0f7hwaf+Rhtj8KR+54wQxiIZEM48pS7dTfJ3uMDBdlX5q2z6T644k1NXt5lzWUl9ewEolN0c8HKXTmziCgzNzKP8aNMdSPQva7z+8P3z8+P5wkalwauYvuOD11Bc+uMK3VwHVx6MeusEYPraTlLlkF3RzPw0h9+TOfRgbXgoOPkeuiaahqTt+FJH8l6MNw9kDtcopOKs1aY8A+wBDo+59YDpModbxq11nv9K3HxqhSR6Wqh+mUnkMONq1IPhktByfSR5uCYTesjGqYwO0rMWZ3oKjR3hiqvq/zXysXz+nkzXN09nwF+Bsix667DgP0OKX4VMqpPo2AS/+BRG+1Vv6Vi+QZYCf5A9LITW0qgs3AeGJfMQUOLPBS3FAm7KVJI1Nv+7pLtzhtDz2aW/w+qVFwX30OX5xcXNd3yhy7UeHgC856KiLkWQAw1sHFtWB8shT+UON7IGX+jWd/PGxdu4YUY9aIqc9jOWjHdCnw81a4nq6vTvc5Tj/v/yTv/fu9RevDh+fPtBSgE1/LZA/Hq4ufRCUQ6RJBpkpA2KE8L/VjIcog+IwZ72pj8lzraH09aMMO/HUx9BhrN/Pq+AwwLQaTgSqEnhFkumUeXx/mSxKILpvUnNDafeGj6nTwIHPQFi3eEovEM8Yw4Tu+7uPh4/ff+xbD7fWHIx4wsf8iPUoCF1ydP/eagzu9wgRV5ToJwPGUaKPOIS1slyuoBcjED9nenLmAPR2dR0n8uVtdALjaSfjkgsJetNza3Ic19EgMS6Sf4hE5k+ZPus04E+WwG/0dR5cMjgKfDsQ8m5P0jlH2E2HdRFdoQtrdO/pmrLIdRXqnPH+48fDQ6YMeHt4iE69EA8ZVuqssVcxBMeL69BlO5xGf214AaXb6i/FCTx7dEdLnZr78nd4tkbIacdhJ8ioT//lsdWSb49g7sFInwTi+st9slKjoxa6nsAXZRVuyoxapx67F3cO/BU3XltWYgOHR+c2QnC5V8ann8GWfHieDLDWsP2i22Mamq8A0Vd3Q8TPO/MJfJ/yqgO34Ff8qZ8AJhCUr9p/dIKeo+PO1OlbNbmxDxT/9vAmTvX7hLaZ+J3uaRfRSYQTICJ6O/0GiRVQ+nks+llrnGxFVfYfNnimzk1mcVfXw6M9hk8+nBzabYNtKyM3vuDNTduNtkQo7fsm9gNjVOxcqVsx/EfX/I7OqUeypqesNsKvGoHpK5m9zX3qu+6OgdCocvCV3I4s1Qk/ln6u+0JD+IpNdCCwoHv+D/7u772z4Gvx3wvofUE+jfrKFxaiLj0mRfjxnDJbBXI0DQHjzIjrlIX7LUCH10sJDLqDXFlOWUc9OQdh8/fQvHXB5VZ9AZAogzjA6gTfTi+MrJKYBpy6M14J/RzRWRXnpWrB6kV7nowcEwjwbbQhCYACLn7LFwaSOuJYZ/nticqm/FwnwKLVUYECRgSf/8jtz3rqzfWbOhE5Hp/uojegYEc/HaFFR/go5vAcaWHqvQS/5oCPNhLkBngApM1/UusHT3+Nq/Dh1Jmtci4CQZ2MAqg8PX8C7cPTbbSoAcRVUg4XZ+pWGzwlz+ETa37ygAOj2tFr7YdKcuBGvqXEHzh6UCAouBybuxgbOm+d10aylu4bdFK78OXMNXv2qv8/n+NbtkqkXp8i5744c2wZXG/61TG8saO8epV7waCwwcB3izvZCUS136LXQAc+yXpv9bLwq9yy8oJDMvJRQ4fgz98smQhmCbxs5ZwqHfEGF734k/xvfNTZC5wyF612gHSpIJCw019HaGVFPtq575ab5UPhpfbmR+jFt3xs1N5EsH4mwCyF0Wq74OqDP2I5gqIfJAASGvgns/V5OxrgGElzppNFF6/gi0O9QFXnMKZ+xde21JdPxuTJhyd9zCRDWthVDw7LHgY01rLJYrlMB2GGepuO/uxwfXN4IFgY8cVivdFFhrsP9/NWgnHdKCeEEQmS+Yx1mDKmNWoUdQmTa5so9bqG2g8+qnqZgJTDxtpLn9qmHEpdsAzKfbBtc2rZp7Bc96lrrsdYnGHoMtBwFGXNuDpnPYq64aNYBo/9Ua2bLHgqSwzrfDR6Elg9t+MH+aU9CbtNRi6ol5/pIKR+Pii4x8BEs/aRu3jw/e2HfmzgLtNKjtCnWo7w2i9u5Nqou+sjSZU1BLfu8XeVw/V8P3Hx5jrOyVHqLPgCA2dhBLbnw9NkT+K94kQ38anKA3Y6uhzBc8WocEWv+DCyONVtU2gL2tZ5OQEeIayeF1wbY+0S8BBhe/igr6g5Zm1wzp0mO1LYBuI6lTPmCTkNDh/0MPY0upvrOf9yamMKvU6BcBW9kGEe2KQsuDY+6RR3656USXuUEimmrckLzCk8v/3+++87ApSny0hkjL4HRmLniELslIcX/mh0Eh31N22S1TXF8NtXImMr6tdxsY+DPZX5LuK8epn2Gnhn9fhOA2G5jdzsTPc5JzSsw2DAMfbzEw/4NRKkfzie7p8yisrsyQM8ekzUU9Pyh4BICnHb63rctfsUk9uShcNanHhQv0xtNMsPO9ApZSxbd7Akm88Z1ub6TAyJ/HRifblrzKlDneyBls6rI9Tcja6f13w9qzATu4sMOhQj44vr5nmKZyvKKIzjsvnM94MkwkkqjYHlhXCy5YVS82cX/zRqm6kJsR0D3m6iJXQSpTdqc/AksALPbFcYYYZW6q+GRcimCL3ryq+ARA78jDbnOv+FyuDx9KeOkOxOBaPojaOwSXh4/fp1+ZDglXZ5/Oaog37Se+czXLQmqYMnzjMBf+R5fJzf2rAjfcNMvsXquYZv84vW5IavqIhDelrWEUwMJ9Fcpyjl45nXY/3g1ZDIVV5Tr3pfxzj5UInKcsdzoz+vRoGNbhrYBazKNDaX6nCLlnzO2iCZ/A07cLmOAHgAtMuO9lsO/5y3Zgkrz/G8HMGZx8d+kBD9/yNtvKd0pC3P/wb/SdqzhVNY9oRLck1W92zrGn4N8hTeeadTf5BGD2MhsguUm1/pFLbX0SG4OsrK0+kOjf+tLKe0J009+TDjdXg0Wnss7g44oudwOuqOHrQ6Syn9unOCoDqOMNDOa/MJLwrO40/TdvYB7pcPaZ+l4zW8dJrp9IY9sxRyUmcH7p139P+kI++5v08wrm/+k3/nD99Z7ExxVB7l56xyA1YcsoED4vBOEaIxRzDMpRAvUHP+rgGVMGXAR4kcouL3u3OOwiVvAlVg3IvmwU2pdmp7Vevani3lgevwP2X9R2nopB6LdX2ppiNbcCVKEXSUMSXyq3CGXfmS82OAe5tycJ22THHI4WgURn7IZi2Tv0VTNXrkyLlrTwGxjqd36yejAtgpkar5D8tcbHhD0mZR6y+zux5g11BH0OAFNNOGsUNwJT/aajm4aGJgTe9z3xFWzn3QkXN/6gDehduXeWcKN3QdKUpZcnJ4WucdSr/TEWzVM35Rc6ajOS8b+HLvKus5crBvP5JApjD7+vWrw3mm/51uAUs9+DC135jY9bvWmEsPWeC6D/9DO9VSzxspbraT04v0jCNcN2/fgxk91Y+0UVDRhXMhkw8fuNm/hoe0hhzblwRn13TSbR6Bt8adwTeAHOw3o0L+4rr+wS6FmaOg9L9s2tfqAq+4ul1/W47dTroWD2+1sWXkswlARvTxO1rdhyleuA7MJFfPthsK7SgVBBf9wA8fvG3TmC1NdSe/OspZhgCihdQWAPaxaeTow5p1jWjXyANjal59LnvXz+Rz7uZHdm3DoKk2mc5Cm+zaMV4K16LQIEhwyA/uhiB6Ll226b/poHJvKSeQGVlezshLEOrwuEw/dNRkMFn0a5ohUdW4V12qxBxSG2jq95F5zm0AqY+p7bCFK3faBtj5AILNv69urg6v337ZsuJccOj1/ygFntMDztIqaHijkJLx31K8tHFxSoqc2+AYWvJ8fBQvcMnrl01yLZA5wy9MS894qBH8TLGkPX2f/X4cePQ3eqKTSRmjBXdXzepUWy8BHJyd0kR3ya8PZOq8fOGY8EBEuuiIYeljy9Q3Ada9ox3GgnGQt04YZ7ZEoUO6z3QloAO/zt0MnWv3+N1JkO76jgru1/W+R8NG7C+//Kp+tnWG3w3zbMfcx3g7X5J/mnaZ8+k1uJ7ZM3YYfM91/0V4dr3NSxtHUE4jWTrKfbx0AndSLNDzrq9ulLbwbzm0jJFTkNipjyUKN34y13N2DM7oM/7jqG0WHWlf0+G+P/pgjlN85WkaRThePhvN/HIdP35Wm+Y//uM8D82mfdGFpR388GO4K3OS+hK8O5W3BD1nW3m6vpxUPeaw9CJtfcLFn3osvFsf7jeNqAWTx7J97DQ6WbRWXWmv6Zaf8OnYeoD57PuP37fQ43OOLMg0kEV5fnpxGI1xmB7iVO9v40bBZ5+v6Pl/94j0qZXGH1wiezdX595PQKLRdcAE2yo2h9HX7Yfv+8WRh7vbKH12wUP14oW9fmtP1kr40UGcJorSOR4Vd6JA8LOONQqjsulg0hPnfP/g4YSpVtSkA4gBy6cgFr596JFPkaJk4cb78Tpy0lUcwEc9q1fBq3S3g44DOPt1sfkNhnHIekhSR2blewxV2PCkLeGDjRyZnIyeV5p1LiwtfDvl2h2nGD7wOXrl9MiazoyTpTyEHNuJKlPKwMH7A9x0InD34Dvos/kU0937998dvv76Fw2slgb6NevqYY7qc8luib36XiMcaaEqjXbSdL4OiV7pug3GGiZfWfmSjvYHPK8k7yIjWIHp6uI6wSBBMP7hKafAHpTBkTbQ+uFptdrSQCu3UXXp9JXIDk75qKeMhjKTtu/txi9tebcO2gbg+aw9xMptF2OrOeITxR+ftza22tSspaUcjnSYgzJ6CZ7+rCm+yZ6yvimEDporP+gGd3LltXpnJsEX4QQwfHMF8G2zgVPOZwSY4olt2MDXbPgoX9wyal9bztNUuoxblQ3eysjGqassGumRJtFDHceuv6/HZ2wp6rCq57ZG9sNjvUhAN31O2Ti7T+Un2FBWfKaLrUE0jE3Uh6YpLY1iBCHKsv/MGZzjmZFRyE67cTTgUJCeZa8eN1Ha4XCVqe/Hjx8P3337vm+/GfnYsqH+1N0NYyk89ORL7l2f0iXwjv4734ju4lK9ukvrTM82cPMKUKzhEVICwN7SIvfFUzSBL7phyDiHoOR+DK0Rj0E3zVAgSO5LPklTEshhnLXXeaeTcZLsa1ijbR3FdDbR1yrv5u3UpL/L4A/npaNdOpuWG/GRgxtIwwfbpn6FGb11ZLnKjf719PI7+lm2p6Od7KfiM+w3Ms+RGmnsuRac0vg7am2kTt068Vnt6kV0vrN1gxZd9bqwoz86EGC2PQWWpxxSp5uhU57RfGavaToA9UaHhSM3eRfdnS/JM0qPZ3V9lh4sjmcIdGyEUjvZzxm95sJOB0jtjqxnlD9y4fFVsiJ/8JB7/8g6OSX2LB/RoQT/5mW2oaA526zOzq5a9zN95CDDp6f4ygouvY+u/ZZxHyqmDtu4bqSohtB3HfaT11+9Cw/q8kFceL21W6jYWr72puM3APh0f/h4/3GifGxqbR8dxwSo3IcHo0h/OmS6RPnmIrObs+vCze8kl5qLJnypb6RdXy3f4xen7Zx2dpDdh6Tulk2iq+4EkBdZme4Iu/Rg2ULbkKZTim1uXl2PAjlCWnwLtMNUQBiDEJz58uuL6ygrMKbIZ1x/lAD2lMFNWLJPz1Pm7YT3RhoZAdRBkmcKyJCUqOc6P388vLxOkFAeQXajA1chl2B6N9dteI6dH8M2IHQk4T6KTUIP0OdPCapRtN68PfpJXefDp7ucHw+vr6OX8Cm/ZS8eoocYOeheBIdeDfw8yQ0eVZeM03DWiKR43aNBuR7HcxOjW8geErSeZg3wghNpAO7nIwZn5wmyvuIbvHqvNqLwLxhwuC++/LKbbtF6NGVaUxr60YPLdzyl8VYWvTp+NfQc7QAWnCnq6zc/Onz5k58ObT6pGWE/tugnxpc+JTz182mRpU+JfYWSndBYgZTMzvGE2NJPAgzN4Ss0wqwwqnFXfyFKZvWly+jCQabLkKbCfmqLyjl6eNhp08M1OvBJYCon+XOMjfjtBIHDfTqWBK2nu/t+7qsddPxogs9nPylRf3ohAKH3KSNGo8zQ8yS0a3qRwnr44cVNlN+72ZPqbwXPxyVTA+pKfFqagUcscxZ9Anhx32tfW3Hu9xF9eSX6pZvR78XhJjwYuKij07yMT+O/bTp28dSVveV5sm9HgrovYrf6qUAfOS9S3uBulJhEl1cJYOqCuxYAW57AmJnS+Nd0yMWTapnzrBAXG+fPL8PxMW2mo5roMMApHTuynyaoI5dsjmazbSd4+J4309zvQFjYbVsxI3B4mE+n0WUkdx+bNvBPzEs5e4BjneH77Kc/+Uk/kGm3t18b41zB0Ap1yKCvdIz4eW2f4KQCQBrmTs9MD6F9zNpRm1HL0zyqlC2A4McgemKN7iJ0+oJ4yj/dxxmqqUJy617Rt1SnXgpj7qEfvtAGnXvXUBQmsPYDPnp0dZLA4InROUPRpJJwI7g2AHB+e6FCZ0ajg7tpKR5tpo/Ec5cedHhyjU+NcMo0VEedzC77GEvwi9ShJ9ROg4WL7irHClRSeUqyvnaTAEh3ddbybmqXRhLYBrLKtXTAAQIC1uiac1V3wY1HHwx4++r1rNclH4xGf7VMzX44kvCkeXkfG36jZ8Hek7q0q5RjhtxsE/51OrneMjwK2FSPfnQzSZmR8djzc3DZsC4ZSUBZGeCH/iSBH3qju33Uj+mv5T9M8l/4AS5B21sCglcaezv52FkgbKNO4NGYzNHOrmKf6A2vbGfEMKP5eSD0yR7T5PXtodhUO6EPbWHzVH6qxvGd4U87MyAAGHy+IZkDjvou34xfuHbA4ycE6ENbqD10dOm4DRis78tDQz790X158YpqynRqvE27tvxTXugpdrdftVPx0PA+rVcm0eRT/MPHO2YmFPjU9yVm5XhDo3LmQpCjR/rC65a/vKnLx9BsGrlSYeQMSLykJZVkya3ucx36E6fGT6TVtY286LBp4D3buE/gltyf/6M//NffeT/u0/38wHYotD3XwWLk/gaCkmSUSM56Gs7wIj31rAmcMrIESyqjYYChBVZP0vwaPLdIQcqh82UWjXUazV770YB3UGoQrMMRchyGIvC6WlDKJ8CCawMLvj51hA8/OTrVqpThIDCVR8+bHCV4NPGzBucjDVUYftXN34sojr30gpVNvdUKo4X8TzIKX3yV79GHcuSxNgleeXr4ySyO/iPQcNrNqOEqF713KFWDvj5k9OJz9l72xlw/GaZKrgsfPXJWTquzaAALP+MupkVz7obe8HsfXB5IfXj/ffP7Mnxwdepb3iZ1LTUEUpL/lA/edhHkSoMbO6RG7gWV8qB8IekoLzTLJ4Gqj2nIuK8fLT1LDfroJE8sUrbDpoRe14qTtk/OO+dRR2QoPwvv5sF0uzQFMDBL3s/R2eZD2628GZVX7BeZnoYB06kneTmnSmH7QY4YiL8kQ+2eVfTGhXPtvIVS1pPg4hx/KOzkPp9zYb2VVXLd+yT2xAv7wNUBAWbc5OjT7sDSlwPu0dPSV/isVhYMdbkfZLlO9IdJXtvmooumktHdZI8lwS36K6864DxSAfE/9D+ZCbF75IeHEipf/GbfG+H2Mn/4h79tM7JlVi43+l/PEvxhI3wPXzydr2UgkLO9xrMER0+5/voXf5Ze3jty8xUKjkyZnZ6EwS2MRqeXmN8JgDxD6OA+Nca+3vUwuO/3SER7aPAi1Kr34PdWTYFXUsf9EU/Aho8xlkMvtWlI03sOvllPcQ3yma+E2N7Dq0z9jQM9vRxPVj7TtOc1C8n2B3SmnvNc72Q6PEPxZx1wseEFH47tgPJN+2Yk68BH8bW3TNIQ3bcLzWmXryTbg6OnxxkZ0vFMjQa/a3id7W80uuMQ7bEFnvIQXS/n1Bg+JgB6Gi5gqYemMQi6wwXdh3Z8Qjphp+nZVpO2bPtAf/M3tnv2EWd2mfyxm3wJzmi759Y60cUpPfhOkzLH4B6cUvGgE5+WZ7Q3HVJwpXHvEXHrH1HqhAQ8+NLhpsPkVewFR+lEATMNXym42pbK17JrUulIHW2EzrKxKe7WxZZdKvz2i6Rj/eAHu4+ZWeBjHck7Taf3hYN24ULPIMCm4aMvkTB+qp4BjAR+23MncFPf6HN42Hh7PuFd2vxKyvHh2LKfllON4zR/4y+Mdkjv1f3k4ae2kXJviYBMrpnHUX/8f/wn/2FmGQuwaRxiRkfL+eIIRikC1oyiMi9PD9kGkhFM1/C2s5wYBDGNrk9EHx9GYXAlv6OtNojAJakrdfSSJL95cDprtPKXkL1WN3wVT/JqgEi2G8oz3HOjwrNcP7bd+90Aoq7pZ6qBZ74yfXm0KGyNJTjgRsd+wJ5NOUJHQJjzJAqWOp0Kz756slP5Wo3GqKb1sJNzHSH5fXLWzNCOgbu7PsN39bpuiqfwe/X0sji7rghvRxD0MtkG+95LtX54++FjbHE3yxIh3AYSfOzqrR8f1fEOt137Hkrhhdo6uoBQrx8DWX80nZoGMvS7sB999D3j+Mar12/7bTjf6+Mz43zTgX2KP7iv3GsuX5lzHG0Qusq78TX5bYrkGgyFcffYqd5l1++8qeAnXfmgJRX8zeb4sbEUc1WOTnlTft8RYOiE98LnbCboAcbFxfXh8urmcJcRg3e9fRvQUgW749v5LHqHv/4TPKbG7h/Ipk7OUvd3KrezoXof31feI/xIOlHpmJ9jp+0b4xdDZ/tv90cmCYDy46hNnm4XR+uoP+eNd4+Q4Ng6ksjmfoJc8C06yV5wU7/vZMvvXRL758RigmHfRc5ZeyhfgaVnfiadfb5r/c2PUZnrPpBs/txrd0NXGl1pcx7G7rrShtmDq89+dzbJXZtU5DnSyjlwIyTmXJfZcKuwb3eU9CRn+cPYqYFjjMXbduCmlAl+O/Ap2Qz2MfuuUxw5535lNa801rlOGwy7vrRh6ogsk7S57TRGPdepopGAMQQ2aqoxkjaO3kfZPaeus8D+uKfCud+0qqc0vF1fngbt466MrrwweEqA6TYCIuR6G09QnvPA2bhKQel/my8x/vCTsvDUMBD4jtIzqkDz4s314XATp7fulKrk9Kn61k9d0wdLHN90G4ofsAlNbBlxp6xTiuTBZUG/+cHt2rvhbGfGwNnIiof2pplqTmAMvlHz6MJf5OE30tYF3Xa0ygGNnpbeWpbkfuvYcUz0stKULwcOUVCuPcH1cE3DKh4dhTIqXTR6TgVBeSe2Hf7mftPe8A2kT7OO2/W/lZgj2NbdyLjP5Wld73yJ3Xa+pDWcjhRPYU/TKZ45k+c5aG35TnXXfCPJUx8N8Xhi7sZm0qmsG8/G8RwTBkba519OG+OpHwjwcKjiXhoaw/vw28uBD+DpA7ZdZ5+faQ8M1cnbh6Ttl+dc76UrydPv4lkMHut1ZC61YS5iInYQGYHYEKmOJ3V6gG6DyXkfDZB1yJlXQ+opMWULQNZq/Krb5/s1OinuEIZznXdS3vvgqKLCE/YHV/jLsKPrHanprxrIUUHgXknd+tWawsFr/cea3nzq6Pxwc+XH32fBGrCfOsRvF3SbScnPDmU3+r7eSi1j4ZHRtuHwYQ2IESZoDezexiIJcP5Ss7192E0KfBpYH5oZnkX/u6HPMXh2UNl8sM/bP/drh+uf/ejw+aWnXV5WT4+aYHATefzApidwZw9xxDjjPE2NvlKuQXp/1N6e5/1jGblYQ0tgowlf1D67uj6OjtimyyCPbJUGsr5mjL3+GpzrC4E1U+mPvnr9obr48VdfHX71136jP3Vw2tD6kGH7RPLGlvh4tqfrDc+mnJmjL5UXX/e7Ba72jkyzyyBBPPxF1AYCQdeOhAzNlj5DNfpT7vGTNHZciCunRowXdsqUMPX3DIe9nOMlPSQ120EZ4eSMt8obCqNhdVKmXbWuRB9rlEvHSfWflZK9DjznvHjs7gPKoqtk1R3D7+g11ktGH0AsXE+xT7cRdY8ZjiO4c/J6F7zVMZ9I6lPkuWzaMg0fLO06vC96+2isWJJJIMWTbWfr40Z56pEFzR5G5CFY3pesx7Lkh3plJI5D2+qsKOWSOkaN9C85w6Vc2978saVjaIhVAbCx0pTU9aMRTxUsMMxmzCaNuEHpsof8RvgU9+BM25iBs66kvHuIksBgsPSCYXqHEw0n1UDOGIy0qIkhPnjgiDtGj+GpSh4hwdnJNRtHU86w+V/Pxd+7+Lkc0WEf4Ks3L7t1ZBpMoFlJLfSDk7M0xViX8UnrZ+pKW5GejqJtFLRHQkZRZCosR1rOBO84+RgUf9zCoRMpb2QOMR0IvLuhzZRonMLv3eci+GKj6BUfH2+/yQjoY0ZXt8NXcHFeNOnC1oxrU1KfA0oA8YlzTc9nlNjBk2dPC9nJL3f1qXACX3/JP7g8yRR07vHtTRH2i97QKR+5H5kSnF7YEuPp8TREo8+btZ708vpVz3hksQa/1MHDadr6c94HXOTZPrNpOgS/7skLXuXdnCsQmHqHxsDTxfhT5/lB5o7xLWv1F8qW337+ZI0v15njs43vzeHUVJNNLLHAKaHfX87TwHLPomDl16Y5fP+SD7VxbrkC6SFRiacmv6DT6gbOhX/Oc2yX3EHJbcvxFartGMYNS2cSqPEJNq8rcXh7eRcvssCgC1O/J5jk94PbF/9SmoeU2tgk9Zr0JMGguRtZTaKNwR3InruJvJqatH0pAahB2DU9OBo/+OvZ+BMNb75dd9Cy6SdVhtioESz1dx7dbJx2LOBhFR7O/+2//fvv+kmphtccKbOe0KlnoaIkemaB2KuPyuP4ms7YJ0rL6czTXLpVKw51HiezvEOptswIVpjRi0rONUuQJzsp8LzcGZPy4zQXyevXTuBLjU/pzdt7lHhUHHbSbIPf+DANFA5GtjaQa42giiFPjqcYFs2H5PtEzmXwMDR14cyWD4/z+zOZFKlcoGyj5kQxVGjWj6IDm8g37r76ppb76Kk9HYP1Xs/LMTjKdnw0x+DqvNBwE6T6RZaF8+IswRexpEiUhhTnJYM6qf/43e3h4cP30dHnw3VbScrTobFLdZ6gY0r8OTa7DEz3jNFVYL2n6f1sHUq3sqT258ubw5VP4//452mf1mkfojN8sGN4XA7aJ4/Re9e8BOvo5nNGhk/nD/3tE1/OfvXF28NPfvLTw/vv3x+++/jtfJY8MrCLBnkWxUdDlW0UR3ejvxCYxuB6JUFk388Tfr4XLpKv8zTlpxS+4ZuWNzcve91vQKaaRXy8x6DxJ/qnUQ0qHTrOsBI5+xVoMr3wPnqCmOB0dlWf/eRDHzmj7I2hfklp8aRVsOz+RTm0rf12b2qCqeBcASP12ecJ/TNiiZ3CTxs3Tsrb0ovgnD9uLXD2azApa+N3Th6bo0s/dlNYd/YXLO2c67fp1Cpj/JXtyb6DiaNvHwWHbUd8nf87GjSb1kX45r8zNQ5NvwtdnRONVuLn8au5f8atBB+CddUT+uoZ0JD3rHUqZIrS7iMH/jS0GbGTl/5iP7dJsHW3iOulM6Pgbl9rZ+93fWKV6Kpl4S/WCEp+gr/ofzfubmwswGBXYY5RQoV5YjTC54hyKvDSiy0CtkUKYp2yBqueuTU43ECNA56cjdqkoKuR4ZzheMoDY8rlZzkZz56nzLvC3BCtwpJ/eXN5eP3aXjjKgo/BUyNOZwQIjjLLR3qTu/uMmNYPZmtE/RX+pDai1N8jio4oQ3O/ljQPMwKr160tElSMMCPdqdPWsWIAjaj1kle9kSnQ+JtzzBF5qkuGUYdO8ZO6tPa5vzkSzULCGdgkYGxAYedPjwfbVV9lZJumGoPOvrDH9D6+3KuzuouTge0esdCg0wgePHGSBIrhO7a/uO7rjz/56c8P//Lv/s7ht37rtyuzMmvJ3Zge/tprh6ZhSUcvy7oeDJx/mh+5qpoy9dZgb+/eHz5+993h8d738XiJd0TDB4UbMuSA9zTVD/Q061rqb7WsJEu+UaVfroOPRqfMb2tcHH784x8fXr163V+5e0pw1kFVq6EnftRmFBsd9Yl/9JsIF9Vn9OMVuQQ7Xxvx8OP8InBsUhuiEXtptDm6VzI0NbRu+l9rkDsZhWuM2z90wKndgDuyje9sOen3mNg8XE+7DO7833evV90GN/aMXfesocExSQiUxl7TtvcM7jT4SW0fGa1fBgedXlrjbbDbWl300jrqq6WdNrb21LpemMLH8G86vOHUaZuPP7HByBOeQteR/+q3TYFn+x0jyF0cqdu1zeikQY3eA6MMjp4jq2jB3kd3WTJK3gKLIxdW/fN/9+/8/js9Sr/ukcwSWz3VsCgFcZwiuskVgjAjSpQwIT+G6Kglf02QV3cLD3xL4a4l+ZAWT/Kprb1ERioUND1dUSloQ5uHB4Fk+Fw59k/gUYanPKeGRet0JIgKJXQEQIkB6+ZnfCuvkJFSb5MUbhoAARoNuveQgA68euO95tNRyvFKXvG5bsYEriirfKfefMFidEmScwaN08gtHBTV4wo48PVgwHQu4ZVj9fcSgvS8Q276BJNL+iBfCq0Puo6ix0HSoOdnAOgFnjhgCJ952yfTZdP+jx8+HL7P6I0j6znV9z40eKOfUEpwoOvhXyPv0+AEBY2UE/u0vnesBZj+VGNAyadRzkgwvMIUB8ZeDeK0/qSOZHvFF/iPqylXq40gR3NTzmHqr5GvP4J07ytERhWZgqcyHXclll5SzWyGHl2p3pFh1K2TiShluAESb6lD9n6hp3/TOfNR+blp2k13HCB1Ai8pdsiFbzpFkkxFdjztTHeaUVR01ezRmWTdrJqrzFs3SfTR69Eth+C/8/Wm1F74J4CWlTnSllqShtfZy+Jr2j36yQvgtMOUrlhRYjqT/NOOG1MEpbBRXtVNoQ8RzzMFsNqw/Elt/+UbneGxrhUZSVnj7PsWPOsKrd1xwOerUMrw3DgCpiVTb3fa5//m7/3OuzpHejpA07AHYZHnLCWLFYoQiQ6Zc9/p3eBqcFh8jS5yUwZWvVHgAA+ewIVpjOvBlU1pcLvO0e0H6jV/YLYQO3XtJ717G3yOndB9zGjk4jKNIddVSDD1iWsSLEJn1xT5SHgAIdW+HR2k6RsxpEpZDv1OgZYsRoTlex90knMR4tq/kpvyUZDrBRdHy1X/OFk/g14WnEdnndx3xMc5BraDu9Bih9JVOx2HqaqAaVxKFnosA4Enf38/BXr3BBKEyG6Uk1GPp8hGSt9//93hm6//rB+EsFl7PrfkQ5bBjKZpV+xmCUDSwHUInXKFNjwBikPnzsgwdKdRjGMKKMSJCMP/1tvSy7b4PlEJP6Oj6kAdcEZhKVTu3E8dJd+03bYfwY8PXWc67M2F+tVykYo/mKMzywLhPb22UOgpuOcfXgRIpejHthgBdHzMefwadHS9bJXQWHxhLmdy+T/6wOuSRUpJQbo9RhIp1rl6SJoz/vZ1UtlVe9IeWeJFeu5gJ28HONfNL92pTY6L2OmIO2lGVK4GbpfQ+yncTuQv7pCfYCxvrNdzM3KXf+0Ei4Nu6Q2f036kkl16LG35w8wRRlIOWt4PYFfqyDAgzzkjP9tv+LaLQJz/23/wV995E2NukxEHcHavoYPrXSpS2ORDEMlCpE/dkndMZS51UrEg614qwyfXjr7/l2MPeccf0Amjqf/04AeaQlOP7qJETyi6PLkXs9yDHEmSopDyHYQFzX9VQM79la+Vh1d/ps6mib1PK2jDKCKl4TlO1Sqaz1HG4KxehIkIIdCYcmpF+VfJgelZhSCtMDD9+c/UIVp1glNwoJpv5AQ21yHmibSgdHEdx02lBw8eNNroz0i46yoZ1giwCUfRQfgIvsbyYGVp6yY9AkPHCmaEH9zh9zFTuPvbj8GT6b99gyk3usRfd9JHHw14oe+BC7wUhFeBZGYTcCavr0vSJZ1FDvm4iCxsqn6rc9ocZSb6LFutA2/oJdB5oPDzX/m1w9s3bw4fMzLtU/1pR6NO59Qc24Y3/sQ2OXwXkW41Ukss9CWA456u2LewvQ5/DYiRJzotV4GVNNx+cTmHEd+TNVQjwhzlFeORr0+U5yaVQz/3DZ7yK6LpcupFv2wvdKKgo7VWuP2hPrhkKCpH/oOZv1n/JtexPQbu2LYiv6DtOo6YMrrWjtlw2rqOgr8r8509FOqrOTq6Y8gccPCh3aa0pTnQAjL8qWdZAQ5ZlYGW8VweY9Pg5YfqP/pKNBi2qm8ZEBmWkD36SB6ZyFLZwi8eYuXQDO04ZwPwU+Dj9wYB6uKxenPnlGv3ux3sdEZBE5njjItQ/mvPGo1M5SqE0AhD+MzQaSqDJF1plxfvL8GeMoFk12KC/dPTXelK9nftxEEdkxgydcLcpkkJrn9Ac/FYmVZaLtmknvcClW8QjmjqpGwCT3CgG4dpL8LA+d+oxvqZTcZGFjU0WieCaWRsXp1UkUNnplvJihu0w0ELTNLIMLgcHW3WIdIwwgsDg+U8NXxHLMF9dXG4i83sh7O0phH1iWgJpjw69QST43GieP7QiFxH3gPfLTI5rHXFK/pjNqUu0id103F4IKc1uX6wNHXlf/nl28IQFd3ZSRD6ORJ2mt8ePzDqSPssVQeLjqSsMpJ3BaDHu/v+oL28/sIgnM8ojumIt1P0wW2D910CjvrzdPZF7Yf3htzomWo8msG/ICZwHTc/J1D4WC9cvadb/hFapdfAmHqP912Mf3zwXcXAwB54MnR9zWjbelvoNkAFvzKjz43bGU5n6fR+y+a6vhu+2GTyxy/gg7/1w2P3vGnnoaEcLP+U3LcOZz1J6sKjTOJnm7ZU3NI0kBx8LTijxIEj+yT3eHXeMjjg3nzId9gu9dOf/rQvUSjf+Y7dvir3yVF8ekFp4R5jPtMDd5rkn11d2DgbxeBXRQ4bF90M/iAQLsEgasSHELgjSugXdMGlflgKePAsjtsrr7OrgiVhAgJfWOkvlDUYi9QxSg4jhTmATa3hbZxU/W0kB3LO8qQNo07v+/9z8hHQwuZfOK4t1bE2dB96nfixT+UwOhACLeYzeEZdqW/5ICTLdzTQL4pYTL5eDccPTXWKFf0YTQmsPbr+Ns61+as+/LYpfORJ/oykNNg0mEuL1ONsvsZBL+pc37ypc19+8fZwlePhMo51fdEvYcAhkJYXgZOwddihXcf2f2ztoYzRzeg8uQkWlCaY3d89plN6ODwIwqElaPAdo0I6e//xPlHRqGj4euz0eRwXrcqR/N0ZqvPLiU7oRqOgEw/nHEYCljm+//a7w/fffJtp+vA70x3+Ego95EV/YQDdjhgiNxijOE+q+13KBA0JHXxa5zX1B3v2wscpLo4/j9Ck88HvotlvEQp4qTuBL3zHvtv3Yq50IhYi6JH92E1Quup2Ir9x8eIq+ouNnpefyKIxh5bGLLjGLmQRlM0o8Ok8U0d6jA1DZ+7Rnam52cBV6Gxbdh03oJ6QdqYSzJUjmKEJB+WhX3uKbPsrK93BkcNsQedZVdDr4lfd52N83I4NiT1sR4pDVG/05PAm0OgussFa+lEYWwZu59X2ue8X5tVXluv6VWzBJzyoMfpripydKVaa/B+9h6vUI8fyw6DBd/Nzff5//rt/410rR9iOADTwCAxW86izzr9nQVPYKZD8rYw2ZoucGpeIsZyumPc5R4kPnk4lc89gdltRhzcprMab3uztOBgxPSpdSuQYsgP7SDFJ8OwGxW1KJXk7fxusQ7Ik9+o/NWIWuCMakgDZDynAVVeq4iHO8UTh/UwV94m0MYQEtvBJGoGjJckz0uO4nI+OOSDZuDbayZ360Qn5u/Ul5fuJej8I0br0S3YL9HGA5NnWYkSq1f38Zz/rRu8Pd98neMX56RN+PKRcB9N1q+Du1DJ/ddRcC5KcfCRgT9scMipKo7P9yAOPq+ub5F1mNBU7pNyT5k7Tc9x//D6jmYyGg7NrepGhP3wFUdgmU9w/slgfJEvKd6+90nQwYxtJ0G+nmXycKQu20qYDjYi903LiIwrUG5huus2ZXxtx0ZdOCT900c3xYHNf+UML/v6LPK2NdnQsT8PjS56EBlXScOOhU/47+GnK/lZuYLo1xgMH5kq+bUFGZA0+KepPIeTw4/TI8IVu/TBCixxIkjhFKUtHG7xwXiZY9reH10cYdKiBKL8NXF2bjQ5CpH/pKKjEYKT2XrpMjdoGLSjqXiHmTZmiDB2S8gii0NGpf1cPySNe19CTBOFHP1NKjtUWwesEmROenVee3ZCJ3tPxNqYkU5A3+9MhBaDHeEN4pF8j5gBqX2wCD17o68madKpYMsH/BOO0spy8rPF0Fh2Fny5xReDzf/hv/NV3iOIXsJ6C/lJbBkvN5bAbLBFIJG5O8vJPsPLYLKoP81G6xos8puq4uQ9eChbBjThaNYTFrwaFT1FlemcG4Qy2FxDd9Es9DcqUBM0+xU1dCvXUqjRoWJDJNS0q73f/sR38VUZg1JHwxoiZxLlLXTL5diEnpzCNNIq+uta2Wp9TxGMzOoAh0Ln1Du2e5iDddZTIesxLTUGTztx1dLD48adPLr/0So8tU5eWQkNvnz9OLxA8PHzIHXXHkLkXnDjP4SkN/MPHw+f7jMS+/aZn+9f0vnXeHH4PBI3RQYIWHYRn9C+FPnC5rj6WfJzy4ipTETIn8N+8fnn4rd/87X5v7TbTST+mhecGqcvAPdxnhJUA2ZFKOjB2F6hCgSe1oSZPfr+tV1knTYOiO5ryx7fGTvMQKNdYS/DV8dk32T2IwWPFk16H9xz1uwSxbnFJQ0nHaQR2n85KA5p1tow32/L5ykx/+1T7/MagKnjpP3QDtzvr/o6LNVYdRPiyBUUnarRya2QSuVmO7DfXrxq0up64fMKac7iPvz91a9FZ+NkB7uUrD2pix0jAB/oAsLJftnM22n5KQPMgyqfWaqtHa4Dw4yU+ZJtK6IRcg8AEJ0f0HF3YaZBKHenp7Nw1hU9Bop/HCi82RBu/jtxpG9GhxBanKdXGj4LJNx1xEyaTSW1jm5GdPwVv4OsrbBNePJQLaJruVXSn0swofJVo9D1H237qGvV161Hauny4JHTw4COs0/boFv6pZwBBF5f9rF9kfxJvkv/v/MHvv0vJOF5UT5EU11qVYhhuUHIbpH1rJNcU2GZagcbAM8JZdVcZRtWVRck2HnPPIM09hScoxNmUzZdNEhSCp1OpKK3bTyi+yuAeo1hOphHtRixQ1mkKF9wcO/m4mboURPGRMQcc3QOYM46MJSoHdFV4+E/Qy6lOSspQCM64xkV4Q7t1n5O8kXfO0uzbwnOotJEO/1JpVV9ETqvTMHPbPU9RslGUitasrDV2lLLgOy1K2ZOWlJ7PSLD30Rt9PvrKcXszuHHPAYdutyKkyIK/7UsNGMnrw4g60ITh7qvSsNMIL17dNOD5ceqv/+zrw3X4+fmv/vr8hKrpeByfBuezT+QncGyUc5+Wx+l9PKI6jp91xFK4kUfqRyMEnvIDdvgtu5GFb+os6GZmB6t+eB48dYbij9cHhwCWxnxtlJEscTS2v0rHRj4h16wlWi8964A29wo2ZOFt/Ixz3j/clo6RvMbr0//onMdgFuMvcz7LCPgyo022evnq+nB3exc+08kGNf3rQPvBDszk8IoifVOV36ylmz4YC/5aLvY3Xd9vapXX1PHTteqF2wCFe0E2owctuT5Grymhve1rNtjHkpWFnmueQkxy3XVIN/F7bbs85386O7XTvhYPlCPJ1R7Imjar1h7FK28HturIHx97vv/U/b3aCp+I7MnDt9EseUzBJXntlNZ140KSAQb8dis0D1/kjh6bcrlHfsjaDO36/N/723/93aU3BwrEGC78NxWHWYpIjqAR4lFFy5y7xhfE1H38mOhGh4EltGCimhHgTsrnKWzyfPgx4AKUi/KZ7D7pyTUFT83cayBLQXrsTpt3Q0DbEQNS0zxZhGvO89Rr4DpCTFVlnZLIRCf3Hg7AYarT+1YIbVampzrQBONABCZMlkPGw2Mum69a7uPArS93wQ7MWqhOyW7cbvtwJLp4DF9x6dxfHF7fvE6Plp6/ukkjSao+w1IbQnSBHk+Eg4N786PTrDZ3Z5LQe66Tr7p7AQaIoNrLFmeaGAX4GcIuqIefj7e3nZ4Isl9+8aPDl5lyf//d9+E9vfbdw+F6/fqbhlpKAgnHi29MgwoHVBgHnOmxHPLQh+bLqwi4/G45Pp665pe/6kn+KHfKnXKtc6i12nBmys3O6pnO98kxuHDThpbRHjjHBFS0dDLBR2+rzJNfMlJU7Re94NObFZtXo5cJ7BPg0Jqn/NoFoZWhOb4LxjQ4iNJoNdxZP33MUSOjlXM7s3QuRMXjZfEZKIS3vrqXoAA9DxaM3VdiWptULRKnfPo3tiAiBraeeysFbq6V9bZ4Jed9MOGkueBHxR1Q108ZpW88cMSInKztkh0FbkErnhqI2CYwkaoM76Dbeuu6LtOMOZen5UNd8ytPvCjnyNRZTf9WPXYof6GS4/zf/8N/4928LTFIFfYorhFSxR1pu6icvLDTfOhrrBamXvCXqZ2KdhQibTI95/DZIbu2LXALfhaeOcHDXaZSIn1p5LQqbp4EmU5tKI9DB84az0xLRmTOYmpymgi+FaeXvrrRk0a+ONSiVDj/w1H5pAY+tKfxTfCbgHoqb3WCLmzlRfDKVNq6BQ+3gljEAAAhK0lEQVQOvr3A77jYH2WQQrSOvfhPjcS0MVQZSv2n6KmNOBbwBNGnzK9NOVOs4ZjKoff4YPuKAD5PLacDImNkChs6HjLPQnFSBR4nm7EfoNSL3Op0Klc5cy0Q8IDkff3+Q0Y5H5OtYSufBn2XKQy/Ovd5qjjdPCgJbg2aKi8Cn4uw0FQec4y+9yGts0YTerY6zLRpgshMoycNfyvluviT1TXa5SPSPo9PTwCBz123qyhUX7uILhuYKnOz5z6BT60yFn5wpKwPAueu8OiTSoci2VbTV+tyX5w63lS0NQRfbJsL7PZ+ArM8MMFPJngoUTq69/jTbGVBE5+5D17y1acwuPjYuto0doH7fex7vApKxRNY5w3TtWryLnZc78Y9yzqDZ1LyAn9Km6ZoPFSa72CXLnEEbNNpIFvleDjlY/RTSzQ+TRsi45Zq8KyrY92e/6v/6D/8rHfnxLNvTYPJxCADisc0qP4ye9ImPhE0ClnnpzQ+yLsQrvfp0DyGDB54seVeSJC2IFgrUxV0CRKH8Ctd0UDv5XOS0q4j+n7spwbJywQvi6QXvn6S8j6ZhIdC45wCa/lIXs2bs/p9UT75goNA8enNVT8XBZefBAAXgFk7SOM3IuIAxy0KDBW2Z0yRIX+uBI4OrZM238fE4NHLPCgg55TNw4zgiv662Jvpiae6HcsFxsjOBhQ8u25jzRlPAl+aYHVzbgSSZL8hnjwdtRi/ZeQI4PbWnn6mPcdDAgmYz2fXHa2lRr836KndVRfrM+pJvXCeaw12eOhXX1Lm4wDliV6qp8gW/6EF7jyOThfCuCnQyD8/cBRaoQnPtk08LfzER1LuXr1gGPsHZo80jg/8loyXGQH1gUPdcWzGV7yhA7+9dvDxh6k3Z4qRX0QqJ/9zePRBgUyQ+yNhZxn5eh2OX9Y28dUoqD58ZzKJrp89gCt00QvS4t3jHnTls7Pg6HXEfnwieWTTodHjxs93Z5TDJzJF46fB5ZUzcH2wxD+IDO/dNGhcj++tfBdJRpC1U8t0quEP28mDY39AQZkDtdO03DqBbNpoZU7a8B3FJ3XCjMaOyIgkzf/PaS/BpGbPZ2nvo8eNe3gng2kv/o604BfsktjA/UMcon62A3+FSxmfr46tAY9/TvngasNIOv/Hf8vHEAD6TY4IXwKQW0zN5WKgaQW93qMTJfapl/sQfkoj9uL9VbcPeFztPdZcBbbCYa71ljEpNfU1XnltaG10+EtZym0hkeSho7R0c1Qh4duufY1OndlwGtgIOAqdeo5w2nv5/QvgN7fvy6/tQEYpIHa5EeTFTRqBABE+NydgOKaEH/D0ybab1j6ee+BpCIFoPWfs6fHxVfhcz33S0jWZpP6/qhZW5dINP7nv2l1BdF7cPCnlcx0+0nD1qmDq/NG1L+K8fPW2Adj+OrT64ATuJHijSIgGd3kZB9QxMKcRjVF4Ry50njLTThdt8MkfXqCNT+TeeX82TFnzpkKAxsYaCpx9eLTg+fieCcz/4YPt+WwaYteKAzd8TIdgfVh9I3E+wTfA9n4MlgznAOawtNH66Qy70O4Pr/EN1q6NAt7ZBp4SIRpw+EftO6kj09iwnacMeENHsOwSyQrI8NaX89fRS3Q3o7XUCn7XncqRpfrCr7KwGRzW4MYu+5yrnFy576fccgODVPXlKCx64aX5ua+elpdLzVv6L5KT1Dxnfy0Pb6WfANiiXb5orYT/uVfC351cC+zjl+RsCt5Gg5R3hqaDiN7zX2mWt4V6j6CtgUulkHu3lWPJL5V+DrjPEPPRxzpLCQ/yp8epgF6j/0kPAGyQR1kibHjs1NgvqsXpOxOKQJYyyrwKqT+jgvS0nvgmtDc7EmQwkh7UJ9tfhXpMELj90cwHAbG0XiRAX/U7fh4IdHoJfRWXi+DpL0HViUNrBy248ZfDw5dtDDzpgV++fHX4+U9/fnj95m3rPpp+EzppXg734y+zTpTqre9QH1nJ/daNdHqtz5XcqzPvJA/+6blCJ7z6YaoMxZrPqEbj06hXA1t8Sx3FBsX01hpUgis8uaZfsB035Jo8pulGOM0PLh8HQO/HP/rq8LOf/vTw+vXr8vDcfjlzRlcZCc7a1OZ5OV5cpzyFX/cCXflLZJD/o9dfHr58+0XzNs2AdJTUjb/lb3TUjwfgMQ358f6pwbg/kVBd5Ygyus6c0XDtujoG0tf2uaqmI2NHi0aAgWMds4X6XXRRe+S6tcLneXyTzhIhAjmBSuBTt7ArdXSXPMDF24AR/YTOwLOjQ37qRW/VEX3FdvS4OzGds9Ebf/cUOiIHx8glNTjWhnPQG1Y2P/IE3Cb04yMDgx4cZI/lK8ykshF5dxsun+U77TQj3MLAr0zA5teL3uCda7KMPKmfM7+0ZzQVUg9M+Mk5rbTgu65ORjGO5jr5pQFNcsOgzpS1iju+1k/AJbi1HS67+qI8nR79IoekTLq8MJPJaDIj5aCrTntEVnrecoyaho/GrPpTDKPxUeLCG4YyvUqjqNIxvZjf5VVIoJR3E6kpwYuMojLqu/v4caZ1IBCmfOfPMXZ/UpISCJ/pc5i9SGP84kdfHn7y45/1KdpDeOr0gGtiMuqj7Ie794e7k8bxqOFoQPnj7MZod8Hd6UimM56cbWFt0O2u/mhjeEmwCx0w/fJxcDWICAQ5S+yAtuRBC55aN6kjzfDgfudFW8dryfW84cJPJuB+MtX9PIGO7qzl+AJL9zXp6XOmGtoz0hAA7qOkx/bkg39ofApPE4jHCYI3eNrgUmx/nq0ckayDD3JZkwPvt2Tp7mOm/t/+2deHh9vbtic4bRKu3TMBtzarkXhH2GK1rQrK2a72WYeHQhdpUN1yko6sb1e8vBmewitaPk3eaVyujfYft09w8FFx6gYHB16p+iNLuJlAnOvo/TEVavvKHRT0ZKZg42+HFJHXKbj7UKLahM+WIcSCL7kCUfkzZqXH5I1mq4zaYtaUkhv+HxKg0fRzCjohdVgdPkG2eONfstteQsvWEDML7YFdyAG7Doqe6910twJHP8WFu9Qv/2ivVH+J/8DTzjP3AiBr7fLiyq16jsrZ//kBnu1eIGdajICWdgCHbzk6dr19tJM9djp40bbiB/LiYP1CELrBzY7dz1e4SUbslk90wmw3YgV388kZHws4mXROeKte+VLuR8cDR7E4CUjtK0+H6ktQX/347eHN25t2ygJnUdBPXGQ/eIVLncEpI7T/8d/4vXe8/ybHDCPHWcYoGs5qlGtUlJL5v7u+sbgUFWTdsR4J+7NzqTw9n7phPPn2amnaT/2hTtjPDreZmr26fn346quvDteZkn373XeH+w+3USb4NDQKQ9+IMcZ4aQe9QIH5nB/KZ+4jY8xnnBB+4igaas4MjoeudTBCznjp1CVZ7+/vMvK4P3z48KEGSvhbvXzBgztG4SAroNcJIi+ZQU3vPQqtkXo/afQ2Su90JfccRcDAk3xYqsPI4UmfEW/rRt+jAU4Ynhky59LIYVuBPkhw41VP0aMA99lXkPGQ1m3/WN/3TUPzwKeBIh2BMnQ80f32+29jj+giMrd+6PahS5qNnzPQcOYX9zW26AIXGk7uwZMjsSgdQugfrlM39XQOt/eH9x+/O1ylI+rTdr4RLw+r5VnAh0O8I8vl9fwoFwAa5H9w9zU0tkqjO/gk1aJvTVbDNOqnP9B03Z+4TGdhDRet8z4l1enywfmpT/gFDcvbD4Htj94HT6fs0UO73tgLbb93bCqesDuk0xlxD2t5fGV+vzcngUBvTsb8ccgZxecyAHRwz7/SoextUU3xLVO/WL+0+6muNtDAJJjaUlN+w49knyrZgrX+eZmAyK68aFCmHh/BQ3I7hc65bSatQxvUsdmxMcsFOYLgIrMyb1XUPou3+m/s2VFKatO3t7Usp3TqnCh0KYCmNCLUBnG2QA59//t2pZEfVWijOigBzwZ/T2u1HQGSTzs5z5Sf3d2Hh8QTl/iZpZAMCFKvmvFQyawwnbRZq0/d6XD6vYLUsT5MptFJ+InfCPhtl/k7/wd/86/0c1jn6T31aqNFRRZ7ozgOAklyOWUbLWRFmOtlcIQ+RVgNhkramAozxCmcsO3ZaiwBtGIlLy6XhnuXQPT9d9+mdJRZh8Aoxw7o1VWMlNFickOLUQ6HDwkmjGujK9XDZ8Edw4Jfex03EqUEuRyJwu1Lo7DjVCK06KML+hwxQLvH0vsv9dRvJGuYzUgiT8VbqXInr/kLfqYIMXARqTl0yAM/3QFV174wsBoIwvO3adNS9BJoMo6Dj45dzdpOAJNFXp2FdcLKEFvb54YpH8rsKCJIjcx4Mn3B5f+Z3qZu2WV/ATE4F7+CluDrienneDaV+e0PP4a0+S1NqIOkrKfR7NEsjYynBy6n4pW7ymqTXLVz1hY1fvWLL2VkVx45K3PyJoDjPviKOg228uBdRDKqLGjsH1y5NmuwN87Kjy5HgK1PhHc+8enhPg0RD+M9ngJT12xUh+OZV8rqxvzkG2XyH0c7jODvmxLRq/XZPsCpXjLmzpn07aCTP5ylhLz+QrBtQXbl0idMgGwUhor94NwA2EDTdXWHZ7DTbsJZ9eXzb3y8Nlu+KbUKdK6bHd61o5xti4pmkpd6AbQWf/h0Z/aadFJRjMC7a0jyb6bytchzW4Inf3ygo9Tk46llC9e08ZyXju7S+z7muL/7eLi9yyAmNmpKWdelk5YKSh8fS5Dq8fwf/0FGgAgLQiItBVLyAsqt//MXZZUJGRSIwahvBSDeEDWGYRtCTT8pB1hwpWw+a42oRjUOgwHDYKOrj7cfD3eZklkQT5Msx2WwPR9aw4+9Q4TUWGvAty8PV7ZacNIQ8D5KA3bozlspOE5dXVASg4Mdfg+Hu+TokTxVplw68DBohuepSVS1gkiDmIY5vNERB5DfvNyjslgd+KXHCtSEb2UcaXiDUYOZUcRAdVrgPs5geglo26VbIHLf1wDjPWlKnVpWrzmM9gD4G12NbvpQIYcAGcL5P3+xU7lIlqO6kSKge3qunWGrM8iPDaPP8Qk8CBYZXYRPi9VdpwsfZGxPjF91BKjk02ku/BccuYqdBFFfscFr14YCP5un84cRMrKhyrmv7ekkOOnOFqp+eSd1GriKPWUuNJbSyzkZWKZreHz6f2gBo1cw4TEjC7jZd6bVLJW/qAv7HbXQgCquwgw+6bzsBgd51Wz7wG+u540T+pSPVg7T4iCqvGm/nSZHh9bCqn86GYFKpym40fIBWtf+pDbwXqd8GJtBhMIjlCo6tvBHZ0lKOvIq888J3SOfvQnKdQbK75pktXOECc4c8gBFFmqWi5/qytOp5HSJosLRL5sa7c0IrVVbi6fRH5yjZ4OU4qbXwPryc3+pMdDK2pljUp3cF0vqzixDibLAdlE6wH0SGGHq7EEoIdB806pjngYzZakeeMSmzPBXNB/mTTFSZmvFwtkjSip8GjZDG94yvoZi7n7FEfLXviH1jCbQqKMtWsUdvqXXb748XL951Y94UvR+g6MLnIHjxEYWepqFdXCACa9eGuf8e6f5ToIEZVVh674NOakGrPyT3O8kfx9SZU1yr77D9ehk+GojXvB1hAaa4NXw2iDC+aJRON6UozgYHlA43LrxheS+d7qMrOYEr4SRysNuEyi6ZnjCk2Sa4V4+eGcJ/i1PH04EToDV0TS45n4vrBcu9jgG4Bz72pmv8a3KkEYwD3b4Qnjs8kU61thwRgKBMfyrPp5xkQl/fGF/saWwi57rsNmjPDm7ob9fSmBDJFejw+bl2F9Z2Qf624cchUv+M08/9I2Bi5/nWDnNK66k1l3B8aJT0NBnueCYzuk57TrSfiAgFRbNlIM5hZNgLGx5eT5Oedg8n/K+8+m1I91ct15RDY4N16T9x36nOCYFNjDgjrDJO0196Ln8OBo54tjwofoDvh2u+/GOH+Ad3tz/YMaaVD9ePMPvOP/Hf/MvvUOQQv14jsoCh60N26ECXgFakZMU6TCI3SKWnQCmZ9GT+P6ae5F4v1/c16+S0EqHPvgXPUNoIx2oINOT0YHeE6PehW3PGRTzWw9p8Ll++dOvOn23bqgRNehyRPXC3fTU/DYNlfDBUc4nO9PsOF6IzpTOAvFSvIbnIuf2KNz+RHnBGFTR2+Jv52scdFZ9pcV5rQ+e4R1OfyGaKvKfNOCMCny5GJ1mRreG+HsaqJHX6XKPRkdWUaip74S5ob/f1jDVutdxhd/9FZqElPI1UaDkJ7HL4ok86nd0Cm91bPrI/cYeerjKgb+UF2edd/J2IMS5PW1GZ4VXNwgKnvPeBqLjg91dLaPc2b9U6iuIwd+10eQZQbVedALPzfXN4dd/7deLx37O/aFNo+ThQh0j+hXgc6YCNGnuPvIb3dR2KQ61TH+D2xEcHZmqF//AfJrgkm9swT/wUhspp0O0QrcNEQxKsRcdmNHooGAi7LkdBuUktMM7UuIzDNN2eHHV0gNAdam6Mk+6NITSUXediyfXOXdkTM+Q50ANb1JlSMI//yGDQK6dWzHcOtSMQLKNM/3SjzZRObfdl/5HvsDHn8ixR2RsWkxlJXXDaCnITxX+U3+RG94G5/iemVntmqLKUvngi3ia1Fw2jVz1aoR6bB6VOKqjAsOVYyulyJMAS3BpQnM9zrIVZ/Sy4ZyheEzvvnv5rr/UsAMzPWGA4lBV1jrQFmSq+DSs7VSlU3rcJOIw5BLE8Ys//eeH737xdV/PEjAEhZEClYHpIRiFhc3H0nel2jCllXN5yQFXYVs2DVZyHw4Hft2fnqWWGNmQKXA/aCTwg03+zetXhxdXM4Khr8KG7IxqcuR+421PnENDOT4sUW5UlNvUrKN//GgheL1JUylHDuV74yo4aU/pJ826rcNT7m7bCP4fpjh+O6rh5dn+daWe3Y9uJm93lvt+jx4bYOMP/aJLdLJHvnYVdNQk+Jaf0WFlXez2W4e59sTZNp5Xr15VX/0tiGW/PqlNBdfwuJ6tKMEJx4l/FCY6ZK9df5f94NDFRRzX0obd8CP32MVB3UaxmPVgq19LMZpFLNRaL+X02LTOHtZ1lphkYjeTu+RHZ9XxAieTTndsFbTJK+1h75g6mnbgKXbjG87/ogRmdxLSll2bZiHX+M5/x/Itr0MqjuplbLj1o01Meq67DzQHBx8bPzo9ZufF8LXzpKkz7XHTl5T/cp5UXozkg+/83/2bv/eOw4mOBYQUcsoKMKU28OTPfYMlI4Hv3zgW5c7aVAJYejs9sjojMEZEd6NKPRHjDw2YQXZhNRpog1p0Y6XWk+PwUMS3xHJ18FUMW1c+PmTkl5Hbp4x4utE18ISz/cR3OUI0PHufNjjItvDv/yx2dzOqsiTbKarcCIp1fPXRfDjASZ1Xw00+zWhEHeVAGGZJBG4IxJDBPy+qZxQSeReZ5nnI8fKrL6Ov88Pd7UNHfdYyuuXGiLAOO/wYWVxkellt6tHRcur1OAyteoroI6U3Fze1gXUR/NS2OSxhWF+KtkdGQZOyG+BtCMF/XexZR83rDVTzH1vDCVNkKTycipMX1pXU2Ua3ob3qlO9Vl05c9+F4+cs18ACRx95PePmWJ75GUPC0Ees0Ip7RvQdot7d3kTf2QSecwEWS4o2M5W3x0MucLR/QBk2MpBlR6Xj4RSp0Ay4e95mP8pfiMOLVodOBzg3q8JZj0xgdKwivLyzxXB19BYQN19J8hy+QsZ1U2+fM7yqzTHamlxxq1zfKG8nCQ2hNw4nO4ZdNCOQqJT/53H20i9naR9q6145H8Gb3jBYc4LUnegK7g5BrunTeFWfENxoFw4b4LZ6k4sxRdot/FbCt+9Qn28qdFBj2MFtLoYzhh1/kjl+MHHQiBlTz5XtzRj7+2L+cEwD/0rtmLEXstNeMcFhBcwl5n9TlniN0fSQO1GGwMnC0jpE4kEr7C7o76UV2YpAymGlNIYyQgqvrIJ9jdMIuvPGUVMZ07uP1nP7RRsxIjmQF19g7MtAncqL8F6X3Lrg61aHU3BpFfbKtIzi35L6FZvSl5+VUzpy5W2ciEz0YvYyTCx0JasRM/lFGq9gN+u4Dm9bMaALROMKk/ZWLz5l2+IiAoO2X6m6urvoNN0GwT9YDW4cI/nniSH7rfuE92fY16s19NCG9QOwTnGmU16+8yxUHf/RVbbBhFN3gfAqP3QA63reSntqEms4zOkD7nPuizcYBiVxgaliBtI0+BWQ+BlK4khY993vEMcEMAB7pZumOeVqPbjO6jY06HQSb+/pAcAizGeb1m353pqYhfZcO0I839QMN8S1H62UETCfknq0tk/qgKGcdpTTfHA8jAdCMGpDSCe4vEnVgoNEIdHzvhVffwsmL+B6+0YpsrtmUPB1ZLX94sn1LwIkfdG9lfO48uHEJ9rOn8Hy4E066p2M+nLLkbt2we9tGcHpA1lI+gWd+QRnu027UFUDrb/yBhHAELz2000ku27adJpUXx6rXNypCHGSDaW7lu4YvNz+oN9Im8cMk9m6HL6swHCj24CfFSiZLE4FXRGX5WxuT443TXshYuuRLmras/qLowRjclppKb/Q0+cMjHOrpWE2x6VQZPZ3/o7+RAJig0cIg0tcouIixYo4oP0iDuPRyBufoY+yUbcXgSxgTGNtfpUFzRiOfkCoMJUyjcU2o0PXurxEJZ4suHoPcRmHBiZNWVYve50YnPS68UVYaYR1EcLHmGKE7HXQOfu+Belezv1aH9+DaU7b2Fp8YgIIEmygmZV7tI+znS7hSnYA1gmxWwmsCTi67ITgNkYLpTHpxuApP9eg67id7zHIBjYbRhgc+kVMw/ZhgZgp4f3d/uIY39+e+WhLdXWlYEfnY6USzXcdMumgAS1Agm6MDkfPDVQ7fS7w+93vCGVHek4tMcYGcLTZffPLgJ/yGj9oy9X3/kHieimpgPhPm9ya6pDCbKCtQlzNyF4oIEqqyyGnuktXHIjRPtNvgMqpqQMkIrd8QDD6DtY6uQ+s8tKbhzzrwhLvUjU5qq+jiIXJZz9Nh2vFvT+Nj4L0H7nNK3SFQO4ZnPsR++I0uPWGmu35hOPqub/Kb8qy5hen86+onHYYneZWD6JwhOf2OHD55eQTt5nPcWpuMnEZrLNWBgJT6RmbWigU3T239zKu1zOo+nQK7np3ZshWJ8RR9qjMzgKAIXJdCAjkyClATSABMYEwIza12ox7e1dNkcFj9C7IZkGgHOmVBKiAjx/IjlpSCIil8BJY/wAWua9NKIo82xS/Vy38LBz25xTue5xouG6d3VwQHLvtdRp1OcYBJ5xcZtVkw/pv69eB+p1B+AyJ/4q+R4zHzPc8RHq07B24vddCPwRKdaEeSWVvba44EwL/4rhEzgJBSdJnIHwPJd6hbgVzID7OUxFlH2JkOYo85uPhurCeVFqxMODnzdUse48RPEabDLZ+ET4NsjWRV2PRUPuYogLbhBIxzc5Q6MpzKFYRGAxv+8KwwNw0+wdVGmbo2lMZf2uM3wBAmqcEwePrVkSqZQ+rd8RFj5Rqq6iUwZGqv36wQFaxHyIqtiunumU2tDVADUxniGKa7piUeXFxZx8o0GG4Gu2cTuOFLo+WSUVbl0uv3UNZ/E/yp8UW89mN/DpIjqB74nOEQrzRa+R5UdX1THY05TFFJ91kFUT9V1Og6SecUifOnAY5zqSs98xHc+d/9biB8wtno3bnOniQo5F9Kc85fJGjQQ9seRa3aRwr66ljsnOavJWSaf991UDsHHh8yKotwtv/AfZfOpE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","soundbankIndex":47},{"name":"FF7_Hurry_UseSB08_v3.mid","data":"data:audio/mid;base64,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","soundbankIndex":48}],"audioSelectCode":{"code":"; Customize the background music used each turn!\n; This function runs whenever the board music starts playing.\n; Custom tracks you've added are available as MUSIC_TRACK_INDEX_#,\n; e.g. MUSIC_TRACK_INDEX_1 for the first added custom song.\n; (If you aren't using custom music, then only MUSIC_TRACK_INDEX_1\n; exists and it is set to the in-game music index you chose.)\nLI t0, 0x800CD05A\nLBU t1, 0 (t0) ;total turns\nLBU t2, 1, (t0) ;current turn\nSUBU t1, t1, t2 ; maxTurn - currentTurn\nSLTI t0, t1, 5\nBEQZ t0, normalMusic\nNOP\n\nLI V0 MUSIC_TRACK_INDEX_2\nBEQ r0, r0, end\nNOP\n\nnormalMusic:\nLI V0 MUSIC_TRACK_INDEX_1\nBEQ r0, r0, end\nNOP\n\nend:\nJR RA\nNOP","language":0},"additionalbg":["data:image/jpeg;base64,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