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0x27\n; 0010 1011   0x2B\n; 0010 0000   0x20\n\n; Skip checks if solstice event isn't happening.\nBEQZ T5 checkCycle\nNOP\n\n; Extended Day flag is 0001 0000\n; Extended Night flag is 0010 0000\nANDI T7 T5 0x10 ; 0001 0000 bit mask\nBEQZ T7 checkNightSolstice ; assume extended night if not extended day\nNOP\n\ncheckDaySolstice:\nLI T7 0x1B ; Night bit that should end solstice event (day)\nBNE T3 T7 checkCycle\nNOP\n\n; Remove solstice flag as the event ended.\nANDI T3 T3 0xCF ; 1100 1111 bit mask\n\nJ checkCycle\nNOP\n\ncheckNightSolstice:\nLI T7 0x22 ; Day bit that should end solstice event (night)\nBNE T3 T7 checkCycle\nNOP\n\n; Remove solstice flag as the event ended.\nANDI T3 T3 0xCF ; 1100 1111 bit mask\n\ncheckCycle:\nSLTI T6 T4 0x03 ; is T4 < 3? (covers the first 3 Day bits)\nBNEZ T6 iterateOne\nNOP\n\nSLTI T6 T4 0xB ; is T4 < 0xB? (covers all except the last Night bits)\nBNEZ T6 iterateFour\nNOP\n\n; Reset Cycle since we reached the end.\nresetCycle:\nANDI T3 T3 0xF0 ; 1111 0000 bit mask\nSB T3 0(T2)\n\nJ setFlag\nNOP\n\niterateOne:\nADDIU T3 T3 1 ; iterate Day by 1\nSB T3 0(T2)\n\nJ setFlag\nNOP\n\niterateFour:\nADDIU T3 T3 4 ; iterate Night by 4\nSB T3 0(T2)\n\nsetFlag:\n; Load the board ram address with the convenience time flag.\nLUI T0 hi(board_ram10)\nADDIU T0 T0 lo(board_ram10)\n\n; Convenience Flag\n; 0000 0000 Day (Dawn)\n; 0001 0000 Day\n; 0000 0001 Night (Dusk)\n; 0001 0001 Night\n\nLI T1 0x00 \nBEQ T3 T1 setDayDawn\nNOP\nLI T1 0x01\nBEQ T3 T1 setDay\nNOP\n\nLI T1 0x03 \nBEQ T3 T1 setNightDusk\nNOP\nLI T1 0x07\nBEQ T3 T1 setNight\nNOP\n\nLI T1 0x10\nBEQ T3 T1 setDayDawn\nNOP\nLI T1 0x11\nBEQ T3 T1 setDay\nNOP\n\nLI T1 0x17 \nBEQ T3 T1 setNightDusk\nNOP\nLI T1 0x1B\nBEQ T3 T1 setNight\nNOP\n\nLI T1 0x21\nBEQ T3 T1 setDayDawn\nNOP\nLI T1 0x22\nBEQ T3 T1 setDay\nNOP\n\nLI T1 0x23 \nBEQ T3 T1 setNightDusk\nNOP\nLI T1 0x27\nBEQ T3 T1 setNight\nNOP\n\n; Don't change anything.\nJ exit\nNOP\n\nsetDay:\nLI T1 0x10\nSB T1 0(T0)\nJ exit\nNOP\n\nsetNight:\nLI T1 0x11\nSB T1 0(T0)\nJ exit\nNOP\n\nsetDayDawn:\nLI T1 0x00\nSB T1 0(T0)\nJ exit\nNOP\n\nsetNightDusk:\nLI T1 0x01\nSB T1 0(T0)\n\nexit:\nLW RA 36(SP)\nJR RA\nADDIU SP SP 40"},"Set Backwards (Landing Space)":{"language":0,"code":"; NAME: Set Backwards (Landing Space)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S1 32(SP)\nSW S0 28(SP)\n\n; Make sure this is a landable event on every space that is effected by Day/Night changes.\n\n; Load the board ram address with the convenience time flag at T0.\nLUI T0 hi(board_ram10)\nADDIU T0 T0 lo(board_ram10)\n; Load the value at T1.\nLBU T1 0(T0)\n\n; Convenience Flag\n; 0000 0000 Day (Dawn)\n; 0001 0000 Day\n; 0000 0001 Night (Dusk)\n; 0001 0001 Night\n\n; Check if it is Night.\nANDI A0 T1 0x1 ; Bit indicating Night\nBEQZ A0 exit\nNOP\n\n; Get current player's next chain index, get status and other things using an offset.\nJAL GetCurrentPlayerIndex\nNOP\nSLL V1 V0 3\nSUBU V1 V1 V0\nSLL V0 V1 3\nLUI S0 hi(p1_next_chain_index)\nADDU S0 S0 V0\nADDIU S0 S0 lo(p1_next_chain_index)\n\nLBU T0 0(S0) ; Get the next chain index.\nLBU T1 1(S0) ; Get the next chain space index.\nLBU T2 4(S0) ; Get the prev chain index.\nLBU T3 5(S0) ; Get the prev chain space index.\nLBU S1 6(S0) ; Get the player status flag.\n\nBNEZ S1 exit ; Skip if player is already going backwards.\nNOP\n\n; Set the player's next space to be the previous space.\nSB T0 4(S0)\nSB T1 5(S0)\n; Set the player's previous space to be the next space.\nSB T2 0(S0) \nSB T3 1(S0)\n\n; Set player to be going backwards at Night.\nORI S1 S1 0x1 ; Status bit for going backwards.\nSB S1 6(S0)\n\nexit:\nLW RA 36(SP)\nLW S1 32(SP)\nLW S0 28(SP)\nJR RA\nADDIU SP SP 40"},"Moving Gear Warp (No Duel)":{"language":0,"code":"; NAME: Moving Gear Warp (No Duel)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space[]|WarpableSpaces\n; PARAM: Space|DropOffSpace\n; PARAM: Space|CurrentPlayerDropOffSpace\n\n; WarpableSpaces is an array of spaces that, should a player be on any of them,\n; they will get warped whenever this event is called.\n\n; DropOffSpace is the space that all effected players will be placed.\n; This space has to be an empty space, and must have a chain of at least 2 spaces.\n; A good example would be to drop off the players at the Start space.\n\n; CurrentPlayerDropOffSpace is the space that, should the current active player be warped,\n; will be placed on. CurrentPlayerDropOffSpace must be an empty space (likely connected\n; to be after the DropOffSpace) that has X/Y coordinates identical to the DropOffSpace.\n; This prevents a duel from being triggered during the last 5 turns because of the warp.\n\n; This code does not handle situations if you set the DropOffSpace to any other space type,\n; a bug will happen where the player lands on the DropOffSpace rather than the space\n; that triggered the event, meaning they can get coins from a Blue Space, a hidden block, etc.\n\n; Default behavior is for landing on a Happening Space.\n; Look up different screen transitions, and set them in the line at fadeOut if you want\n; a screen transition that isn't related to Happening.\n\n; Credit: Code repurposed from various warp events created by Airsola™ and MarioComix\n\nADDIU SP SP -80 ; Including 4 byte pad\nSW RA 76(SP)\nSW S7 72(SP)\nSW S6 68(SP)\nSW S5 64(SP)\nSW S4 60(SP)\nSW S3 56(SP)\nSW S2 52(SP)\nSW S1 48(SP)\nSW S0 44(SP)\n\n; S0 Current index of space Array\n; S1 WarpableSpaces chain_index Array\n; S2 WarpableSpaces chain_space_index Array\n; S3 WarpableSpaces Array Length\n; S4 Player index\n; S5 Float offset for X position\n; S6 WarpableSpaces chain_index at current index\n; S7 WarpableSpaces chain_space_index at current index\n\n; Fade out and remove the players on warpable spaces.\nfadeOut:\nADDIU A0 R0 0x04 ; Happening (?) Fade\nJAL 0x80062050 ; InitFadeOut\nLI A1 16 ; 16 frames\n\nJAL SleepProcess\nLI A0 17 ; wait 17 frames\n\nJAL PlaySound\nADDIU A0 R0 0x323 ; Cog spinning sound\n\n; S1 contains the array for chain_index of each warpable space, starts at 0.\nLUI S1 hi(ArrayChain)\nADDIU S1 S1 lo(ArrayChain)\n\n; S2 contains the array for chain_space_index of each warpable space, starts at 0.\nLUI S2 hi(ArrayChainSpace)\nADDIU S2 S2 lo(ArrayChainSpace)\n\n; S3 contains the length of the array.\nLUI S0 hi(ArrayLength)\nADDIU S0 S0 lo(ArrayLength)\nLBU S3 1(S0)\n\n; S5 contains the float offset to place each player model's X position.\nLI S5 0x00000000 ; float value for 0\n\n; S0 is the index to be iterated through for the space array.\nADDU S0 R0 R0 ;set to 0\n\n;;;;;; Loop through all the warpable spaces to see if there are players present.\nloopSpaces:\n\n; S4 is used to search through each player index: [0, 1, 2, 3]\nADDU S4 R0 R0 ;set to 0\n\n; S6 is the chain_index of the array at index S0\nLBU S6 1(S1)\n; S7 is the chain_space_index of the array at index S0\nLBU S7 1(S2)\n\n;;;;;; Loop through all the players.\nloopPlayers:\n; Set the address for p1_char under T5.\nLUI T5 hi(p1_char) \nADDIU T5 T5 lo(p1_char) ; we will use the offset from this address to get the other players\n\nLI T6 0x38 ; load offset between player structs at T6\nMULTU T6 S4 ; multiply offset by player index\nNOP\nMFLO T6 ; store result of multiply at T6\nNOP\n\nADDU T5 T5 T6 ; add player offset to p#_char\n\n; Check if the player's cur_chain_index and cur_space_index match a warpable space.\n; T1 is the chain_index of the player.\nADDIU T0 T5 12 ; offset for p#_cur_chain_index from p#_char\nLBU T1 0(T0)\nBNE S6 T1 ignorePlayer ; ignore moving the player if the chain index is not equal.\nNOP\n; T2 is the chain_space_index of the player.\nADDIU T0 T5 13 ; offset for p#_cur_space_index from p#_char\nLBU T2 0(T0)\nBNE S7 T2 ignorePlayer ; ignore moving the player if the space index is not equal.\nNOP\n\nmovePlayer:\nJAL GetCurrentPlayerIndex ; event triggering player index at V0\nNOP\nMOVE T4 V0 ; store current player index at T4\n\nBEQ T4 S4 isCurrentPlayer ; move current (landing) player to a different space\nNOP\n\nisOtherPlayer:\n; Set the player's space to the drop off space.\nMOVE A0 S4\nLI A1 DropOffSpace_chain_index\nLI A2 DropOffSpace_chain_space_index\nJAL SetPlayerOntoChain\nNOP\n\nJ triggerSound\nNOP\n\nisCurrentPlayer:\n; Set the player's space to the alternate drop off space to avoid Duels.\nMOVE A0 S4\nLI A1 CurrentPlayerDropOffSpace_chain_index\nLI A2 CurrentPlayerDropOffSpace_chain_space_index\nJAL SetPlayerOntoChain\nNOP\n\ntriggerSound:\nLBU T6 20(T5) ; offset for p#_status_flags\nANDI T6 T6 0xFE ; mask for all except last bit, to remove backwards bit\nSB T6 20(T5) ; store status flag with backwards bit removed\n\n; Play the character's cry sound.\nLBU T6 0(T5) ; load character from p#_char at T6, treated as character offset\nJAL PlaySound\nADDIU A0 T6 0x287 ; Mario despair sound is 0x287, character offset gives other despair sounds\n\nJAL SleepProcess\nLI A0 30 ; wait 30 frames\n\nJAL GetCurrentPlayerIndex ; event triggering player index at V0\nNOP\nMOVE T4 V0 ; store current player index at T4\n\nJAL GetPlayerStruct ; player struct at V0\nMOVE A0 S4 ; player index at A0\nMOVE T0 V0 ; store player struct at T0\n\nLI A0 DropOffSpace_chain_index\nLI A1 DropOffSpace_chain_space_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; drop off space index at V0\nNOP\n\nJAL GetSpaceData ; space data struct at V0\nMOVE A0 V0 ; space index was at V0\n\nADDIU V0 V0 8 ; offset for X position of the space\nLW T1 0(V0) ; store X pos at T1\n\nADDIU V0 V0 8 ; offset for Y position of the space (from X position)\nLW T2 0(V0) ; store Y pos at T2\n\nBEQ T4 S4 centered\nNOP\n\nMTC1 S5 F0 ; store incremental X position float (offset) at F0\nMTC1 T1 F1 ; store space X position float to F1\nSUB.S F0 F1 F0 ; subtract from offset\nLI T1 0x41000000 ; float value for 8\nMTC1 T1 F1 ; store right centered offset to F1\nADD.S F0 F0 F1 ; add right centered offset to the space X position\nMFC1 T1 F0 ; store sum at T1\n\nLI T3 0x41000000 ; float value for 8\nMTC1 T3 F0 ; store offset at F0\nMTC1 T2 F1 ; store space Y position float at F1\nSUB.S F0 F1 F0 ; subtract offset to the space Y position\nMFC1 T2 F0 ; store result at T2\n\nLI T3 0x41000000 ; float value for 8\nMTC1 S5 F0 ; store incremental X position float at F0\nMTC1 T3 F1 ; store offset value to F1\nADD.S F0 F0 F1 ; add offset value to X position for next player\nMFC1 S5 F0 ; store sum at S5\n\nJ setPosition\nNOP\n\ncentered:\n; Lower the Y position a bit to leave room for players already on the space.\nLI T3 0x41000000 ; float value for 8\nMTC1 T3 F0 ; store offset at F0\nMTC1 T2 F1 ; store space Y position float at F1\nAdd.S F0 F1 F0 ; add offset to the space Y position\nMFC1 T2 F0 ; store result at T2\n\nsetPosition:\nLW V1 0x24(T0) ; load player struct data at offset 0x24 to V1\nADDIU V1 V1 0xC ; add offset of 0xC to get current player's X position\nSW T1 0(V1) ; store X position into player struct\n\nADDIU V1 V1 8 ; add offset of 8 to get current player's Y position\nSW T2 0(V1) ; store Y position into player struct\n\nignorePlayer:\nSLTI T0 S4 3 ; is S4 < 3? (Player 1 is 0, Player 4 is 3, any greater is invalid)\nBEQZ T0 exitLoopPlayers ; exit loopPlayers since all players have been iterated.\nNOP\n\nJ loopPlayers\nADDIU S4 S4 1 ; iterate to next player\n\nexitLoopPlayers: ; continue the loop\nADDIU S0 S0 1 ; iterate the index of the array\n\n; Check if index is beyond the end of the array, exit the loop if so.\nSLT T0 S0 S3 ; is S0 < S3? (is the index less than the length still?)\nBEQZ T0 exitLoopSpaces ; exit loopSpaces since all spaces have been iterated.\nNOP\n\nADDIU S1 S1 2 ; iterate to next space's chain_index\nADDIU S2 S2 2 ; iterate to next space's chain_space_index\n\nJ loopSpaces ; continue the loop\nNOP\n\nexitLoopSpaces:\nJAL SleepProcess\nLI A0 15 ; wait 15 frames\n\nJAL 0x8004AD50 ; Stop Sound??? Works for this at least..\nADDIU A0 R0 0x2 ; A0 needs to be 2 for it to stop the cog spinning sound???\n\n; Fade back in.\nfadeIn:\nLI A0 0x04 ; Happening (?) Fade\nJAL 0x80061FE8 ; InitFadeIn\nLI A1 16 ; 16 frames\n\nJAL SleepProcess\nLI A0 17 ; wait 17 frames\n\nexit:\nLW RA 76(SP)\nLW S7 72(SP)\nLW S6 68(SP)\nLW S5 64(SP)\nLW S4 60(SP)\nLW S3 56(SP)\nLW S2 52(SP)\nLW S1 48(SP)\nLW S0 44(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nArrayChain:\n.halfword WarpableSpaces_chain_indices\nArrayChainSpace:\n.halfword WarpableSpaces_chain_space_indices\nArrayLength:\n.halfword WarpableSpaces_length"},"Set Direction (Day Transition)":{"language":0,"code":"; NAME: Set Direction (Day Transition)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space[]|ReversibleSpaces\n\nADDIU SP SP -80 ; Including 4 byte pad\nSW RA 76(SP)\nSW S7 72(SP)\nSW S6 68(SP)\nSW S5 64(SP)\nSW S4 60(SP)\nSW S3 56(SP)\nSW S2 52(SP)\nSW S1 48(SP)\nSW S0 44(SP)\n\n; S0 Current index of space Array\n; S1 ReversibleSpaces chain_index Array\n; S2 ReversibleSpaces chain_space_index Array\n; S3 ReversibleSpaces Array Length\n; S4 Player index\n; S5 Convenience flag for Night/Day from board_ram10\n; S6 ReversibleSpaces chain_index at current index\n; S7 ReversibleSpaces chain_space_index at current index\n\n; Load the board ram address with the convenience time flag at T0.\nLUI T0 hi(board_ram10)\nADDIU T0 T0 lo(board_ram10)\n; Load the value at T1.\nLBU T1 0(T0)\n\n; Convenience Flag\n; 0000 0000 Day (Dawn)\n; 0001 0000 Day\n; 0000 0001 Night (Dusk)\n; 0001 0001 Night\n\n; Check if it is Dawn or Dusk.\nANDI A0 T1 0x10 ; Bit indicating not a transition turn.\nBNEZ A0 exit\nNOP\n\nANDI S5 T1 0x1 ; Bit indicating Night (1) or Day (0) stored at S5.\n\n; S1 contains the array for chain_index of each warpable space, starts at 0.\nLUI S1 hi(ArrayChain)\nADDIU S1 S1 lo(ArrayChain)\n\n; S2 contains the array for chain_space_index of each warpable space, starts at 0.\nLUI S2 hi(ArrayChainSpace)\nADDIU S2 S2 lo(ArrayChainSpace)\n\n; S3 contains the length of the array.\nLUI S0 hi(ArrayLength)\nADDIU S0 S0 lo(ArrayLength)\nLBU S3 1(S0)\n\n; S0 is the index to be iterated through for the space array.\nADDU S0 R0 R0 ;set to 0\n\n;;;;;; Loop through all the warpable spaces to see if there are players present.\nloopSpaces:\n\n; S4 is used to search through each player index: [0, 1, 2, 3]\nADDU S4 R0 R0 ;set to 0\n\n; S6 is the chain_index of the array at index S0\nLBU S6 1(S1)\n; S7 is the chain_space_index of the array at index S0\nLBU S7 1(S2)\n\n;;;;;; Loop through all the players.\nloopPlayers:\n; Set the address for p1_char under T5.\nLUI T5 hi(p1_char) \nADDIU T5 T5 lo(p1_char) ; we will use the offset from this address to get the other players\n\nLI T6 0x38 ; load offset between player structs at T6\nMULTU T6 S4 ; multiply offset by player index\nNOP\nMFLO T6 ; store result of multiply at T6\nNOP\n\nADDU T5 T5 T6 ; add player offset to p#_char\n\n; Check if the player's cur_chain_index and cur_space_index match a warpable space.\n; T1 is the chain_index of the player.\nADDIU T0 T5 12 ; offset for p#_cur_chain_index from p#_char\nLBU T1 0(T0)\nBNE S6 T1 ignorePlayer ; ignore moving the player if the chain index is not equal.\nNOP\n; T2 is the chain_space_index of the player.\nADDIU T0 T5 13 ; offset for p#_cur_space_index from p#_char\nLBU T2 0(T0)\nBNE S7 T2 ignorePlayer ; ignore moving the player if the space index is not equal.\nNOP\n\nreversePlayer:\n; Get the player's next chain index, get status and other things using an offset.\nADDIU T5 T5 14 ; offset for p#_next_chain_index from p#_char\nLBU T0 0(T5) ; Get the next chain index.\nLBU T1 1(T5) ; Get the next chain space index.\nLBU T2 4(T5) ; Get the prev chain index.\nLBU T3 5(T5) ; Get the prev chain space index.\nLBU T4 6(T5) ; Get the player status flag.\n\n; Set the player's next space to be the previous space.\nSB T0 4(T5)\nSB T1 5(T5)\n; Set the player's previous space to be the next space.\nSB T2 0(T5) \nSB T3 1(T5)\n\nBNEZ S5 backwardsDirection ; If the bit is 1, it is Night, set to backwards.\nNOP\n\nforwardsDirection:\n; Set player to be going forwards at Day.\nANDI T4 T4 0xFE ; Mask for all status bits except going backwards.\nSB T4 6(T5)\n\nJ ignorePlayer\nNOP\n\nbackwardsDirection:\n; Set player to be going backwards at Night.\nORI T4 T4 0x1 ; Status bit for going backwards.\nSB T4 6(T5)\n\nignorePlayer:\nSLTI T0 S4 3 ; is S4 < 3? (Player 1 is 0, Player 4 is 3, any greater is invalid)\nBEQZ T0 exitLoopPlayers ; exit loopPlayers since all players have been iterated.\nNOP\n\nJ loopPlayers\nADDIU S4 S4 1 ; iterate to next player\n\nexitLoopPlayers: ; continue the loop\nADDIU S0 S0 1 ; iterate the index of the array\n\n; Check if index is beyond the end of the array, exit the loop if so.\nSLT T0 S0 S3 ; is S0 < S3? (is the index less than the length still?)\nBEQZ T0 exitLoopSpaces ; exit loopSpaces since all spaces have been iterated.\nNOP\n\nADDIU S1 S1 2 ; iterate to next space's chain_index\nADDIU S2 S2 2 ; iterate to next space's chain_space_index\n\nJ loopSpaces ; continue the loop\nNOP\n\nexitLoopSpaces:\n\nexit:\nLW RA 76(SP)\nLW S7 72(SP)\nLW S6 68(SP)\nLW S5 64(SP)\nLW S4 60(SP)\nLW S3 56(SP)\nLW S2 52(SP)\nLW S1 48(SP)\nLW S0 44(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nArrayChain:\n.halfword ReversibleSpaces_chain_indices\nArrayChainSpace:\n.halfword ReversibleSpaces_chain_space_indices\nArrayLength:\n.halfword ReversibleSpaces_length"},"One Way Transition (Start)":{"language":0,"code":"; NAME: One Way Transition (Start)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -4\nSW RA 0(SP)\n\nADDIU A0 R0 0x0 ; Bar Fade\nJAL 0x80062050 ; InitFadeOut\nLI A1 16 ; 16 frames\n\nJAL SleepProcess\nLI A0 17 ; wait 17 frames\n\nLW RA 0(SP)\nJR RA\nADDIU SP SP 4"},"One Way Transition (End)":{"language":0,"code":"; NAME: One Way Transition (End)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -4\nSW RA 0(SP)\n\nLI A0 0x0 ; Bar Fade\nJAL 0x80061FE8 ; InitFadeIn\nLI A1 16 ; 16 frames\n\nJAL SleepProcess\nLI A0 17 ; wait 17 frames\n\nLW RA 0(SP)\nJR RA\nADDIU SP SP 4"},"Set Previous Space (Backwards)":{"language":0,"code":"; NAME: Set Previous Space (Backwards)\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Prev\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S1 32(SP)\nSW S0 28(SP)\n\n; Get the address for the current player's next space\nJAL GetCurrentPlayerIndex\nNOP\nSLL V1 V0 3\nSUBU V1 V1 V0\nSLL V0 V1 3\nLUI S1 hi(p1_prev_chain_index)\nADDU S1 S1 V0\nADDIU S1 S1 lo(p1_prev_chain_index)\n\n; Check if player landed on the space while going backwards to\n; fix the issue with merging spaces setting an invalid prev space.\nLBU S0 1(S1) ; get the previous chain space index\nADDIU T0 R0 0xFF ; check if space is the invalid value \nBNE S0 T0 exit ; leave if the previous space isn't invalid\nNOP\n\n; Set the previous space.\nJAL GetCurrentPlayerIndex\nNOP\n\nADD A0 R0 V0 ; Assigns Current Player Index to A0\nADDIU A1 R0 Prev_chain_index ; Assigns Chain Index to A1\nADDIU A2 R0 Prev_chain_space_index ; Assigns Space Index to A2\n\nJAL SetPrevChainAndSpace \nNOP\n\nexit:\nLW RA 36(SP)\nLW S1 32(SP)\nLW S0 28(SP)\nJR RA\nADDIU SP SP 40"},"Display Time":{"language":0,"code":"; NAME: Display Time\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -80\nSW RA 76(SP)\n\nLUI T0 hi(0x80105703) ; most recent message ID queue?\nADDIU T0 T0 lo(0x80105703)\nLBU T1 0(T0)\n\nBNEZ T1 checkDisplay\nNOP\n\ntoDisplay:\n; Load the board ram address with the convenience time flag at T0.\nLUI T0 hi(board_ram10)\nADDIU T0 T0 lo(board_ram10)\n; Load the value at T1.\nLBU T1 0(T0)\n\n; Convenience Flag\n; 0000 0000 Day (Dawn)\n; 0001 0000 Day\n; 0000 0001 Night (Dusk)\n; 0001 0001 Night\n\n; Check if it is Night.\nANDI T0 T1 0x1 ; Bit indicating Night\nBEQZ T0 isDay\nNOP\n\nisNight:\nLUI A1 hi(Night)\nADDIU A1 A1 lo(Night)\nJ displayTop\nNOP\n\nisDay:\nLUI A1 hi(Day)\nADDIU A1 A1 lo(Day)\n\n; Following Airsola™'s implementation\ndisplayTop:\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI T0 10 ; 10 px down\nSW T0 28(SP) ; Y Coords\nLI A0 -1 ; Character Image (None)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\n\nLUI T0 hi(board_ram11)\nADDIU T0 T0 lo(board_ram11)\nSB A0 0(T0) ; Store the ID from calling ShowMessage2.\n\nJ displayBottom\nNOP\n\ncheckDisplay:\n; Only way to check if our window is gone is try to create a new window...\nLUI A1 hi(Dummy)\nADDIU A1 A1 lo(Dummy)\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI T0 10 ; 10 px down\nSW T0 28(SP) ; Y Coords\nLI A0 -1 ; Character Image (None)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLUI T0 hi(0x80105703) ; most recent message ID queue?\nADDIU T0 T0 lo(0x80105703)\nLBU T1 0(T0)\n\nLUI T0 hi(board_ram11)\nADDIU T0 T0 lo(board_ram11)\nLBU T5 0(T0) ; load the message ID at T5\n\nBEQ T1 T5 toDisplay\nNOP\n\ndisplayBottom:\n; Load the board ram address that stores the time of day at T2.\nLUI T2 hi(board_ram9)\nADDIU T2 T2 lo(board_ram9)\n; Load the value at T3.\nLBU T3 0(T2)\n\n; Day bits\n; 0000 0000 0x00   Day 1 OOO\n; 0000 0001 0x01   Day 2 XOO\n; 0000 0010 0x02   Day 3 XXO\n; 0001 0000  0x10  Day 1 OOOO\n; 0001 0001  0x11  Day 2 XOOO\n; 0001 0010  0x12  Day 3 XXOO\n; 0001 0011  0x13  Day 4 XXXO\n; 0010 0001   0x21 Day 1 OO\n; 0010 0010   0x22 Day 2 XO\n\n; Night bits\n; 0000 0011 0x03   Night 1 OOO\n; 0000 0111 0x07   Night 2 XOO\n; 0000 1011 0x0B   Night 3 XXO\n; 0001 0111  0x17  Night 1 OO\n; 0001 1011  0x1B  Night 2 XO\n; 0010 0011   0x23 Night 1 OOOO\n; 0010 0111   0x27 Night 2 XOOO\n; 0010 1011   0x2B Night 3 XXOO\n; 0010 0000   0x20 Night 4 XXXO\n\nLI T0 0x00 ; Day 1\nLUI A1 hi(Day1)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Day1)\n\nLI T0 0x01 ; Day 2\nLUI A1 hi(Day2)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Day2)\n\nLI T0 0x02 ; Day 3\nLUI A1 hi(Day3)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Day3)\n\nLI T0 0x03 ; Night 1\nLUI A1 hi(Night1)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Night1)\n\nLI T0 0x07 ; Night 2\nLUI A1 hi(Night2)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Night2)\n\nLI T0 0x0B ; Night 3\nLUI A1 hi(Night3)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Night3)\n\n; Solstice event, extended Day\n\nLI T0 0x10 ; Day 1 Extended\nLUI A1 hi(Day1Ex)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Day1Ex)\n\nLI T0 0x11 ; Day 2 Extended\nLUI A1 hi(Day2Ex)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Day2Ex)\n\nLI T0 0x12 ; Day 3 Extended\nLUI A1 hi(Day3Ex)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Day3Ex)\n\nLI T0 0x13 ; Day 4 Extended\nLUI A1 hi(Day4Ex)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Day4Ex)\n\nLI T0 0x17 ; Night 1 Shortened\nLUI A1 hi(Night1Sh)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Night1Sh)\n\nLI T0 0x1B ; Night 2 Shortened\nLUI A1 hi(Night2Sh)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Night2Sh)\n\n; Solstice event, extended Night\n\nLI T0 0x21 ; Day 1 Shortened\nLUI A1 hi(Day1Sh)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Day1Sh)\n\nLI T0 0x22 ; Day 2 Shortened\nLUI A1 hi(Day2Sh)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Day2Sh)\n\nLI T0 0x23 ; Night 1 Extended\nLUI A1 hi(Night1Ex)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Night1Ex)\n\nLI T0 0x27 ; Night 2 Extended\nLUI A1 hi(Night2Ex)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Night2Ex)\n\nLI T0 0x2B ; Night 3 Extended\nLUI A1 hi(Night3Ex)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Night3Ex)\n\nLI T0 0x20 ; Night 4 Extended\nLUI A1 hi(Night4Ex)\nBEQ T3 T0 displayMessage\nADDIU A1 A1 lo(Night4Ex)\n\ndisplayMessage:\nLUI T0 hi(board_ram11)\nADDIU T0 T0 lo(board_ram11)\nLBU T5 0(T0) ; load the message ID at T5\n\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nMOVE A0 T5 ; get message ID from T5 \nLI A2 0\nJAL 0x8005B43C ; Refresh Message\nLI A3 0\n\nexit:\nLW RA 76(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nDay:\n.ascii \"DAY\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A\n.ascii \"\\x00\"\n\n.align 16\nNight:\n.ascii \"NIGHT\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A\n.ascii \"\\x00\"\n\n.align 16\nDay1:\n.byte 0x0A ; \\n\n.byte 0x07 ; yellow\n.ascii \"O O O\"\n.ascii \"\\x00\"\n\n.align 16\nDay2:\n.byte 0x0A ; \\n\n.byte 0x01 ; black\n.ascii \"O\"\n.byte 0x07 ; yellow\n.ascii \" O O\"\n.ascii \"\\x00\"\n\n.align 16\nDay3:\n.byte 0x0A ; \\n\n.byte 0x01 ; black\n.ascii \"O O\"\n.byte 0x07 ; yellow\n.ascii \" O\"\n.ascii \"\\x00\"\n\n.align 16\nDay1Ex:\n.byte 0x0A ; \\n\n.byte 0x07 ; yellow\n.ascii \"O O O O\"\n.ascii \"\\x00\"\n\n.align 16\nDay2Ex:\n.byte 0x0A ; \\n\n.byte 0x01 ; black\n.ascii \"O\"\n.byte 0x07 ; yellow\n.ascii \" O O O\"\n.ascii \"\\x00\"\n\n.align 16\nDay3Ex:\n.byte 0x0A ; \\n\n.byte 0x01 ; black\n.ascii \"O O\"\n.byte 0x07 ; yellow\n.ascii \" O O\"\n.ascii \"\\x00\"\n\n.align 16\nDay4Ex:\n.byte 0x0A ; \\n\n.byte 0x01 ; black\n.ascii \"O O O\"\n.byte 0x07 ; yellow\n.ascii \" O\"\n.ascii \"\\x00\"\n\n.align 16\nDay1Sh:\n.byte 0x0A ; \\n\n.byte 0x07 ; yellow\n.ascii \"O O\"\n.ascii \"\\x00\"\n\n.align 16\nDay2Sh:\n.byte 0x0A ; \\n\n.byte 0x01 ; black\n.ascii \"O\"\n.byte 0x07 ; yellow\n.ascii \" O\"\n.ascii \"\\x00\"\n\n.align 16\nNight1:\n.byte 0x0A ; \\n\n.byte 0x06 ; blue\n.ascii \"O O O\"\n.ascii \"\\x00\"\n\n.align 16\nNight2:\n.byte 0x0A ; \\n\n.byte 0x01 ; black\n.ascii \"O\"\n.byte 0x06 ; blue\n.ascii \" O O\"\n.ascii \"\\x00\"\n\n.align 16\nNight3:\n.byte 0x0A ; \\n\n.byte 0x01 ; black\n.ascii \"O O\"\n.byte 0x06 ; blue\n.ascii \" O\"\n.ascii \"\\x00\"\n\n.align 16\nNight1Sh:\n.byte 0x0A ; \\n\n.byte 0x06 ; blue\n.ascii \"O O\"\n.ascii \"\\x00\"\n\n.align 16\nNight2Sh:\n.byte 0x0A ; \\n\n.byte 0x01 ; black\n.ascii \"O\"\n.byte 0x06 ; blue\n.ascii \" O\"\n.ascii \"\\x00\"\n\n.align 16\nNight1Ex:\n.byte 0x0A ; \\n\n.byte 0x06 ; blue\n.ascii \"O O O O\"\n.ascii \"\\x00\"\n\n.align 16\nNight2Ex:\n.byte 0x0A ; \\n\n.byte 0x01 ; black\n.ascii \"O\"\n.byte 0x06 ; blue\n.ascii \" O O O\"\n.ascii \"\\x00\"\n\n.align 16\nNight3Ex:\n.byte 0x0A ; \\n\n.byte 0x01 ; black\n.ascii \"O O\"\n.byte 0x06 ; blue\n.ascii \" O O\"\n.ascii \"\\x00\"\n\n.align 16\nNight4Ex:\n.byte 0x0A ; \\n\n.byte 0x01 ; black\n.ascii \"O O O\"\n.byte 0x06 ; blue\n.ascii \" O\"\n.ascii \"\\x00\"\n\n.align 10\nDummy:\n.byte 0x0A\n.byte 0x0E\n.ascii \"      \"\n.byte 0x00"},"Delivery Shop":{"language":0,"code":"; NAME: Delivery Shop\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Shop\n\n; Credit: Code repurposed from various shop events created by Rain and Airsola™\n\nADDIU SP SP -80 ; Including 4 byte pad\nSW RA 76(SP)\nSW S7 72(SP)\nSW S6 68(SP)\nSW S5 64(SP)\nSW S4 60(SP)\nSW S3 56(SP)\nSW S2 52(SP)\nSW S1 48(SP)\nSW S0 44(SP)\n\n; Load the board ram address with the convenience time flag at T0.\nLUI T0 hi(board_ram10)\nADDIU T0 T0 lo(board_ram10)\n; Load the value at T1.\nLBU T1 0(T0)\n\n; Convenience Flag\n; 0000 0000 Day (Dawn)\n; 0001 0000 Day\n; 0000 0001 Night (Dusk)\n; 0001 0001 Night\n\n; Check if it is Night\nANDI T1 T1 1\nBNEZ T1 NoShop ; ignore if it is Night\nNOP\n\n; P4 P3 P2 P1\n; 00 00 00 00 > Nothing\n; 01 00 00 00 > Player 4 ordered Mushroom\n; 10 00 00 11 > Player 4 ordered Skeleton Key, Player 1 ordered Warp Block\nLUI S6 hi(board_ram12) ; board_ram12 has the current delivery item of each player\nADDIU S6 S6 lo(board_ram12)\n\n; P4 P3 P2 P1\n; 00 00 00 00 > Nothing\n; 01 00 00 00 > Player 4 has 1 delivery left\n; 10 00 00 01 > Player 4 has 2 deliveries left, Player 1 has 1 delivery left\nLUI S7 hi(board_ram13) ; board_ram13 has the current delivery status of each player\nADDIU S7 S7 lo(board_ram13)\n\n\nJAL GetCurrentPlayerIndex\nNOP\nADD S3 V0 R0 ; move V0 to S3\nADD A0 V0 R0 ; move V0 to A0\nLI A1 -1 ; animation to set, idle\nJAL SetBoardPlayerAnimation\nLI A2 0x02 ; looping\n\nLUI A0 hi(Shop_chain_index)\nADDIU A0 A0 lo(Shop_chain_index)\nLUI A1 hi(Shop_chain_space_index)\nADDIU A1 A1 lo(Shop_chain_space_index)\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nNOP\n\nADDU A2 R0 V0 ; stores space index for the Shop\n; Rotate player model to face down.\nADDU A0 R0 S3 ; move player index to A0 again\nADDIU A1 R0 12 ; 12 frames\nJAL RotatePlayerModel\nNOP\n\nJAL SleepProcess\nLI A0 13 ; wait 13 frames\n\nLBU S4 0(S6) ; load board_ram12\nSRLV S4 S4 S3 ; shift bits right by player index\nSRLV S4 S4 S3 ; doubling down\nANDI S4 S4 0x3 ; only get first two bits, store at S4\n\nLBU S5 0(S7) ; load board_ram13\nSRLV S5 S5 S3 ; shift bits right by player index\nSRLV S5 S5 S3 ; doubling down\nANDI S5 S5 0x3 ; only get first two bits, store at S5\n\nJAL PlaySound\nLI A0 0x2A3 ; Snifit sound\n\nBNEZ S5 AlreadyOrdered\nNOP\n\nLI A0 0x1D ; Character image (Snifit)\nLUI A1 hi(Greetings)\nADDIU A1 A1 lo(Greetings)\nADDU A2 R0 R0\nSW R0 0x0010 (SP)\nSW R0 0x0014 (SP)\nSW R0 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nORI A0 R0 0x0002\nJAL GetBasicPromptSelection\nORI A1 R0 0x0000 ; AI says yes\nMOVE S0 V0 ; move V0 to S0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nMOVE V0 S0 ; move S0 back to V0 (index chosen)\nBNEZ V0 close\nNOP\n\nMOVE A0 S3 ; move player index to A0\nLI A1 10 ; minimum coin value required\nJAL PlayerHasCoins\nNOP\n\nBEQZ V0 TooPoor ; V0 has 0 if player cannot afford\nNOP\n\nShop:\nLI A0 0x1D ; Character image (Snifit)\nLUI A1 hi(OpenShop)\nADDIU A1 A1 lo(OpenShop)\nADDU A2 R0 R0\nSW R0 0x0010 (SP)\nSW R0 0x0014 (SP)\nSW R0 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nORI A0 R0 0x0002\nJAL GetBasicPromptSelection\nORI A1 R0 0x0000 ; AI always picks Mushroom, safest bet\nMOVE S0 V0 ; move V0 to S0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nLI T0 0x03 ; View Map index\nBEQ S0 T0 ViewMap\nNOP\nLI T0 0x04 ; leave index\nBEQ S0 T0 close\nNOP\n\n; Otherwise S0 is the index of the item.\nADDIU S0 S0 1 ; adjust starting index to be 1 instead of 0\nADDU S4 S4 S0 ; add to S4\nSLLV S4 S4 S3 ; shift bits left by player index\nSLLV S4 S4 S3 ; doubling down\nLBU T1 0(S6) ; restore other players\nOR S4 S4 T1 ; store flag addition\nSB S4 0(S6)\n\nADDIU S5 S5 2 ; set to be 2 turns\nSLLV S5 S5 S3 ; shift bits left by player index\nSLLV S5 S5 S3 ; doubling down\nLBU T1 0(S7) ; restore other players\nOR S5 S5 T1 ; store flag addition\nSB S5 0(S7)\n\nDidBuy:\nMOVE A0 S3 ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nLI A1 -10 ; Amount of Coins to lose\n\nMOVE A0 S3 ; Current Player's Index\nJAL ShowPlayerCoinChange\nLI A1 -10 ; Amount of Coins to show\n\nJAL SleepProcess\nLI A0 30 ; Sleep 30 frames to wait for coins\n\nLI A0 0x1D ; Character image (Snifit)\nLUI A1 hi(CloseDeal)\nADDIU A1 A1 lo(CloseDeal)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ close\nNOP\n\nViewMap:\nJAL ViewBoardMap\nNOP\nJ Shop\nNOP\n\nAlreadyOrdered:\nLI A0 0x1D ; Character image (Snifit)\nLUI A1 hi(GreetingsAlready)\nADDIU A1 A1 lo(GreetingsAlready)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Give bonus based on item ordered.\nLI S0 2 ; Bonus for ordering Mushroom.\nLI T1 1 ; Mushroom index\nBEQ T1 S4 BonusGift\nNOP\n\nLI S0 5 ; Bonus for ordering Skeleton Key.\nLI T1 2 ; Skeleton Key index\nBEQ T1 S4 BonusGift\nNOP\n\nLI S0 3 ; Bonus for ordering Warp Block.\n\nBonusGift:\nJAL GetCurrentPlayerIndex\nNOP\nMOVE S4 V0\n\nMOVE A0 S4 ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S0 ; Amount of Coins to gain\n\nMOVE A0 S4 ; Current Player's Index\nJAL ShowPlayerCoinChange\nMOVE A1 S0 ; Amount of Coins to show\n\nJAL SleepProcess\nLI A0 30 ; Sleep 30 frames to wait for coins\n\nJ close\nNOP\n\nTooPoor:\nLI A0 0x1D ; Character image (Snifit)\nLUI A1 hi(PlayerTooPoor)\nADDIU A1 A1 lo(PlayerTooPoor)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nclose:\n\nLI A0 0x1D ; Character image (Snifit)\nLUI A1 hi(Dismiss)\nADDIU A1 A1 lo(Dismiss)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\nNoShop:\nJAL GetCurrentPlayerIndex\nNOP\nADD S3 V0 R0 ; move V0 to S3\nADD A0 V0 R0 ; move V0 to A0\nLI A1 -1 ; animation to set, idle\nJAL SetBoardPlayerAnimation\nLI A2 0x02 ; looping\n\nLUI A1 hi(NightShop)\nADDIU A1 A1 lo(NightShop)\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nexit:\nLW RA 76(SP)\nLW S7 72(SP)\nLW S6 68(SP)\nLW S5 64(SP)\nLW S4 60(SP)\nLW S3 56(SP)\nLW S2 52(SP)\nLW S1 48(SP)\nLW S0 44(SP)\nJR RA\nADDIU SP SP 80\n\n.align 0x10\nOpenShop:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"What\"\n.byte 0x5C ; apostrophe\n.ascii \"ll it be\"\n.byte 0xC3 ;question mark\n.byte 0x0A ;\\n\n.byte 0x0A ;\\n\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x06 ; blue\n.byte 0x0E, 0x0E, ; tab\n.byte 0x0C ;start option\n.ascii \"Mushrooms\" ;Item 1 String\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E, 0x0E ; padding\n.byte 0x08 ; white\n.byte 0x29 ; coin icon\n.byte 0x3E ; x\n.ascii \"10\" ; cost\n.byte 0x0D ; end option\n.byte 0x0A ; \\n\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x06 ; blue\n.byte 0x0E, 0x0E ; tab\n.byte 0x0C ; start option\n.ascii \"Skeleton Keys\"\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E ; padding\n.byte 0x08 ; white\n.byte 0x29 ; coin icon\n.byte 0x3E ; x\n.ascii \"10\" ; cost\n.byte 0x0D ; end option\n.byte 0x0A ; \\n\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x06 ; blue\n.byte 0x0E, 0x0E ; tab\n.byte 0x0C ; start option\n.ascii \"Warp Blocks\" ;Item 3 String\n.byte 0x0E, 0x0E, 0x0E, 0x0E, 0x0E ; padding\n.byte 0x08 ; white\n.byte 0x29 ; coin icon\n.byte 0x3E ; x\n.ascii \"10\" ; cost\n.byte 0x0D ; end option\n.byte 0x0A ;\\n\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x08 ;white font\n.byte 0x0E, 0x0E ; tab\n.byte 0x0C ; start option\n.ascii \"View Map\"\n.byte 0x0D ; end option\n.byte 0x0A ;\\n\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x08 ; white\n.byte 0x0E, 0x0E ; tab\n.byte 0x0C ; start option\n.ascii \"I\"\n.byte 0x5C ; apostrophe\n.ascii \"m not interested\"\n.byte 0x0D ; end option\n\n.byte 0x00 ;end of text box\n\n.align 0x10\nCloseDeal:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Thank you for ordering\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Remember\"\n.byte 0x82 ; comma\n.ascii \" if your inventory\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"is full on the turn we deliver\"\n.byte 0x82 ; comma\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"your package will delay to\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"the next \"\n.byte 0x07 ; yellow\n.ascii \"Day\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nGreetings:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to \"\n.byte 0x03 ; red\n.ascii \"Snifit \"\n.byte 0x5C ; apostrophe\n.ascii \"N\"\n.byte 0x5C ; apostrophe\n.ascii \" Ship it\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"If you subscribe to our services\"\n.byte 0x82 ; comma\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"we will send you the specified item\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"on the first turn of the next two \"\n.byte 0x07 ; yellow\n.ascii \"Days\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Would you like to order a package\"\n.byte 0xC3 ; question mark\n.byte 0x0A ; \\n\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x0E, 0x0E ; tab\n.byte 0x0C ; start option 0\n.ascii \"Yes\"\n.byte 0x0D ; end option 0\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x0E, 0x0E ; tab\n.byte 0x0C ; start option 1\n.ascii \"No\"\n.byte 0x0D ; end option 1\n.byte 0x0A ; \\n\n.byte 0x00 ; terminate string\n\n.align 0x10\nGreetingsAlready:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to \"\n.byte 0x03 ; red\n.ascii \"Snifit \"\n.byte 0x5C ; apostrophe\n.ascii \"N\"\n.byte 0x5C ; apostrophe\n.ascii \" Ship it\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Unfortunately\"\n.byte 0x82 ; comma\n.ascii \" you can only order one\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"package at a time\"\n.byte 0x85 ; period\n.ascii \" But since you\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"are a loyal customer\"\n.byte 0x82 ; comma\n.ascii \" here is\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"a little \"\n.byte 0x07 ; yellow\n.ascii \"Bonus\"\n.byte 0x08 ; white\n.ascii \" for visiting us\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nPlayerTooPoor:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Huh\"\n.byte 0xC3 ; question mark\n.byte 0x0A ; \\n\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 ; yellow\n.ascii \"coins\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Come back when you\"\n.byte 0x5C ; apostrophe\n.ascii \"ve\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"got a bit more cash\"\n.byte 0x82 ; comma\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"and maybe then we can\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"negotiate a package\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nNightShop:\n.byte 0x1E,0x1E ; Padding\n.ascii \"Seems like you should visit during the \"\n.byte 0x07 ; yellow\n.ascii \"Day\"\n.byte 0x08 ; white\n.byte 0x85 ; period\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nDismiss:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Well\"\n.byte 0x85,0x85,0x85,0x85,0x85 ; period\n.ascii \" See ya\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string"},"Morning Delivery":{"language":0,"code":"; NAME: Morning Delivery\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\n; Credit: Code repurposed from various shop events created by Rain and Airsola™\n\nADDIU SP SP -80 ; Including 4 byte pad\nSW RA 76(SP)\nSW S7 72(SP)\nSW S6 68(SP)\nSW S5 64(SP)\nSW S4 60(SP)\nSW S3 56(SP)\nSW S2 52(SP)\nSW S1 48(SP)\nSW S0 44(SP)\n\n; Load the board ram address with the convenience time flag at T0.\nLUI T0 hi(board_ram10)\nADDIU T0 T0 lo(board_ram10)\n; Load the value at T1.\nLBU T1 0(T0)\n\n; Convenience Flag\n; 0000 0000 Day (Dawn)\n; 0001 0000 Day\n; 0000 0001 Night (Dusk)\n; 0001 0001 Night\n\n; Check if it is Day (Dawn) which is all 0\nBNEZ T1 exit\nNOP\n\n; P4 P3 P2 P1\n; 00 00 00 00 > Nothing\n; 01 00 00 00 > Player 4 ordered Mushroom\n; 10 00 00 11 > Player 4 ordered Skeleton Key, Player 1 ordered Warp Block\nLUI S6 hi(board_ram12) ; board_ram12 has the current delivery item of each player\nADDIU S6 S6 lo(board_ram12)\n\n; P4 P3 P2 P1\n; 00 00 00 00 > Nothing\n; 01 00 00 00 > Player 4 has 1 delivery left\n; 10 00 00 01 > Player 4 has 2 deliveries left, Player 1 has 1 delivery left\nLUI S7 hi(board_ram13) ; board_ram13 has the current delivery status of each player\nADDIU S7 S7 lo(board_ram13)\n\nJAL GetCurrentPlayerIndex\nNOP\nADD S3 V0 R0 ; move V0 to S3\n\nLBU S4 0(S6) ; load board_ram12\nSRLV S4 S4 S3 ; shift bits right by player index\nSRLV S4 S4 S3 ; doubling down\nANDI S4 S4 0x3 ; only get first two bits, store at S4\n\nBEQZ S4 exit ; ignore player if they have not ordered anything\nNOP\n\nLUI S1 hi(ModelPointer)\nADDIU S1 S1 lo(ModelPointer) ; load the null pointer for the Snufit\n\n; Load Snufit Model\nLUI A0 0x000A ; 0x000A0000, model directory 10\nORI A0 A0 0x012F ; 0x000A012F, Snufit model\nLI A1 8 ; No shadow model?\nLI A2 1063675494 ; 0.9f float\nLI A3 1061997773 ; 0.8f float\nSW R0 16(SP) ; A4\nJAL 0x800D912C ; LoadGlobalModel\nNOP\n\nMOVE S0 V0 ; Load Model Data into S0\nSW V0 0(S1) ; Store Model Data\n\nLUI T5 hi(p1_cur_chain_index) \nADDIU T5 T5 lo(p1_cur_chain_index)\n\nLI T6 0x38 ; load offset between player structs at T6\nMULTU T6 S3 ; multiply offset by player index\nNOP\nMFLO T6 ; store result of multiply at T6\nNOP\n\nADDU T5 T5 T6 ; add player offset to p#_cur_chain_index\nLBU A0 0(T5) ; cur_chain_index\nLBU A1 1(T5) ; cur_chain_space_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nNOP\nMOVE A0 V0\nJAL GetSpaceData \nNOP\n\nMOVE A1 V0\nADDIU A1 A1 8\nMOVE A0 S0\nADDIU A0 A0 12\nJAL 0x80089A20 ; loads model onto current space\nNOP\n\nLI T1 0x3F000000 ; float value for 0.5\nSW T1 0x24(S0) ; X size\nSW T1 0x28(S0) ; Y size\nSW T1 0x2C(S0) ; Z size\n\nLI T1 0x42DC0000 ; float value for 110\nSW T1 16(S0) ; set Z coordinates for model\n\nLI S5 0 ; index for loop\n\n;;;;;;;;; start loop\ndescentLoop:\nLI T2 0x3fA00000 ; float value for 1.25\nLW T3 16(S0)\nMTC1 T2 F0 ; store incremental Z position float at F0\nMTC1 T3 F1 ; store offset value to F1\nSUB.S F0 F1 F0 ; subtract offset value to Z position\nMFC1 T2 F0 ; store total at T2\nSW T2 16(S0) ; set Z coordinates for model\n\nJAL SleepVProcess ; wait 1 frame\nNOP\n\nADDIU S5 S5 1 ; iterate loop\nLI T1 70 ; 70 frames\nBNE S5 T1 descentLoop\nNOP\n\n;;;;;;;;; end loop\n\nLBU S5 0(S7) ; load board_ram13\nSRLV S5 S5 S3 ; shift bits right by player index\nSRLV S5 S5 S3 ; doubling down\nANDI S5 S5 0x3 ; only get first two bits, store at S5\n\nJAL PlaySound\nLI A0 0x2A3 ; Snifit sound\n\nLI A0 0x09 ; Character image (Snufit)\n\nLI S0 0x00 ; Mushroom is 0x00\nLI V0 1 ; Mushroom\nBEQ S4 V0 Mushroom\nNOP\n\nLI S0 0x01 ; Skeleton Key is 0x01\nLI V0 2 ; Skeleton Key\nBEQ S4 V0 SkeletonKey\nNOP\n\nLI S0 0x05 ; Warp Block is 0x05\nLI V0 3 ; Warp Block\nBEQ S4 V0 WarpBlock\nNOP\n\nMushroom:\nLUI A1 hi(DeliverMushroom)\nADDIU A1 A1 lo(DeliverMushroom)\nJ ContinueMessage\nNOP\n\nSkeletonKey:\nLUI A1 hi(DeliverSkeletonKey)\nADDIU A1 A1 lo(DeliverSkeletonKey)\nJ ContinueMessage\nNOP\n\nWarpBlock:\nLUI A1 hi(DeliverWarpBlock)\nADDIU A1 A1 lo(DeliverWarpBlock)\n\nContinueMessage:\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nMOVE A0 S3 ; player index\nJAL PlayerHasEmptyItemSlot ; returns the empty item slot index in V0\nNOP\n\nMOVE T5 V0 ; move item slot index in T5\nLI V0 -1 ; -1 means there is no empty slot\nBEQ T5 V0 FullInventory ; no item given for full inventory, we warned you\nNOP\n\nLUI T2 hi(p1_item1)\nADDIU T2 T2 lo(p1_item1) ; load location of item1\nADDU T2 T2 T5 ; offset by item slot index\n\nLI T3 0x38 ; load offset between player structs at T3\nMULTU T3 S3 ; multiply offset by player index\nNOP\nMFLO T3 ; store result of multiply at T3\nNOP\n\nADDU T3 T2 T3 ; add player offset\n\nSB S0 0(T3) ; store item at offset\n\n; Set up for later.\nLI S2 3 ; set S2 to 0000 0011\nSLLV S2 S2 S3 ; shift bits left by player index\nSLLV S2 S2 S3 ; doubling down\nXORI S2 S2 0xFF ; swap all bits so 00 is for our player \n\nLI V0 1\nBEQ S5 V0 LastDelivery ; last item to deliver\nNOP\n\nLI A0 0x09 ; Character image (Snufit)\nLUI A1 hi(FirstDelivery)\nADDIU A1 A1 lo(FirstDelivery)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ IterateCount\nNOP\n\nLastDelivery:\nLI A0 0x09 ; Character image (Snufit)\nLUI A1 hi(SecondDelivery)\nADDIU A1 A1 lo(SecondDelivery)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLBU T1 0(S6) ; restore other players\nAND S4 S2 T1 ; store flag erase\nSB S4 0(S6)\n\nIterateCount:\n\nADDI S5 S5 -1 ; iterate delivery count down\nSLLV S5 S5 S3 ; shift bits left by player index\nSLLV S5 S5 S3 ; doubling down\nLBU T1 0(S7) ; restore other players\nAND T1 T1 S2 ; erase flag for our player\nOR S5 S5 T1 ; store flag change\nSB S5 0(S7)\n\nJ close\nNOP\n\nFullInventory:\nLI A0 0x09 ; Character image (Snufit)\nLUI A1 hi(NoDelivery)\nADDIU A1 A1 lo(NoDelivery)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nclose:\n\nLI A0 0x09 ; Character image (Snufit)\nLUI A1 hi(Dismiss)\nADDIU A1 A1 lo(Dismiss)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLW S0 0(S1) ; Load Model data back on S0\nLI S5 0 ; reset counter\n\nascentLoop:\nLI T2 0x3fA00000 ; float value for 1.25\nLW T3 16(S0)\nMTC1 T2 F0 ; store incremental Z position float at F0\nMTC1 T3 F1 ; store offset value to F1\nADD.S F0 F0 F1 ; add offset value to Z position\nMFC1 T2 F0 ; store sum at T2\nSW T2 16(S0) ; set Z coordinates for model\n\nJAL SleepVProcess ; wait 1 frame\nNOP\n\nADDIU S5 S5 1 ; iterate loop\nLI T1 70 ; 70 frames\nBNE S5 T1 ascentLoop\nNOP\n\nSW R0 0(S1) ; Overwrite back to zero\nJAL 0x800D9B54 ; RemoveModel\nMOVE A0 S0 ; Pass model pointer on A0\n\nexit:\nLW RA 76(SP)\nLW S7 72(SP)\nLW S6 68(SP)\nLW S5 64(SP)\nLW S4 60(SP)\nLW S3 56(SP)\nLW S2 52(SP)\nLW S1 48(SP)\nLW S0 44(SP)\nJR RA\nADDIU SP SP 80\n\n.align 0x10\nDeliverMushroom:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Heya\"\n.byte 0xC2 ; exclamation mark\n.ascii \" Thank you for shopping\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"with \"\n.byte 0x03 ; red\n.ascii \"Snifit \"\n.byte 0x5C ; apostrophe\n.ascii \"N\"\n.byte 0x5C ; apostrophe\n.ascii \" Ship it\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.ascii \" Here is\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"the \"\n.byte 0x06 ; blue\n.ascii \"Mushroom\"\n.byte 0x08 ; white\n.ascii \" you ordered\"\n.byte 0xC2 ; exclamation mark\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nDeliverSkeletonKey:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Heya\"\n.byte 0xC2 ; exclamation mark\n.ascii \" Thank you for shopping\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"with \"\n.byte 0x03 ; red\n.ascii \"Snifit \"\n.byte 0x5C ; apostrophe\n.ascii \"N\"\n.byte 0x5C ; apostrophe\n.ascii \" Ship it\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.ascii \" Here is\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"the \"\n.byte 0x06 ; blue\n.ascii \"Skeleton Key\"\n.byte 0x08 ; white\n.ascii \" you ordered\"\n.byte 0xC2 ; exclamation mark\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nDeliverWarpBlock:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Heya\"\n.byte 0xC2 ; exclamation mark\n.ascii \" Thank you for shopping\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"with \"\n.byte 0x03 ; red\n.ascii \"Snifit \"\n.byte 0x5C ; apostrophe\n.ascii \"N\"\n.byte 0x5C ; apostrophe\n.ascii \" Ship it\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.ascii \" Here is\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"the \"\n.byte 0x06 ; blue\n.ascii \"Warp Block\"\n.byte 0x08 ; white\n.ascii \" you ordered\"\n.byte 0xC2 ; exclamation mark\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nSecondDelivery:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You have no more pending orders\"\n.byte 0x85 ; period\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Feel free to shop with us again\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nFirstDelivery:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"We will swing by tomorrow to\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"deliver the rest of your order\"\n.byte 0x85 ; period\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Make sure you have room for\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"it\"\n.byte 0x82 ; comma\n.ascii \" should you not want the\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"shipment to be delayed\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nNoDelivery:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Huh\"\n.byte 0xC3 ; question mark\n.ascii \" You don\"\n.byte 0x5C ; apostrophe\n.ascii \"t have any room\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"in your pockets for an item\"\n.byte 0xC3 ; question mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"We will swing by tomorrow to\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"deliver it instead then\"\n.byte 0x85 ; period\n.byte 0x0A ; \\n\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nDismiss:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Well\"\n.byte 0x85,0x85,0x85,0x85,0x85 ; period\n.ascii \" See ya\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 4\nModelPointer:\n.fill 4"},"Tick Tock Spinner":{"language":0,"code":"; NAME: Tick Tock Spinner\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|ModelSpace\n; PARAM: Space|HappeningSpace\n\n; Credit: Code repurposed from various model events by MarioComix\n\nADDIU SP SP -80 ; Including 4 byte pad\nSW RA 76(SP)\nSW S7 72(SP)\nSW S6 68(SP)\nSW S5 64(SP)\nSW S4 60(SP)\nSW S3 56(SP)\nSW S2 52(SP)\nSW S1 48(SP)\nSW S0 44(SP)\n\n; S0 Player Button Input Address (Time of Day Flag (0 if Day, 1 if Night))\n; S1 Clock Hand Model Data\n; S2 Clock Hand Model Pointer\n; S3 Base Model Pointer (Clock Base Model Data)\n; S4 Clock Base Model Pointer\n; S5 Counter (Player Index)\n; S6 Rotation (Base Model Data)\n; S7 Difficulty (Base Model Pointer)\n\n; Fade out then load all the models.\nfadeOut:\nADDIU A0 R0 0x04 ; Happening (?) Fade\nJAL 0x80062050 ; InitFadeOut\nLI A1 16 ; 16 frames\n\nJAL SleepProcess\nLI A0 17 ; wait 17 frames\n\n; Load the board ram address with the convenience time flag at T0.\nLUI T0 hi(board_ram10)\nADDIU T0 T0 lo(board_ram10)\n; Load the value at T1.\nLBU T1 0(T0)\n\n; Convenience Flag\n; 0000 0000 Day (Dawn)\n; 0001 0000 Day\n; 0000 0001 Night (Dusk)\n; 0001 0001 Night\n\nANDI S0 T1 0x01 ; store first bit (0 Day, 1 Night) at S0\nXORI S0 S0 0x01 ; swap bit to be (1 Day, 0 Night) since it is easier to handle\n\nLUI S2 hi(ClockHandPointer)\nADDIU S2 S2 lo(ClockHandPointer) ; load the null pointer for the clock hand\n\nLUI A0 0x005A ; 0x005A0000, model directory 90\nORI A0 A0 0x0000 ; 0x005A0000, blue clock hand from Tick Tock Hop\nADDU A0 A0 S0; add the bit for Day/Night since 0000 is blue, 0001 is brown\nLI A1 9 ; Shadow model\nLI A2 1063675494 ; 0.9f float\nLI A3 1061997773 ; 0.8f float\nJAL 0x800D912C ; LoadGlobalModel\nSW R0 16(SP) ; A4\n\nMOVE S1 V0 ; Load Model Data into S1\nSW V0 0(S2) ; Store Model Data\n\nLUI S4 hi(ClockBasePointer)\nADDIU S4 S4 lo(ClockBasePointer) ; load the null pointer for the clock base\n\nLUI A0 0x005A ; 0x005A0000, model directory 90\nORI A0 A0 0x0002 ; 0x005A0002, the centerpiece of the clock from Tick Tock Hop\nLI A1 9 ; Shadow model\nLI A2 1063675494 ; 0.9f float\nLI A3 1061997773 ; 0.8f float\nJAL 0x800D912C ; LoadGlobalModel\nSW R0 16(SP) ; A4\n\nMOVE S3 V0 ; Load Model Data into S3\nSW V0 0(S4) ; Store Model Data\n\nLUI S7 hi(BasePointer)\nADDIU S7 S7 lo(BasePointer) ; load the null pointer for the base\n\nLUI A0 0x005A ; 0x005A0000, model directory 90\nORI A0 A0 0x0003 ; 0x005A0003, the base of the clock from Tick Tock Hop\nLI A1 9 ; Shadow model\nLI A2 1063675494 ; 0.9f float\nLI A3 1061997773 ; 0.8f float\nJAL 0x800D912C ; LoadGlobalModel\nSW R0 16(SP) ; A4\n\nMOVE S6 V0 ; Load Model Data into S6\nSW V0 0(S7) ; Store Model Data\n\n;===GET MODEL SPACE DATA===\nLI A0 ModelSpace\nJAL GetSpaceData ; Get space data for the space the model stands on\nNOP\nMOVE S0 V0\n\n;===PUT MODEL ON SPACE===\nMOVE A1 S0\nADDIU A1 A1 8\nMOVE A0 S1\nADDIU A0 A0 12\nJAL 0x80089A20 ; loads clock hand model onto ModelSpace\nNOP\n\nMOVE A1 S0\nADDIU A1 A1 8\nMOVE A0 S3\nADDIU A0 A0 12\nJAL 0x80089A20 ; loads clock base model onto ModelSpace\nNOP\n\nMOVE A1 S0\nADDIU A1 A1 8\nMOVE A0 S6\nADDIU A0 A0 12\nJAL 0x80089A20 ; loads base model onto ModelSpace\nNOP\n\nLI T1 0x3F000000 ; float value for 0.5\nSW T1 16(S3) ; set Z coordinates for clock base to be slightly above the hand\n\nLI T1 0xC0400000 ; float value for -3\nSW T1 16(S6) ; set Z coordinates for base to be slightly below the hand\n\nMOVE S3 S7 ; move Base Model Pointer to S3 to save on registers\n\n; Load player on top of clock hands.\nJAL GetCurrentPlayerIndex ; event triggering player index at V0\nNOP\nMOVE S5 V0 ; store current player index at S5\n\nJAL GetPlayerStruct ; player struct at V0\nMOVE A0 S5 ; player index at A0\nMOVE T0 V0 ; store player struct at T0\n\nLI A0 ModelSpace_chain_index\nLI A1 ModelSpace_chain_space_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; actual space index at V0\nNOP\n\nJAL GetSpaceData ; space data struct at V0\nMOVE A0 V0 ; space index was at V0\n\nADDIU V0 V0 8 ; offset for X position of the space\nLW T1 0(V0) ; store X pos at T1\n\nADDIU V0 V0 8 ; offset for Y position of the space (from X position)\nLW T2 0(V0) ; store Y pos at T2\n\nLW V1 0x24(T0) ; load player struct data at offset 0x24 to V1\nADDIU V1 V1 0xC ; add offset of 0xC to get current player's X position\nSW T1 0(V1) ; store X position into player struct\n\nADDIU V1 V1 8 ; add offset of 8 to get current player's Y position\nSW T2 0(V1) ; store Y position into player struct\n\nADDIU V1 V1 8 ; add offset of 8 to get current player's Z position\nLI T3 0x41000000 ; float value for 8\nSW T3 0(V1) ; set Z value to be above clock hands\n\nLI A0 -1 ; Set current player\nLI A1 1 ; rotate for 1 frame...\nJAL RotatePlayerModel\nLI A2 ModelSpace\n\n; Fade back in.\nfadeIn:\nLI A0 0x04 ; Happening (?) Fade\nJAL 0x80061FE8 ; InitFadeIn\nLI A1 16 ; 16 frames\n\nJAL SleepProcess\nLI A0 17 ; wait 17 frames\n\nMOVE A0 S5 \nJAL GetPlayerPlacement\nNOP\n\n; player is in first, hardest speed\nBEQZ V0 setupGame\nLI S7 -24\n\nLI T0 3 ; player is in last, easiest speed\nBEQ V0 T0 setupGame\nLI S7 -6\n\nLI S7 -12 ; player is 2nd or 3rd, normal speed\n\nsetupGame:\nJAL PlayerIsCPU ; Returns 1 if the current player is a CPU\nMOVE A0 S5\n\nBNEZ V0 cpuSetup ; if player is CPU we cannot use real controller input\nNOP\n\nMOVE A0 S5 ; set current player at A0\n; Get the Controller for actual Input\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 T0\nNOP\nMFLO T0 ; Move the result to T0\nNOP\n\nADDU T1 T1 T0 ; Add result to get Current Player's Controller Addr\nLBU T0 0(T1) ; Load address value into T0\n\nLUI S0 hi(0x800C9520)\nADDIU S0 S0 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 T0\n\nADDU S0 S0 T0 ; Add result to get Current Player's Button Press Address\n\nJ continueSetup\nNOP\n\ncpuSetup:\nJAL GetRandomByte ; random 0-255 byte at V0?\nNOP\n\nLI T0 0x80 ; divide by 128\nDIVU V0 T0\nNOP\nMFHI T0\nNOP\n\nMOVE V0 S0\nLUI S0 hi(board_ram14)\nADDIU S0 S0 lo(board_ram14) ; store address to be looked at for fake input\nSB T0 0(S0) ; set to random number\n\ncontinueSetup:\nJAL PlaySound\nLI A0 0x2A8 ; Tumble hi sound\n\nLI A0 0x15 ; Character image (Tumble)\nLUI A1 hi(Intro)\nADDIU A1 A1 lo(Intro)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nLI S6 360 ; 360 degrees to start (same as 0)\nLI S5 0 ; counter\n\nLUI A1 hi(ButtonPrompt)\nADDIU A1 A1 lo(ButtonPrompt)\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nLI T0 170 ; 170 px down\nSW T0 28(SP) ; Y Coords\nLI A0 -1 ; Character Image (None)\nLI A2 0\nJAL 0x800EC980 ; ShowMessage2 \nLI A3 0\n\nJAL PlaySound\nADDIU A0 R0 0x4BB ; Click sound\n\nJAL PlaySound\nADDIU A0 R0 0x4BC ; Ticking sound\n\naccelerate:\nADDU A0 R0 S1 ; clock hand model pointer to a0\nJAL setModelRotation\nMOVE A1 S6 ; set degrees\n\nSLTI T0 S5 9 ; counter less than 9?\nBNEZ T0 iterate\nLI T1 -1 ; 1 degrees\n\nSLTI T0 S5 15 ; counter less than 15?\nBNEZ T0 iterate\nLI T1 -2 ; 2 degrees\n\nSLTI T0 S5 18 ; counter less than 18?\nBNEZ T0 iterate\nLI T1 -3 ; 3 degrees\n\nSLTI T0 S5 21 ; counter less than 21?\nBNEZ T0 iterate\nLI T1 -6 ; 6 degrees\n\nSLTI T0 S5 23 ; counter less than 23?\nBNEZ T0 iterate\nLI T1 -12 ; 12 degrees\n\nLI T1 -24 ; 24 degrees\n\niterate:\nBEQ T1 S7 startSpin ; leave loop if we reach top velocity\nNOP\nADDU S6 S6 T1 ; subtract by # degrees each frame\nADDIU S5 S5 1 ; iterate by 1\n\nJAL SleepVProcess ; wait 1 frame\nNOP\n\nJ accelerate\nNOP\n\nstartSpin:\n\n;;;;;;;; Start Spin Loop\nspinLoop:\nBNEZ S6 setAngle \nNOP\n\nLI S6 360 ; reset to 360\n\nsetAngle:\nADDU A0 R0 S1 ; clock hand model pointer to a0\nJAL setModelRotation\nMOVE A1 S6 ; set degrees\n\nADDU S6 S6 S7 ; subtract by # degrees each frame based on difficulty\n\n; CPU Logic\nSLTI T0 S6 120 ; is S6 less than 120?\nLI T1 330 \nSLT T1 T1 S6 ; is S6 greater than 330?\nOR T0 T0 T1 ; both conditions\nBEQZ T0 continueSpin\nNOP \nLUI T0 hi(board_ram14)\nADDIU T0 T0 lo(board_ram14) ; store address to be looked at for fake input\nLBU T1 0(T0)\nADDIU T1 T1 1 ; iterate by 1 each frame\nSB T1 0(T0)\n\ncontinueSpin:\nLBU T0 0(S0) ; load input\nLI T1 0x80 ; A press\nBEQ T0 T1 pressedA ; leave if A has been pressed\nNOP\n\nJAL SleepVProcess ; wait 1 frame\nNOP\n\n; loops every 60 frames\nJ spinLoop\nNOP\n\n;;;;;;;; End Loop\n\npressedA:\nJAL PlaySound\nADDIU A0 R0 0x4BB ; Click sound\n\ndecelerate:\nADDU A0 R0 S1 ; clock hand model pointer to a0\nJAL setModelRotation\nMOVE A1 S6 ; set degrees\n\nSLTI T0 S5 9 ; counter less than 9?\nBNEZ T0 iterateD\nLI T1 -1 ; 1 degrees\n\nSLTI T0 S5 15 ; counter less than 15?\nBNEZ T0 iterateD\nLI T1 -2 ; 2 degrees\n\nSLTI T0 S5 18 ; counter less than 18?\nBNEZ T0 iterateD\nLI T1 -3 ; 3 degrees\n\nSLTI T0 S5 21 ; counter less than 21?\nBNEZ T0 iterateD\nLI T1 -6 ; 6 degrees\n\nSLTI T0 S5 23 ; counter less than 23?\nBNEZ T0 iterateD\nLI T1 -12 ; 12 degrees\n\nLI T1 -24 ; 24 degrees\n\niterateD:\nBEQZ S5 endGame ; leave loop if we reach 0 velocity\nNOP\nADDU S6 S6 T1 ; subtract by # degrees each frame\nADDI S5 S5 -1 ; iterate by -1\n\nJAL SleepVProcess ; wait 1 frame\nNOP\n\nJ decelerate\nNOP\n\nendGame:\nJAL 0x8004AD50 ; Stop Sound??? Works for this at least..\nADDIU A0 R0 0xC ; A0 needs to be 12 for it to stop the ticking sound???\n\n; Close A Button prompt message.\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\n; Load the board ram address with the convenience time flag at T0.\nLUI T0 hi(board_ram10)\nADDIU T0 T0 lo(board_ram10)\n; Load the value at T1.\nLBU T1 0(T0)\n\n; Convenience Flag\n; 0000 0000 Day (Dawn)\n; 0001 0000 Day\n; 0000 0001 Night (Dusk)\n; 0001 0001 Night\n\nANDI S0 T1 0x01 ; store first bit (0 Day, 1 Night) at S0\n\n; Load Player Index back at S5.\nJAL GetCurrentPlayerIndex ; event triggering player index at V0\nNOP\nMOVE S5 V0 ; store current player index at S5\n\nSLTI T0 S6 0 ; is the rotation negative after decelerate?\nBEQZ T0 noCorrection\nNOP\n\nADDI S6 S6 360 ; add 360 to it\n\nnoCorrection:\n; Left Panel\nSLTI T0 S6 331 ; is S6 less than 330?\nLI T1 269 \nSLT T1 T1 S6 ; is S6 greater than 370?\nAND T0 T0 T1 ; both conditions\nBNEZ T0 leftReward\nNOP \n\n; Right Panel\nSLTI T0 S6 91 ; is S6 less than 90?\nLI T1 29\nSLT T1 T1 S6 ; is S6 greater than 30?\nAND T0 T0 T1 ; both conditions\nBNEZ T0 rightReward\nNOP \n\n; Middle Panel\nSLTI T0 S6 30 ; is S6 less than 30?\nLI T1 330\nSLT T1 T1 S6 ; is S6 greater than 330?\nOR T0 T0 T1 ; both conditions\nBNEZ T0 middleReward\nNOP\n\n; Empty\nJAL PlaySound\nLI A0 0x2A9 ; Tumble disappointment sound\n\nLI A0 0x15 ; Character image (Tumble)\nLUI A1 hi(Failure)\nADDIU A1 A1 lo(Failure)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ fadeOut\nNOP\n\nleftReward:\nLI S6 10 ; 10 coins\nBEQZ S0 coinsReward\nNOP\n\nLI S7 0x3 ; Reverse Mushroom\nLI S6 5 ; 5 coins\n\nMOVE A0 S5 ; player index\nJAL PlayerHasEmptyItemSlot ; returns the empty item slot index in V0\nNOP\n\nMOVE T5 V0 ; move item slot index in T5\nLI V0 -1 ; -1 means there is no empty slot\nBEQ T5 V0 fullInventory ; give coins instead for full inventory\nNOP\n\nMOVE S6 T5 ; store slot offset instead\n\nJAL PlaySound\nLI A0 0x2A7 ; Tumble joy sound\n\nLI A0 0x15 ; Character image (Tumble)\nLUI A1 hi(LeftItem)\nADDIU A1 A1 lo(LeftItem)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ giveItem\nNOP\n\nrightReward:\nLI S6 15 ; 15 coins\nBEQZ S0 coinsReward\nNOP\n\nLI S7 0xA ; Golden Mushroom\nLI S6 10 ; 10 coins\n\nMOVE A0 S5 ; player index\nJAL PlayerHasEmptyItemSlot ; returns the empty item slot index in V0\nNOP\n\nMOVE T5 V0 ; move item slot index in T5\nLI V0 -1 ; -1 means there is no empty slot\nBEQ T5 V0 fullInventory ; give coins instead for full inventory\nNOP\n\nMOVE S6 T5 ; store slot offset instead\n\nJAL PlaySound\nLI A0 0x2A7 ; Tumble joy sound\n\nLI A0 0x15 ; Character image (Tumble)\nLUI A1 hi(RightItem)\nADDIU A1 A1 lo(RightItem)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ giveItem\nNOP\n\nmiddleReward:\nLI S6 5 ; 5 coins\nBEQZ S0 coinsReward\nNOP\n\nLI S7 0x1 ; Skeleton Key\nLI S6 5 ; 5 coins\n\nMOVE A0 S5 ; player index\nJAL PlayerHasEmptyItemSlot ; returns the empty item slot index in V0\nNOP\n\nMOVE T5 V0 ; move item slot index in T5\nLI V0 -1 ; -1 means there is no empty slot\nBEQ T5 V0 fullInventory ; give coins instead for full inventory\nNOP\n\nMOVE S6 T5 ; store slot offset instead\n\nJAL PlaySound\nLI A0 0x2A7 ; Tumble joy sound\n\nLI A0 0x15 ; Character image (Tumble)\nLUI A1 hi(MiddleItem)\nADDIU A1 A1 lo(MiddleItem)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\ngiveItem:\nLUI T2 hi(p1_item1)\nADDIU T2 T2 lo(p1_item1) ; load location of item1\nADDU T2 T2 S6 ; offset by item slot index\n\nLI T3 0x38 ; load offset between player structs at T3\nMULTU T3 S5 ; multiply offset by player index\nNOP\nMFLO T3 ; store result of multiply at T3\nNOP\n\nADDU T3 T2 T3 ; add player offset\n\nSB S7 0(T3) ; store item at offset\n\nJ fadeOut\nNOP\n\nfullInventory:\nJAL PlaySound\nLI A0 0x2A6 ; Tumble ok sound\n\nLI A0 0x15 ; Character image (Tumble)\nLUI A1 hi(InventoryFull)\nADDIU A1 A1 lo(InventoryFull)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nMOVE A0 S5 ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S6 ; Amount of Coins to gain\n\nMOVE A0 S5 ; Current Player's Index\nJAL ShowPlayerCoinChange\nMOVE A1 S6 ; Amount of Coins to show\n\nJAL SleepProcess\nLI A0 30 ; Sleep 30 frames to wait for coins\n\nJ fadeOut\nNOP\n\ncoinsReward:\nJAL PlaySound\nLI A0 0x2A7 ; Tumble joy sound\n\nLI A0 0x15 ; Character image (Tumble)\nLUI A1 hi(GainCoins)\nADDIU A1 A1 lo(GainCoins)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nMOVE A0 S5 ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nMOVE A1 S6 ; Amount of Coins to gain\n\nMOVE A0 S5 ; Current Player's Index\nJAL ShowPlayerCoinChange\nMOVE A1 S6 ; Amount of Coins to show\n\nJAL SleepProcess\nLI A0 30 ; Sleep 30 frames to wait for coins\n\n; Fade out then unload all the models.\nfadeOut:\nADDIU A0 R0 0x04 ; Happening (?) Fade\nJAL 0x80062050 ; InitFadeOut\nLI A1 16 ; 16 frames\n\nJAL SleepProcess\nLI A0 17 ; wait 17 frames\n\nSW R0 0(S2) ; Overwrite back to zero\nJAL 0x800D9B54 ; RemoveModel\nMOVE A0 S1 ; Pass model pointer on A0\n\nLW S1 0(S4) \nSW R0 0(S4) ; Overwrite back to zero\nJAL 0x800D9B54 ; RemoveModel\nMOVE A0 S1 ; Pass model pointer on A0\n\nLW S1 0(S3)\nSW R0 0(S3) ; Overwrite back to zero\nJAL 0x800D9B54 ; RemoveModel\nMOVE A0 S1 ; Pass model pointer on A0\n\n; Load player back on the triggering Happening Space.\nJAL GetPlayerStruct ; player struct at V0\nMOVE A0 S5 ; player index at A0\nMOVE T0 V0 ; store player struct at T0\n\nLI A0 HappeningSpace_chain_index\nLI A1 HappeningSpace_chain_space_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; actual space index at V0\nNOP\n\nJAL GetSpaceData ; space data struct at V0\nMOVE A0 V0 ; space index was at V0\n\nADDIU V0 V0 8 ; offset for X position of the space\nLW T1 0(V0) ; store X pos at T1\n\nADDIU V0 V0 8 ; offset for Y position of the space (from X position)\nLW T2 0(V0) ; store Y pos at T2\n\nLW V1 0x24(T0) ; load player struct data at offset 0x24 to V1\nADDIU V1 V1 0xC ; add offset of 0xC to get current player's X position\nSW T1 0(V1) ; store X position into player struct\n\nADDIU V1 V1 8 ; add offset of 8 to get current player's Y position\nSW T2 0(V1) ; store Y position into player struct\n\nADDIU V1 V1 8 ; add offset of 8 to get current player's Z position\nLI T3 0x0 ; float value for 0\nSW T3 0(V1) ; set Z value to be on the space\n\n; Fade back in.\nfadeIn:\nLI A0 0x04 ; Happening (?) Fade\nJAL 0x80061FE8 ; InitFadeIn\nLI A1 16 ; 16 frames\n\nJAL SleepProcess\nLI A0 17 ; wait 17 frames\n\nJ exit\nNOP\n\nexit:\nLW RA 76(SP)\nLW S7 72(SP)\nLW S6 68(SP)\nLW S5 64(SP)\nLW S4 60(SP)\nLW S3 56(SP)\nLW S2 52(SP)\nLW S1 48(SP)\nLW S0 44(SP)\nJR RA\nADDIU SP SP 80\n\n; Rain's model function\nsetModelRotation:\nADDIU sp, sp, -0x40\nSW ra, 0x0018 (sp)\nSW s0, 0x001C (sp)\nSW s1, 0x0020 (sp)\nSW s2, 0x0024 (sp)\nSW s3, 0x0028 (sp)\nSWC1 f20, 0x0030 (sp)\nSWC1 f22, 0x0034 (sp)\nSWC1 f24, 0x0038 (sp)\nSWC1 f26, 0x003C (sp)\nLUI a2, 0x0000 //always 0\nLUI a3, 0x3F80 //always 1\nADDU s0, a0, r0 //modelPtr to s0\n//\nMTC1 a1, f0\nLI t0, 0x3c8f5c29\nMTC1 t0, f12\nCVT.S.W f0, f0\nMUL.S f0, f0, f12 //convert to radians\nMFC1 s1, f0 //currentAngle to s1\n//\nADDU s2, a2, r0 //move x1 to s2\nADDU s3, a3, r0 //move y1 to s3\n/////////////////////////////////////////\nJAL cosf\nMTC1 s1, f12 //angle to f12\nMOV.S f20, f0 //cosf(currentAngle) on f20\n\nJAL sinf\nMTC1 s1, f12 //angle to f12\nMOV.S f22, f0 //sinf(currentAngle) on f22\n\nMTC1 s2, f24 //x1 on f24\nMTC1 s3, f26 //y1 on f26\n\n//x1 * cosF(currentAngle)\nMUL.S f0, f24, f20\n\n//y1 * sinF(currentAngle)\nMUL.S f2, f26, f22\n\n//x2 =\nSUB.S f0, f0, f2\n\n//x1 * sinF(currentAngle)\nMUL.S f2, f24, f22\n\n//y1 * cosF(currentAngle);\nMUL.S f4, f26, f20\n\n//y2 =\nADD.S f2, f2, f4\n\n//flip x\nNEG.S f0, f0\n\nSWC1 f0, 0x0018 (s0) //store x2\nSWC1 f2, 0x0020 (s0) //store y2\n\nLW ra, 0x0018 (sp)\nLW s0, 0x001C (sp)\nLW s1, 0x0020 (sp)\nLW s2, 0x0024 (sp)\nLW s3, 0x0028 (sp)\nLWC1 f20, 0x0030 (sp)\nLWC1 f22, 0x0034 (sp)\nLWC1 f24, 0x0038 (sp)\nLWC1 f26, 0x003C (sp)\nJR RA\nADDIU sp, sp, 0x40\n\n; Text\n.align 0x10\nButtonPrompt:\n.byte 0x21 ; A button icon\n.byte 0x85,0x85,0x85 ; period\n.ascii \"Stop\"\n.byte 0x00 ; terminate string\n\n.align 0x10\nLeftItem:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Good job\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You got a \"\n.byte 0x06 ; blue\n.ascii \"Reverse Mushroom\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nRightItem:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Good job\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You got a \"\n.byte 0x06 ; blue\n.ascii \"Golden Mushroom\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nMiddleItem:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Good job\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You got a \"\n.byte 0x06 ; blue\n.ascii \"Skeleton Key\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nInventoryFull:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Good job\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Your inventory is full\"\n.byte 0x82 ; comma\n.ascii \" so\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"you get some \"\n.byte 0x07 ; yellow\n.ascii \"coins\"\n.byte 0x08 ; white\n.ascii \" instead\"\n.byte 0xC2 ; exclamation mark\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n\n.align 0x10\nGainCoins:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Good job\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"You earned a bunch of \"\n.byte 0x07 ; yellow\n.ascii \"coins\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nFailure:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Awww\"\n.byte 0x85,0x85,0x85 ; period\n.ascii \" too bad\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Let\"\n.byte 0x5C ; apostrophe\n.ascii \"s play again some other time\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nIntro:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to the \"\n.byte 0x05 ; green\n.ascii \"Timing Tuner\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Try to land the clock hand\"\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"over one of the goodies\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Press \"\n.byte 0x21 ; A button icon\n.ascii \" to stop its spin\"\n.byte 0x85 ; period\n.byte 0x0A ; \\n\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n; Pointers\n.align 4\nClockHandPointer:\n.fill 4\n\n.align 4\nClockBasePointer:\n.fill 4\n\n.align 4\nBasePointer:\n.fill 4\n"},"Night Taxi":{"language":0,"code":"; NAME: Night Taxi\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|Taxi\n; PARAM: Space|DropOff\n\n; Credit: Code repurposed from various shop events created by Rain and Airsola™\n\nADDIU SP SP -80 ; Including 4 byte pad\nSW RA 76(SP)\nSW S7 72(SP)\nSW S6 68(SP)\nSW S5 64(SP)\nSW S4 60(SP)\nSW S3 56(SP)\nSW S2 52(SP)\nSW S1 48(SP)\nSW S0 44(SP)\n\n; Load the board ram address with the convenience time flag at T0.\nLUI T0 hi(board_ram10)\nADDIU T0 T0 lo(board_ram10)\n; Load the value at T1.\nLBU T1 0(T0)\n\n; Convenience Flag\n; 0000 0000 Day (Dawn)\n; 0001 0000 Day\n; 0000 0001 Night (Dusk)\n; 0001 0001 Night\n\n; Check if it is Night\nANDI T1 T1 1\nBEQZ T1 NoTaxi ; ignore if it is Day\nNOP\n\nJAL GetCurrentPlayerIndex\nNOP\nADD S3 V0 R0 ; move V0 to S3\nADD A0 V0 R0 ; move V0 to A0\nLI A1 -1 ; animation to set, idle\nJAL SetBoardPlayerAnimation\nLI A2 0x02 ; looping\n\nLUI A0 hi(Taxi_chain_index)\nADDIU A0 A0 lo(Taxi_chain_index)\nLUI A1 hi(Taxi_chain_space_index)\nADDIU A1 A1 lo(Taxi_chain_space_index)\nJAL GetAbsSpaceIndexFromChainSpaceIndex\nNOP\n\nADDU A2 R0 V0 ; stores space index for the Taxi\n; Rotate player model to face down.\nADDU A0 R0 S3 ; move player index to A0 again\nADDIU A1 R0 12 ; 12 frames\nJAL RotatePlayerModel\nNOP\n\nJAL SleepProcess\nLI A0 13 ; wait 13 frames\n\nJAL PlaySound\nLI A0 0x39F ; Podoboo sound\n\nMOVE A0 S3 ; move player index to A0\nLI A1 10 ; minimum coin value required\nJAL PlayerHasCoins\nNOP\n\nBEQZ V0 TooPoor ; V0 has 0 if player cannot afford\nNOP\n\nOffer:\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(OpenDeal)\nADDIU A1 A1 lo(OpenDeal)\nADDU A2 R0 R0\nSW R0 0x0010 (SP)\nSW R0 0x0014 (SP)\nSW R0 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nORI A0 R0 0x0002\nJAL GetBasicPromptSelection\nORI A1 R0 0x0000 ; AI always picks yes, safest bet\nMOVE S0 V0 ; move V0 to S0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nLI T0 0x01 ; No index\nBEQ S0 T0 NoDeal\nNOP\nLI T0 0x02 ; View Map index\nBEQ S0 T0 ViewMap\nNOP\n\nDidBuy:\nMOVE A0 S3 ; Current Player's Index\nJAL AdjustPlayerCoinsGradual\nLI A1 -10 ; Amount of Coins to lose\n\nMOVE A0 S3 ; Current Player's Index\nJAL ShowPlayerCoinChange\nLI A1 -10 ; Amount of Coins to show\n\nJAL SleepProcess\nLI A0 30 ; Sleep 30 frames to wait for coins\n\nADDIU A0 R0 0x0 ; Bar Fade\nJAL 0x80062050 ; InitFadeOut\nLI A1 16 ; 16 frames\n\nJAL SleepProcess\nLI A0 20 ; wait 20 frames\n\n; Clear any backwards flag.\nLUI T5 hi(p1_status_flags) \nADDIU T5 T5 lo(p1_status_flags) ; we will use the offset from this address to get the other players\n\nLI T6 0x38 ; load offset between player structs at T6\nMULTU T6 S3 ; multiply offset by player index\nNOP\nMFLO T6 ; store result of multiply at T6\nNOP\n\nADDU T5 T5 T6 ; add player offset to p#_status_flags\nLBU T6 0(T5) ; offset for p#_status_flags\nANDI T6 T6 0xFE ; mask for all except last bit, to remove backwards bit\nSB T6 0(T5) ; store status flag with backwards bit removed\n\n; Load player onto the DropOff space.\nJAL GetPlayerStruct ; player struct at V0\nMOVE A0 S3 ; player index at A0\nMOVE S4 V0 ; store player struct at S4\n\nMOVE A0 S3\nLI A1 DropOff_chain_index\nLI A2 DropOff_chain_space_index\nJAL SetPlayerOntoChain\nNOP\n\nLI A0 DropOff_chain_index\nLI A1 DropOff_chain_space_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; actual space index at V0\nNOP\n\nJAL GetSpaceData ; space data struct at V0\nMOVE A0 V0 ; space index was at V0\n\nADDIU V0 V0 8 ; offset for X position of the space\nLW T1 0(V0) ; store X pos at T1\n\nADDIU V0 V0 8 ; offset for Y position of the space (from X position)\nLW T2 0(V0) ; store Y pos at T2\n\nLW V1 0x24(S4) ; load player struct data at offset 0x24 to V1\nADDIU V1 V1 0xC ; add offset of 0xC to get current player's X position\nSW T1 0(V1) ; store X position into player struct\n\nADDIU V1 V1 8 ; add offset of 8 to get current player's Y position\nSW T2 0(V1) ; store Y position into player struct\n\nLI A0 -1 ; Set current player\nLI A1 1 ; rotate for 1 frame...\nJAL RotatePlayerModel\nLI A2 DropOff\n\nJAL SleepProcess\nLI A0 20 ; wait 20 frames\n\nLI A0 0x0 ; Bar Fade\nJAL 0x80061FE8 ; InitFadeIn\nLI A1 16 ; 16 frames\n\nJAL SleepProcess\nLI A0 17 ; wait 17 frames\n\nJ exit\nNOP\n\nViewMap:\nJAL ViewBoardMap\nNOP\nJ Offer\nNOP\n\nTooPoor:\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(PlayerTooPoor)\nADDIU A1 A1 lo(PlayerTooPoor)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\nNoDeal:\nADDI A0 R0 -1 ; Character image (-1 for none)\nLUI A1 hi(Dismiss)\nADDIU A1 A1 lo(Dismiss)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\nNoTaxi:\nJAL GetCurrentPlayerIndex\nNOP\nADD S3 V0 R0 ; move V0 to S3\nADD A0 V0 R0 ; move V0 to A0\nLI A1 -1 ; animation to set, idle\nJAL SetBoardPlayerAnimation\nLI A2 0x02 ; looping\n\nLUI A1 hi(DayVisit)\nADDIU A1 A1 lo(DayVisit)\nSW R0 16(SP) ; A4\nSW R0 20(SP) ; A5\nSW R0 24(SP) ; A6\nADDI A0 R0 -1 ; Character image (-1 for none)\nADDU A2 R0 R0\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nexit:\nLW RA 76(SP)\nLW S7 72(SP)\nLW S6 68(SP)\nLW S5 64(SP)\nLW S4 60(SP)\nLW S3 56(SP)\nLW S2 52(SP)\nLW S1 48(SP)\nLW S0 44(SP)\nJR RA\nADDIU SP SP 80\n\n.align 0x10\nOpenDeal:\n.byte 0x0B ; Start the message\n.ascii \"Heya kid\"\n.byte 0x82 ; comma\n.ascii \" need a ride to the other end\"\n.byte 0x0A ;\\n\n.ascii \"of the street\"\n.byte 0xC3 ;question mark\n.ascii \" I\"\n.byte 0x5C ; apostrophe\n.ascii \"m up to give ya a lift\"\n.byte 0x82 ; comma\n.byte 0x0A ;\\n\n.ascii \"for a small\"\n.byte 0x07 ; yellow\n.ascii \" fee\"\n.byte 0x08 ; white\n.byte 0x85 ; period\n.ascii \" Heheheh\"\n.byte 0x85,0x85,0x85,0x85,0x85 ; period\n.byte 0x0A ;\\n\n.byte 0x0A ;\\n\n\n.byte 0x08 ; white\n.byte 0x0E, 0x0E, 0x0E, 0x0E ; tab\n.byte 0x0C ;start option\n.ascii \"Yes\" ;Item 1 String\n.byte 0x0E, 0x0E ; padding\n.byte 0x29 ; coin icon\n.byte 0x3E ; x\n.ascii \"10\" ; cost\n.byte 0x0D ; end option\n.byte 0x0A ; \\n\n\n.byte 0x08 ; white\n.byte 0x0E, 0x0E, 0x0E, 0x0E ; tab\n.byte 0x0C ; start option\n.ascii \"No thanks\"\n.byte 0x85,0x85,0x85,0x85,0x85 ; period\n.byte 0x0D ; end option\n.byte 0x0A ; \\n\n\n.byte 0x08 ;white font\n.byte 0x0E, 0x0E, 0x0E, 0x0E ; tab\n.byte 0x0C ; start option\n.ascii \"View Map\"\n.byte 0x0D ; end option\n.byte 0x0A ;\\n\n\n.byte 0x00 ;end of text box\n\n.align 0x10\nPlayerTooPoor:\n.ascii \"Hey kid\"\n.byte 0x82 ; comma\n.ascii \" try running around with\"\n.byte 0x0A ; \\n\n.ascii \"some \"\n.byte 0x07 ; yellow\n.ascii \"cash\"\n.byte 0x08 ; white\n.ascii \" in those pockets\"\n.byte 0x85 ; period\n.byte 0x0A ; \\n\n.ascii \"Ya won\"\n.byte 0x5C ; apostrophe\n.ascii \"t be gettin\"\n.byte 0x5C ; apostrophe\n.ascii \" any rides if\"\n.byte 0x0A ; \\n\n.ascii \"ya stay \"\n.byte 0x03 ; red\n.ascii \"broke\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nDayVisit:\n.byte 0x1E,0x1E ; Padding\n.ascii \"Seems like you should visit during the \"\n.byte 0x06 ; blue\n.ascii \"Night\"\n.byte 0x08 ; white\n.byte 0x85 ; period\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nDismiss:\n.byte 0x85,0x85,0x85,0x85,0x85 ; period\n.ascii \"See ya around\"\n.byte 0x82 ; comma\n.ascii \" kid\"\n.byte 0x85 ; period\n.byte 0x0A ; \\n\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string"},"Solstice Event":{"language":0,"code":"; NAME: Solstice Event\n; GAMES: MP3_USA\n; EXECUTION: Direct\n\nADDIU SP SP -40\nSW RA 36(SP)\nSW S1 32(SP)\nSW S0 28(SP)\n\n; Load the board ram address that stores the time of day at S1.\nLUI S1 hi(board_ram9)\nADDIU S1 S1 lo(board_ram9)\n; Load the value at S1.\nLBU S0 0(S1)\n\n; Check if solstice event is happening, set at T0.\nANDI T0 S0 0x30 ; 0011 0000 bit mask\n\n; Day bits\n; 0000 0000 0x00\n; 0000 0001 0x01\n; 0000 0010 0x02\n; 0001 0000  0x10\n; 0001 0001  0x11\n; 0001 0010  0x12\n; 0001 0011  0x13\n; 0010 0001   0x21\n; 0010 0010   0x22\n\n; Night bits\n; 0000 0011 0x03\n; 0000 0111 0x07\n; 0000 1011 0x0B\n; 0001 0111  0x17\n; 0001 1011  0x1B\n; 0010 0011   0x23\n; 0010 0111   0x27\n; 0010 1011   0x2B\n; 0010 0000   0x20\n\n; If solstice isn't happening, prompt the player choice.\nBEQZ T0 playerWish\nNOP\n\nJAL PlaySound\nLI A0 0x2A8 ; Tumble hi sound\n\n; Otherwise, say a solstice event is already happening.\nANDI T0 S0 0x10 ; 0001 0000 bit mask\nBEQZ T0 alreadyNightSolstice\nNOP\n\nalreadyDaySolstice:\nLUI A1 hi(DaySolsticeAlready)\nADDIU A1 A1 lo(DaySolsticeAlready)\n\nJ alreadySolstice\nNOP\n\nalreadyNightSolstice:\nLUI A1 hi(NightSolsticeAlready)\nADDIU A1 A1 lo(NightSolsticeAlready)\n\nalreadySolstice:\nLI A0 0x15 ; Character image (Tumble)\nADDU A2 R0 R0\nSW R0, 0x0010 (SP)\nSW R0, 0x0014 (SP)\nSW R0, 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\n\nJ exit\nNOP\n\nplayerWish:\nJAL PlaySound\nLI A0 0x2A8 ; Tumble hi sound\n\n; Load the board ram address with the convenience time flag at T0.\nLUI T0 hi(board_ram10)\nADDIU T0 T0 lo(board_ram10)\n; Load the value at T1.\nLBU T1 0(T0)\n\n; Convenience Flag\n; 0000 0000 Day (Dawn)\n; 0001 0000 Day\n; 0000 0001 Night (Dusk)\n; 0001 0001 Night\n\n; Check if it is Night.\nANDI T0 T1 0x1 ; Bit indicating Night\nBEQZ T0 isDay\nNOP\n\nisNight:\nLI A0 0x15 ; Character image (Tumble)\nLUI A1 hi(LunarPrompt)\nADDIU A1 A1 lo(LunarPrompt)\nADDU A2 R0 R0\nSW R0 0x0010 (SP)\nSW R0 0x0014 (SP)\nSW R0 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nORI A0 R0 0x0002\nJAL GetBasicPromptSelection\nORI A1 R0 0x0000 ; AI always picks yes\nMOVE S0 V0 ; move V0 to S0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nLI T0 0x01 ; No index\nBEQ S0 T0 exit\nNOP\nLI T0 0x02 ; View Map index\nBEQ S0 T0 ViewMapNight\nNOP\n\n; Load the value at S1.\nLBU S0 0(S1)\nORI S0 S0 0x20 ; Flip Night Solstice flag on.\nSB S0 0(S1)\n\nJ exit\nNOP\n\nViewMapNight:\nJAL ViewBoardMap\nNOP\nJ isNight\nNOP\n\nViewMapDay:\nJAL ViewBoardMap\nNOP\n\nisDay:\nLI A0 0x15 ; Character image (Tumble)\nLUI A1 hi(SolarPrompt)\nADDIU A1 A1 lo(SolarPrompt)\nADDU A2 R0 R0\nSW R0 0x0010 (SP)\nSW R0 0x0014 (SP)\nSW R0 0x0018 (SP)\nJAL 0x800EC8EC ; ShowMessage\nADDU A3 R0 R0\n\nORI A0 R0 0x0002\nJAL GetBasicPromptSelection\nORI A1 R0 0x0000 ; AI always picks yes\nMOVE S0 V0 ; move V0 to S0\nJAL 0x800EC9DC\nNOP\nJAL 0x800EC6C8\nNOP\nJAL 0x800EC6EC\nNOP\nLI T0 0x01 ; No index\nBEQ S0 T0 exit\nNOP\nLI T0 0x02 ; View Map index\nBEQ S0 T0 ViewMapDay\nNOP\n\n; Load the value at S1.\nLBU S0 0(S1)\nORI S0 S0 0x10 ; Flip Day Solstice flag on.\nSB S0 0(S1)\n\nexit:\nLW RA 36(SP)\nLW S1 32(SP)\nLW S0 28(SP)\nJR RA\nADDIU SP SP 40\n\n.align 0x10\nDaySolsticeAlready:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"The\"\n.byte 0x07 ; yellow\n.ascii \" Estival Solstice\"\n.byte 0x08 ; white\n.ascii \" is currently underway\"\n.byte 0x85 ; period\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Come back later to make your own wish\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nNightSolsticeAlready:\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"The\"\n.byte 0x06 ; blue\n.ascii \" Hibernal Solstice\"\n.byte 0x08 ; white\n.ascii \" is currently underway\"\n.byte 0x85 ; period\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Come back later to make your own wish\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0xFF ; pause\n.byte 0x00 ; terminate string\n\n.align 0x10\nSolarPrompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to the \"\n.byte 0x05 ; green\n.ascii \"Solar Tower\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Here\"\n.byte 0x82 ; comma\n.ascii \" you can activate the\"\n.byte 0x07 ; yellow\n.ascii \" Estival Solstice\"\n.byte 0x08 ; white\n.byte 0x85 ; period\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Do you wish to extend the\"\n.byte 0x07 ; yellow\n.ascii \" Day\"\n.byte 0x08 ; white\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"and shorten the upcoming\"\n.byte 0x06 ; blue\n.ascii \" Night\"\n.byte 0x08 ; white\n.byte 0xC3 ; question mark\n.byte 0x0A ;\\n\n.byte 0x0A ;\\n\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x0E, 0x0E ; tab\n.byte 0x0C ; start option\n.ascii \"Yes\"\n.byte 0x82 ; comma\n.ascii \" let the sun shine\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0D ; end option\n.byte 0x0A ; \\n\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x0E, 0x0E ; tab\n.byte 0x0C ; start option\n.ascii \"No\"\n.byte 0x82 ; comma\n.ascii \" I prefer the night\"\n.byte 0x0D ; end option\n.byte 0x0A ; \\n\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x0E, 0x0E ; tab\n.byte 0x0C ; start option\n.ascii \"View Map\"\n.byte 0x0D ; end option\n.byte 0x0A ;\\n\n\n.byte 0x00 ;end of text box\n\n.align 0x10\nLunarPrompt:\n.byte 0x0B ; Start the message\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Welcome to the \"\n.byte 0x05 ; green\n.ascii \"Lunar Tower\"\n.byte 0x08 ; white\n.byte 0xC2 ; exclamation mark\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Here\"\n.byte 0x82 ; comma\n.ascii \" you can activate the\"\n.byte 0x06 ; blue\n.ascii \" Hibernal Solstice\"\n.byte 0x08 ; white\n.byte 0x85 ; period\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"Do you wish to extend the\"\n.byte 0x06 ; blue\n.ascii \" Night\"\n.byte 0x08 ; white\n.byte 0x0A ; \\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.ascii \"and shorten the upcoming\"\n.byte 0x07 ; yellow\n.ascii \" Day\"\n.byte 0x08 ; white\n.byte 0xC3 ; question mark\n.byte 0x0A ;\\n\n.byte 0x0A ;\\n\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x0E, 0x0E ; tab\n.byte 0x0C ; start option\n.ascii \"Yes\"\n.byte 0x82 ; comma\n.ascii \" give me darkness\"\n.byte 0xC2 ; exclamation mark\n.byte 0x0D ; end option\n.byte 0x0A ; \\n\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x0E, 0x0E ; tab\n.byte 0x0C ; start option\n.ascii \"No\"\n.byte 0x82 ; comma\n.ascii \" I prefer the daylight\"\n.byte 0x0D ; end option\n.byte 0x0A ; \\n\n\n.byte 0x1A,0x1A,0x1A,0x1A ; Standard padding for picture\n.byte 0x0E, 0x0E ; tab\n.byte 0x0C ; start option\n.ascii \"View Map\"\n.byte 0x0D ; end option\n.byte 0x0A ;\\n\n\n.byte 0x00 ;end of text box\n"},"Warp Players Back In":{"language":0,"code":"; NAME: Warp Players Back In\n; GAMES: MP3_USA\n; EXECUTION: Direct\n; PARAM: Space|ActualSpace\n; PARAM: Space[]|HiddenSpaces\n\n; Hook to at the start of each player turn to ensure players are always on an actual space.\n\n; HiddenSpaces is an array that contains every HiddenSpace, should the current player\n; have been warped to a different HiddenSpace to avoid started a duel.\n\n; Each HiddenSpace is an empty space with X/Y coordinates identical to a landable space,\n; with the assumption that a warp event will warp them onto a HiddenSpace, we want them to\n; go be placed on the landable space found on that X/Y coordinates.\n\n; ActualSpace is the landable space that the HiddenSpace is overlaid on, we wanted to warp\n; the player here but doing so would have triggered the ActualSpace's event. This code\n; will prevent that from happening.\n\n; Credit: Code repurposed from various warp events created by Airsola™ and MarioComix\n\nADDIU SP SP -80 ; Including 4 byte pad\nSW RA 76(SP)\nSW S7 72(SP)\nSW S6 68(SP)\nSW S5 64(SP)\nSW S4 60(SP)\nSW S3 56(SP)\nSW S2 52(SP)\nSW S1 48(SP)\nSW S0 44(SP)\n\n; S0 Current index of space Array\n; S1 HiddenSpaces chain_index Array\n; S2 HiddenSpaces chain_space_index Array\n; S3 HiddenSpaces Array Length\n; S4 Player index\n; S5 Float offset for X position\n; S6 HiddenSpaces chain_index at current index\n; S7 HiddenSpaces chain_space_index at current index\n\n; S1 contains the array for chain_index of each hidden space, starts at 0.\nLUI S1 hi(ArrayChain)\nADDIU S1 S1 lo(ArrayChain)\n\n; S2 contains the array for chain_space_index of each hidden space, starts at 0.\nLUI S2 hi(ArrayChainSpace)\nADDIU S2 S2 lo(ArrayChainSpace)\n\n; S3 contains the length of the array.\nLUI S0 hi(ArrayLength)\nADDIU S0 S0 lo(ArrayLength)\nLBU S3 1(S0)\n\n; S5 contains the float offset to place each player model's X position.\nLI S5 0x00000000 ; float value for 0\n\n; S0 is the index to be iterated through for the space array.\nADDU S0 R0 R0 ;set to 0\n\n;;;;;; Loop through all the hidden spaces to see if there are players present.\nloopSpaces:\n\n; S4 is used to search through each player index: [0, 1, 2, 3]\nADDU S4 R0 R0 ;set to 0\n\n; S6 is the chain_index of the array at index S0\nLBU S6 1(S1)\n; S7 is the chain_space_index of the array at index S0\nLBU S7 1(S2)\n\n;;;;;; Loop through all the players.\nloopPlayers:\n; Set the address for p1_char under T5.\nLUI T5 hi(p1_char) \nADDIU T5 T5 lo(p1_char) ; we will use the offset from this address to get the other players\n\nLI T6 0x38 ; load offset between player structs at T6\nMULTU T6 S4 ; multiply offset by player index\nNOP\nMFLO T6 ; store result of multiply at T6\nNOP\n\nADDU T5 T5 T6 ; add player offset to p#_char\n\n; Check if the player's cur_chain_index and cur_space_index match a hidden space.\n; T1 is the chain_index of the player.\nADDIU T0 T5 12 ; offset for p#_cur_chain_index from p#_char\nLBU T1 0(T0)\nBNE S6 T1 ignorePlayer ; ignore moving the player if the chain index is not equal.\nNOP\n; T2 is the chain_space_index of the player.\nADDIU T0 T5 13 ; offset for p#_cur_space_index from p#_char\nLBU T2 0(T0)\nBNE S7 T2 ignorePlayer ; ignore moving the player if the space index is not equal.\nNOP\n\nmovePlayer:\n; Set the player's space to the actual space.\nMOVE A0 S4\nLI A1 ActualSpace_chain_index\nLI A2 ActualSpace_chain_space_index\nJAL SetPlayerOntoChain\nNOP\n\nJAL GetCurrentPlayerIndex ; event triggering player index at V0\nNOP\nMOVE T4 V0 ; store current player index at T4\n\nJAL GetPlayerStruct ; player struct at V0\nMOVE A0 S4 ; player index at A0\nMOVE T0 V0 ; store player struct at T0\n\nLI A0 ActualSpace_chain_index\nLI A1 ActualSpace_chain_space_index\nJAL GetAbsSpaceIndexFromChainSpaceIndex ; actual space index at V0\nNOP\n\nJAL GetSpaceData ; space data struct at V0\nMOVE A0 V0 ; space index was at V0\n\nADDIU V0 V0 8 ; offset for X position of the space\nLW T1 0(V0) ; store X pos at T1\n\nADDIU V0 V0 8 ; offset for Y position of the space (from X position)\nLW T2 0(V0) ; store Y pos at T2\n\nBEQ T4 S4 centered\nNOP\n\nMTC1 S5 F0 ; store incremental X position float (offset) at F0\nMTC1 T1 F1 ; store space X position float to F1\nSUB.S F0 F1 F0 ; subtract from offset\nLI T1 0x41000000 ; float value for 8\nMTC1 T1 F1 ; store right centered offset to F1\nADD.S F0 F0 F1 ; add right centered offset to the space X position\nMFC1 T1 F0 ; store sum at T1\n\nLI T3 0x41000000 ; float value for 8\nMTC1 T3 F0 ; store offset at F0\nMTC1 T2 F1 ; store space Y position float at F1\nSUB.S F0 F1 F0 ; subtract offset to the space Y position\nMFC1 T2 F0 ; store result at T2\n\nLI T3 0x41000000 ; float value for 8\nMTC1 S5 F0 ; store incremental X position float at F0\nMTC1 T3 F1 ; store offset value to F1\nADD.S F0 F0 F1 ; add offset value to X position for next player\nMFC1 S5 F0 ; store sum at S5\n\nJ setPosition\nNOP\n\ncentered:\n; Lower the Y position a bit to leave room for players already on the space.\nLI T3 0x41000000 ; float value for 8\nMTC1 T3 F0 ; store offset at F0\nMTC1 T2 F1 ; store space Y position float at F1\nAdd.S F0 F1 F0 ; add offset to the space Y position\nMFC1 T2 F0 ; store result at T2\n\nsetPosition:\nLW V1 0x24(T0) ; load player struct data at offset 0x24 to V1\nADDIU V1 V1 0xC ; add offset of 0xC to get current player's X position\nSW T1 0(V1) ; store X position into player struct\n\nADDIU V1 V1 8 ; add offset of 8 to get current player's Y position\nSW T2 0(V1) ; store Y position into player struct\n\nignorePlayer:\nSLTI T0 S4 3 ; is S4 < 3? (Player 1 is 0, Player 4 is 3, any greater is invalid)\nBEQZ T0 exitLoopPlayers ; exit loopPlayers since all players have been iterated.\nNOP\n\nJ loopPlayers\nADDIU S4 S4 1 ; iterate to next player\n\nexitLoopPlayers: ; continue the loop\nADDIU S0 S0 1 ; iterate the index of the array\n\n; Check if index is beyond the end of the array, exit the loop if so.\nSLT T0 S0 S3 ; is S0 < S3? (is the index less than the length still?)\nBEQZ T0 exitLoopSpaces ; exit loopSpaces since all spaces have been iterated.\nNOP\n\nADDIU S1 S1 2 ; iterate to next space's chain_index\nADDIU S2 S2 2 ; iterate to next space's chain_space_index\n\nJ loopSpaces ; continue the loop\nNOP\n\nexitLoopSpaces:\n\nexit:\nLW RA 76(SP)\nLW S7 72(SP)\nLW S6 68(SP)\nLW S5 64(SP)\nLW S4 60(SP)\nLW S3 56(SP)\nLW S2 52(SP)\nLW S1 48(SP)\nLW S0 44(SP)\nJR RA\nADDIU SP SP 80\n\n.align 16\nArrayChain:\n.halfword HiddenSpaces_chain_indices\nArrayChainSpace:\n.halfword HiddenSpaces_chain_space_indices\nArrayLength:\n.halfword HiddenSpaces_length"}},"audioType":0,"bg":{"width":1152,"height":864,"src":"data:image/png;base64,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ICozMcNIrDmSBDH3KiOjwiiBWGHngzsSA9b9ylAjOKVArtA9Nazp12HDjZ/pOFZIKoDx/QZnR121lDfFRDV+dh5uQW+vf14/6EgIvFe7vm99w1p/pwn05KtsdZWdbD5o9gIRMZHtnbrPdIj1p9sdlA9Foio52zdSl92XiqC5zVMM7d4tAlVEFVDEFAYHdWa5vhVICK6KuAeBaLquVr3EhCrohGzmQHuyM/cPpU1KIhK/ghGxUdGUzSgDLifDcTME9hAT/wzQLT2uTKIbKxroujjGUCM5ufMIHbMBwSiZ2S0sRXbOcCr83c3+gwgdvWOGVB1oLOD4qwgqn0xQfz6/Wf6mwcTjUdyj/FM7jk2WsvkV/RG+yB1MbEeiGx9iq7V8SM80fcZQsa7qLYjdcInaeWGWHljebHorbBCb7QPUhfSN/VG7NS1Ol65EaNY5tvROncGsjccG39kbm8/Nf/Yn4oO5gSO+haBuMpH1stIM3rbr7wR0X3Yutm+zB7u/n2AI2BBcqO1eE1km58NRXXIEbisWOv99nh/hcH6+IyDMjtkzggiepCWQGSHcyWITC2R0dEQM1qZ/wc7CsQZQtXHqq7PBiLiH9N708QsYcUMZTiQWhAQLQOtAUdAVA8rBlArNjVQ9LGqi41F+tMNYrZXBUR0vmEPvaI6QPTiZ2gyI5jGjAPmQcWCyOroAtHSEIHI+FjVdRUQxxgPxErdbL8jD6F/I88bkCw+WzMXidbC7DnmZvIw/ZmNV3qBaOjyUdHF1M9qQzwa45BYTyP6DlnDzlL6PHT8wOeIWpS8bE2r+9jpI6vrKG2dsWeY7e2xvPoP4LMlIMac8N0AAAAASUVORK5CYII=","largescene":"data:image/png;base64,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"},"boardevents":[{"id":"Set Direction (Day Transition)","activationType":-2,"executionType":1,"custom":true,"parameterValues":{"ReversibleSpaces":[24,25,26,27,29,30,18,19,21,22,91,90,88,87,37,35,34,32,31,124,83,85,86,98,99,100]}},{"id":"Iterate Day Cycle","activationType":-3,"executionType":1,"custom":true},{"id":"Display Time","activationType":-4,"executionType":1,"custom":true},{"id":"Morning Delivery","activationType":-5,"executionType":1,"custom":true},{"id":"Warp Players Back In","activationType":-4,"executionType":1,"custom":true,"parameterValues":{"ActualSpace":110,"HiddenSpaces":[119,106]}},{"id":"Warp Players Back In","activationType":-4,"executionType":1,"custom":true,"parameterValues":{"ActualSpace":60,"HiddenSpaces":[59,58]}},{"id":"Warp Players Back In","activationType":-4,"executionType":1,"custom":true,"parameterValues":{"ActualSpace":116,"HiddenSpaces":[115,114]}}],"additionalbgcode":{"code":"; Customize the background used each turn!\n; This function runs at the start of each turn.\n; The default background is available as DEFAULT_BG.\n; Additional backgrounds are available as ADDITIONAL_BG_#,\n; e.g. ADDITIONAL_BG_1 for the first added background.\nADDIU SP SP -4\nSW RA 0(SP)\n\n; T2 has the board ram address.\n; T3 has the board ram value.\n\n; Load the value for the current turn at T1.\nLUI T0 hi(current_turn)\nADDIU T0 T0 lo(current_turn)\nLBU T1 0(T0)\n\n; Load the board ram address that stores the time of day at T2.\nLUI T2 hi(board_ram9)\nADDIU T2 T2 lo(board_ram9)\n; Load the value at T3.\nLBU T3 0(T2)\n\n; Load the board ram address with the convenience time flag at T6.\nLUI T6 hi(board_ram10)\nADDIU T6 T6 lo(board_ram10)\n; Load the value at T7.\nLBU T7 0(T6)\n\n; Convenience Flag\n; 0000 0000 Day (Dawn)\n; 0001 0000 Day\n; 0000 0001 Night (Dusk)\n; 0001 0001 Night\n\n; If it is the first turn, we need to set the board ram to 0.\nBNEZ T1 changeBackground\nNOP\n\n; Set the board ram value to 0 in case board ram isn't reset.\nADDIU T3 R0 0 ; set to 0\nSB T3 0(T2)\n\nLUI T4 hi(board_ram11)\nADDIU T4 T4 lo(board_ram11)\nSB T3 0(T4) ; set to 0\n\nLUI T4 hi(board_ram12)\nADDIU T4 T4 lo(board_ram12)\nSB T3 0(T4) ; set to 0\n\nLUI T4 hi(board_ram13)\nADDIU T4 T4 lo(board_ram13)\nSB T3 0(T4) ; set to 0\n\nJ setDayBG\nNOP\n\nchangeBackground:\nANDI A0 T7 1 ; mask for Night bit\nBEQZ A0 setDayBG\nNOP\n\nsetNightBG:\nLI V0 ADDITIONAL_BG_1\nJ exit\nNOP\n\n; Return the background index in V0.\nsetDayBG:\nLI V0 DEFAULT_BG\n\nexit:\nLW RA 0(SP)\nJR RA\nADDIU SP SP 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"]}